TII subcells for the SO(10,7) x Sp(16,R) block of SO17 # cell#0 , |C| = 9 special orbit = [15, 1, 1] special rep = [[7], [1]] , dim = 8 cell rep = phi[[7],[1]]+phi[[],[8]] TII depth = 1 TII multiplicity polynomial = 7*X+X^2 TII subcells: tii[59,1] := {0} tii[59,2] := {4} tii[59,3] := {1} tii[59,4] := {5} tii[59,5] := {2} tii[59,6] := {6} tii[59,7] := {3} tii[59,8] := {7, 8} cell#1 , |C| = 36 special orbit = [13, 3, 1] special rep = [[6], [2]] , dim = 28 cell rep = phi[[6],[2]]+phi[[1],[7]] TII depth = 1 TII multiplicity polynomial = 20*X+8*X^2 TII subcells: tii[58,1] := {35} tii[58,2] := {34} tii[58,3] := {30} tii[58,4] := {26} tii[58,5] := {17} tii[58,6] := {9, 28} tii[58,7] := {23, 31} tii[58,8] := {33} tii[58,9] := {29} tii[58,10] := {24} tii[58,11] := {15} tii[58,12] := {6} tii[58,13] := {0, 12} tii[58,14] := {32} tii[58,15] := {27} tii[58,16] := {20} tii[58,17] := {10} tii[58,18] := {3, 18} tii[58,19] := {25} tii[58,20] := {16} tii[58,21] := {7} tii[58,22] := {1, 13} tii[58,23] := {21} tii[58,24] := {11} tii[58,25] := {4, 19} tii[58,26] := {8} tii[58,27] := {2, 14} tii[58,28] := {5, 22} cell#2 , |C| = 36 special orbit = [13, 3, 1] special rep = [[6], [2]] , dim = 28 cell rep = phi[[6],[2]]+phi[[1],[7]] TII depth = 1 TII multiplicity polynomial = 20*X+8*X^2 TII subcells: tii[58,1] := {35} tii[58,2] := {34} tii[58,3] := {30} tii[58,4] := {26} tii[58,5] := {17} tii[58,6] := {9, 28} tii[58,7] := {23, 31} tii[58,8] := {33} tii[58,9] := {29} tii[58,10] := {24} tii[58,11] := {15} tii[58,12] := {6} tii[58,13] := {0, 12} tii[58,14] := {32} tii[58,15] := {27} tii[58,16] := {20} tii[58,17] := {10} tii[58,18] := {3, 18} tii[58,19] := {25} tii[58,20] := {16} tii[58,21] := {7} tii[58,22] := {1, 13} tii[58,23] := {21} tii[58,24] := {11} tii[58,25] := {4, 19} tii[58,26] := {8} tii[58,27] := {2, 14} tii[58,28] := {5, 22} cell#3 , |C| = 84 special orbit = [11, 5, 1] special rep = [[5], [3]] , dim = 56 cell rep = phi[[5],[3]]+phi[[2],[6]] TII depth = 2 TII multiplicity polynomial = 28*X+28*X^2 TII subcells: tii[55,1] := {44} tii[55,2] := {73} tii[55,3] := {47} tii[55,4] := {74, 75} tii[55,5] := {80, 81} tii[55,6] := {82, 83} tii[55,7] := {7} tii[55,8] := {46} tii[55,9] := {10} tii[55,10] := {48, 49} tii[55,11] := {62, 63} tii[55,12] := {19} tii[55,13] := {4} tii[55,14] := {52} tii[55,15] := {21} tii[55,16] := {22} tii[55,17] := {6} tii[55,18] := {54, 55} tii[55,19] := {27, 28} tii[55,20] := {69, 70} tii[55,21] := {66} tii[55,22] := {53} tii[55,23] := {11} tii[55,24] := {45} tii[55,25] := {50, 51} tii[55,26] := {58, 59} tii[55,27] := {64, 65} tii[55,28] := {24} tii[55,29] := {9} tii[55,30] := {56, 57} tii[55,31] := {31, 32} tii[55,32] := {71, 72} tii[55,33] := {67, 68} tii[55,34] := {76, 77} tii[55,35] := {60, 61} tii[55,36] := {78, 79} tii[55,37] := {0} tii[55,38] := {12} tii[55,39] := {3} tii[55,40] := {17, 18} tii[55,41] := {23} tii[55,42] := {8} tii[55,43] := {29, 30} tii[55,44] := {1} tii[55,45] := {13, 14} tii[55,46] := {33, 34} tii[55,47] := {37} tii[55,48] := {20} tii[55,49] := {38, 39} tii[55,50] := {5} tii[55,51] := {25, 26} tii[55,52] := {40, 41} tii[55,53] := {2} tii[55,54] := {15, 16} tii[55,55] := {35, 36} tii[55,56] := {42, 43} cell#4 , |C| = 168 special orbit = [11, 3, 3] special rep = [[5, 1], [2]] , dim = 140 cell rep = phi[[5, 1],[2]]+phi[[1, 1],[6]] TII depth = 5 TII multiplicity polynomial = 112*X+28*X^2 TII subcells: tii[54,1] := {167} tii[54,2] := {165} tii[54,3] := {153} tii[54,4] := {138} tii[54,5] := {101, 162} tii[54,6] := {13} tii[54,7] := {56} tii[54,8] := {163} tii[54,9] := {17} tii[54,10] := {152} tii[54,11] := {131} tii[54,12] := {60} tii[54,13] := {99} tii[54,14] := {22, 109} tii[54,15] := {49, 129} tii[54,16] := {37} tii[54,17] := {166} tii[54,18] := {72} tii[54,19] := {83} tii[54,20] := {28} tii[54,21] := {164} tii[54,22] := {95} tii[54,23] := {156} tii[54,24] := {81} tii[54,25] := {139} tii[54,26] := {160} tii[54,27] := {116} tii[54,28] := {111} tii[54,29] := {155} tii[54,30] := {133} tii[54,31] := {31, 122} tii[54,32] := {147} tii[54,33] := {66, 137} tii[54,34] := {105} tii[54,35] := {161} tii[54,36] := {84} tii[54,37] := {18} tii[54,38] := {61} tii[54,39] := {106} tii[54,40] := {157} tii[54,41] := {132} tii[54,42] := {100} tii[54,43] := {123} tii[54,44] := {150} tii[54,45] := {23, 110} tii[54,46] := {142} tii[54,47] := {50, 130} tii[54,48] := {42} tii[54,49] := {145} tii[54,50] := {75} tii[54,51] := {86} tii[54,52] := {98} tii[54,53] := {135} tii[54,54] := {112} tii[54,55] := {34, 124} tii[54,56] := {121} tii[54,57] := {69, 143} tii[54,58] := {107} tii[54,59] := {125} tii[54,60] := {87} tii[54,61] := {25, 140} tii[54,62] := {114} tii[54,63] := {52, 151} tii[54,64] := {48, 149} tii[54,65] := {80, 158} tii[54,66] := {0} tii[54,67] := {19} tii[54,68] := {5} tii[54,69] := {27} tii[54,70] := {9, 54} tii[54,71] := {40} tii[54,72] := {73} tii[54,73] := {159} tii[54,74] := {30} tii[54,75] := {96} tii[54,76] := {154} tii[54,77] := {14} tii[54,78] := {117} tii[54,79] := {146} tii[54,80] := {33} tii[54,81] := {136} tii[54,82] := {15, 68} tii[54,83] := {41} tii[54,84] := {74} tii[54,85] := {144} tii[54,86] := {1} tii[54,87] := {97} tii[54,88] := {134} tii[54,89] := {24} tii[54,90] := {120} tii[54,91] := {6, 51} tii[54,92] := {44} tii[54,93] := {76} tii[54,94] := {118} tii[54,95] := {35} tii[54,96] := {102} tii[54,97] := {20, 70} tii[54,98] := {46} tii[54,99] := {2, 89} tii[54,100] := {78} tii[54,101] := {57} tii[54,102] := {38} tii[54,103] := {62} tii[54,104] := {39, 93} tii[54,105] := {58} tii[54,106] := {10} tii[54,107] := {85} tii[54,108] := {148} tii[54,109] := {32} tii[54,110] := {108} tii[54,111] := {141} tii[54,112] := {12, 67} tii[54,113] := {128} tii[54,114] := {59} tii[54,115] := {88} tii[54,116] := {126} tii[54,117] := {55} tii[54,118] := {115} tii[54,119] := {29, 82} tii[54,120] := {64} tii[54,121] := {11, 104} tii[54,122] := {91} tii[54,123] := {3} tii[54,124] := {26} tii[54,125] := {8, 53} tii[54,126] := {45} tii[54,127] := {36} tii[54,128] := {77} tii[54,129] := {119} tii[54,130] := {103} tii[54,131] := {21, 71} tii[54,132] := {47} tii[54,133] := {4, 90} tii[54,134] := {79} tii[54,135] := {63} tii[54,136] := {43, 94} tii[54,137] := {65} tii[54,138] := {16, 113} tii[54,139] := {92} tii[54,140] := {7, 127} cell#5 , |C| = 35 special orbit = [13, 1, 1, 1, 1] special rep = [[6], [1, 1]] , dim = 28 cell rep = phi[[6],[1, 1]]+phi[[],[7, 1]] TII depth = 1 TII multiplicity polynomial = 21*X+7*X^2 TII subcells: tii[56,1] := {30} tii[56,2] := {6} tii[56,3] := {21} tii[56,4] := {7} tii[56,5] := {22} tii[56,6] := {8} tii[56,7] := {24, 25} tii[56,8] := {0} tii[56,9] := {11} tii[56,10] := {1} tii[56,11] := {13} tii[56,12] := {3} tii[56,13] := {15, 16} tii[56,14] := {31} tii[56,15] := {9} tii[56,16] := {23} tii[56,17] := {10} tii[56,18] := {26, 27} tii[56,19] := {2} tii[56,20] := {14} tii[56,21] := {4} tii[56,22] := {17, 18} tii[56,23] := {32} tii[56,24] := {12} tii[56,25] := {28, 29} tii[56,26] := {5} tii[56,27] := {19, 20} tii[56,28] := {33, 34} cell#6 , |C| = 84 special orbit = [11, 5, 1] special rep = [[5], [3]] , dim = 56 cell rep = phi[[5],[3]]+phi[[2],[6]] TII depth = 2 TII multiplicity polynomial = 28*X+28*X^2 TII subcells: tii[55,1] := {81} tii[55,2] := {77} tii[55,3] := {54} tii[55,4] := {32, 78} tii[55,5] := {57, 82} tii[55,6] := {70, 83} tii[55,7] := {74} tii[55,8] := {53} tii[55,9] := {25} tii[55,10] := {4, 49} tii[55,11] := {12, 60} tii[55,12] := {79} tii[55,13] := {75} tii[55,14] := {62} tii[55,15] := {33} tii[55,16] := {68} tii[55,17] := {56} tii[55,18] := {8, 58} tii[55,19] := {43, 66} tii[55,20] := {18, 69} tii[55,21] := {72} tii[55,22] := {63} tii[55,23] := {26} tii[55,24] := {48} tii[55,25] := {5, 50} tii[55,26] := {35, 59} tii[55,27] := {13, 61} tii[55,28] := {41} tii[55,29] := {28} tii[55,30] := {9, 64} tii[55,31] := {17, 39} tii[55,32] := {19, 71} tii[55,33] := {20, 73} tii[55,34] := {30, 76} tii[55,35] := {10, 65} tii[55,36] := {44, 80} tii[55,37] := {67} tii[55,38] := {55} tii[55,39] := {42} tii[55,40] := {29, 52} tii[55,41] := {40} tii[55,42] := {27} tii[55,43] := {16, 38} tii[55,44] := {14} tii[55,45] := {6, 23} tii[55,46] := {0, 36} tii[55,47] := {47} tii[55,48] := {34} tii[55,49] := {22, 46} tii[55,50] := {21} tii[55,51] := {11, 31} tii[55,52] := {2, 45} tii[55,53] := {15} tii[55,54] := {7, 24} tii[55,55] := {1, 37} tii[55,56] := {3, 51} cell#7 , |C| = 126 special orbit = [9, 7, 1] special rep = [[4], [4]] , dim = 70 cell rep = phi[[4],[4]]+phi[[3],[5]] TII depth = 2 TII multiplicity polynomial = 14*X+56*X^2 TII subcells: tii[50,1] := {74} tii[50,2] := {90, 108} tii[50,3] := {114, 119} tii[50,4] := {121, 124} tii[50,5] := {123, 125} tii[50,6] := {36} tii[50,7] := {45, 75} tii[50,8] := {76, 93} tii[50,9] := {87, 104} tii[50,10] := {44} tii[50,11] := {21} tii[50,12] := {52, 80} tii[50,13] := {14, 47} tii[50,14] := {81, 97} tii[50,15] := {34, 60} tii[50,16] := {96, 107} tii[50,17] := {62} tii[50,18] := {46} tii[50,19] := {66, 91} tii[50,20] := {31} tii[50,21] := {39, 69} tii[50,22] := {92, 105} tii[50,23] := {17, 43} tii[50,24] := {59, 78} tii[50,25] := {103, 113} tii[50,26] := {79, 100} tii[50,27] := {67, 94} tii[50,28] := {101, 111} tii[50,29] := {86, 99} tii[50,30] := {55, 83} tii[50,31] := {110, 117} tii[50,32] := {109, 116} tii[50,33] := {115, 120} tii[50,34] := {102, 112} tii[50,35] := {118, 122} tii[50,36] := {12} tii[50,37] := {8, 37} tii[50,38] := {24, 51} tii[50,39] := {22} tii[50,40] := {10} tii[50,41] := {15, 48} tii[50,42] := {2, 20} tii[50,43] := {35, 61} tii[50,44] := {30, 63} tii[50,45] := {50, 73} tii[50,46] := {18, 49} tii[50,47] := {64, 85} tii[50,48] := {29} tii[50,49] := {16} tii[50,50] := {25, 54} tii[50,51] := {5, 28} tii[50,52] := {42, 65} tii[50,53] := {9} tii[50,54] := {38, 68} tii[50,55] := {1, 19} tii[50,56] := {58, 77} tii[50,57] := {26, 56} tii[50,58] := {6, 32} tii[50,59] := {71, 88} tii[50,60] := {53, 82} tii[50,61] := {72, 89} tii[50,62] := {40, 70} tii[50,63] := {84, 98} tii[50,64] := {27, 57} tii[50,65] := {95, 106} tii[50,66] := {4} tii[50,67] := {0, 11} tii[50,68] := {3, 23} tii[50,69] := {7, 33} tii[50,70] := {13, 41} cell#8 , |C| = 84 special orbit = [11, 5, 1] special rep = [[5], [3]] , dim = 56 cell rep = phi[[5],[3]]+phi[[2],[6]] TII depth = 2 TII multiplicity polynomial = 28*X+28*X^2 TII subcells: tii[55,1] := {81} tii[55,2] := {77} tii[55,3] := {54} tii[55,4] := {32, 78} tii[55,5] := {57, 82} tii[55,6] := {70, 83} tii[55,7] := {74} tii[55,8] := {53} tii[55,9] := {25} tii[55,10] := {4, 49} tii[55,11] := {12, 60} tii[55,12] := {79} tii[55,13] := {75} tii[55,14] := {62} tii[55,15] := {33} tii[55,16] := {68} tii[55,17] := {56} tii[55,18] := {8, 58} tii[55,19] := {43, 66} tii[55,20] := {18, 69} tii[55,21] := {72} tii[55,22] := {63} tii[55,23] := {26} tii[55,24] := {48} tii[55,25] := {5, 50} tii[55,26] := {35, 59} tii[55,27] := {13, 61} tii[55,28] := {41} tii[55,29] := {28} tii[55,30] := {9, 64} tii[55,31] := {17, 39} tii[55,32] := {19, 71} tii[55,33] := {20, 73} tii[55,34] := {30, 76} tii[55,35] := {10, 65} tii[55,36] := {44, 80} tii[55,37] := {67} tii[55,38] := {55} tii[55,39] := {42} tii[55,40] := {29, 52} tii[55,41] := {40} tii[55,42] := {27} tii[55,43] := {16, 38} tii[55,44] := {14} tii[55,45] := {6, 23} tii[55,46] := {0, 36} tii[55,47] := {47} tii[55,48] := {34} tii[55,49] := {22, 46} tii[55,50] := {21} tii[55,51] := {11, 31} tii[55,52] := {2, 45} tii[55,53] := {15} tii[55,54] := {7, 24} tii[55,55] := {1, 37} tii[55,56] := {3, 51} cell#9 , |C| = 126 special orbit = [9, 7, 1] special rep = [[4], [4]] , dim = 70 cell rep = phi[[4],[4]]+phi[[3],[5]] TII depth = 2 TII multiplicity polynomial = 14*X+56*X^2 TII subcells: tii[50,1] := {74} tii[50,2] := {90, 108} tii[50,3] := {114, 119} tii[50,4] := {121, 124} tii[50,5] := {123, 125} tii[50,6] := {36} tii[50,7] := {45, 75} tii[50,8] := {76, 93} tii[50,9] := {87, 104} tii[50,10] := {44} tii[50,11] := {21} tii[50,12] := {52, 80} tii[50,13] := {14, 47} tii[50,14] := {81, 97} tii[50,15] := {34, 60} tii[50,16] := {96, 107} tii[50,17] := {62} tii[50,18] := {46} tii[50,19] := {66, 91} tii[50,20] := {31} tii[50,21] := {39, 69} tii[50,22] := {92, 105} tii[50,23] := {17, 43} tii[50,24] := {59, 78} tii[50,25] := {103, 113} tii[50,26] := {79, 100} tii[50,27] := {67, 94} tii[50,28] := {101, 111} tii[50,29] := {86, 99} tii[50,30] := {55, 83} tii[50,31] := {110, 117} tii[50,32] := {109, 116} tii[50,33] := {115, 120} tii[50,34] := {102, 112} tii[50,35] := {118, 122} tii[50,36] := {12} tii[50,37] := {8, 37} tii[50,38] := {24, 51} tii[50,39] := {22} tii[50,40] := {10} tii[50,41] := {15, 48} tii[50,42] := {2, 20} tii[50,43] := {35, 61} tii[50,44] := {30, 63} tii[50,45] := {50, 73} tii[50,46] := {18, 49} tii[50,47] := {64, 85} tii[50,48] := {29} tii[50,49] := {16} tii[50,50] := {25, 54} tii[50,51] := {5, 28} tii[50,52] := {42, 65} tii[50,53] := {9} tii[50,54] := {38, 68} tii[50,55] := {1, 19} tii[50,56] := {58, 77} tii[50,57] := {26, 56} tii[50,58] := {6, 32} tii[50,59] := {71, 88} tii[50,60] := {53, 82} tii[50,61] := {72, 89} tii[50,62] := {40, 70} tii[50,63] := {84, 98} tii[50,64] := {27, 57} tii[50,65] := {95, 106} tii[50,66] := {4} tii[50,67] := {0, 11} tii[50,68] := {3, 23} tii[50,69] := {7, 33} tii[50,70] := {13, 41} cell#10 , |C| = 336 special orbit = [9, 5, 3] special rep = [[4, 1], [3]] , dim = 224 cell rep = phi[[4, 1],[3]]+phi[[2, 1],[5]] TII depth = 4 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[49,1] := {331} tii[49,2] := {320} tii[49,3] := {261, 328} tii[49,4] := {280, 335} tii[49,5] := {118} tii[49,6] := {141} tii[49,7] := {311} tii[49,8] := {260} tii[49,9] := {46, 240} tii[49,10] := {168, 279} tii[49,11] := {106, 290} tii[49,12] := {155, 309} tii[49,13] := {159} tii[49,14] := {161} tii[49,15] := {321} tii[49,16] := {183} tii[49,17] := {163} tii[49,18] := {299} tii[49,19] := {64, 267} tii[49,20] := {277} tii[49,21] := {264} tii[49,22] := {167, 224} tii[49,23] := {191, 291} tii[49,24] := {134, 304} tii[49,25] := {208, 258} tii[49,26] := {180, 319} tii[49,27] := {197} tii[49,28] := {327} tii[49,29] := {231} tii[49,30] := {219} tii[49,31] := {144} tii[49,32] := {296} tii[49,33] := {47, 287} tii[49,34] := {322} tii[49,35] := {259} tii[49,36] := {254} tii[49,37] := {169, 305} tii[49,38] := {313} tii[49,39] := {283} tii[49,40] := {146, 212} tii[49,41] := {107, 315} tii[49,42] := {301} tii[49,43] := {194, 250} tii[49,44] := {156, 326} tii[49,45] := {251} tii[49,46] := {310} tii[49,47] := {220} tii[49,48] := {83, 302} tii[49,49] := {297} tii[49,50] := {252} tii[49,51] := {89, 270} tii[49,52] := {204, 316} tii[49,53] := {148, 323} tii[49,54] := {133, 295} tii[49,55] := {281} tii[49,56] := {196, 330} tii[49,57] := {122, 314} tii[49,58] := {236, 324} tii[49,59] := {165, 303} tii[49,60] := {189, 329} tii[49,61] := {206, 318} tii[49,62] := {229, 333} tii[49,63] := {223, 332} tii[49,64] := {257, 334} tii[49,65] := {61} tii[49,66] := {48} tii[49,67] := {13, 108} tii[49,68] := {32, 157} tii[49,69] := {81} tii[49,70] := {119} tii[49,71] := {123} tii[49,72] := {49} tii[49,73] := {282} tii[49,74] := {65} tii[49,75] := {237} tii[49,76] := {17} tii[49,77] := {127, 190} tii[49,78] := {18, 135} tii[49,79] := {5, 41} tii[49,80] := {172, 230} tii[49,81] := {42, 181} tii[49,82] := {160} tii[49,83] := {101} tii[49,84] := {298} tii[49,85] := {82} tii[49,86] := {199} tii[49,87] := {67} tii[49,88] := {203} tii[49,89] := {233} tii[49,90] := {11, 173} tii[49,91] := {284} tii[49,92] := {88, 147} tii[49,93] := {36, 98} tii[49,94] := {265} tii[49,95] := {30, 216} tii[49,96] := {132, 195} tii[49,97] := {121} tii[49,98] := {235} tii[49,99] := {164} tii[49,100] := {19, 209} tii[49,101] := {50, 188} tii[49,102] := {205} tii[49,103] := {43, 247} tii[49,104] := {94, 228} tii[49,105] := {7, 176} tii[49,106] := {86, 222} tii[49,107] := {73, 272} tii[49,108] := {130, 256} tii[49,109] := {120} tii[49,110] := {103} tii[49,111] := {84} tii[49,112] := {52} tii[49,113] := {53, 175} tii[49,114] := {22, 76} tii[49,115] := {77, 218} tii[49,116] := {198} tii[49,117] := {143} tii[49,118] := {232} tii[49,119] := {312} tii[49,120] := {124} tii[49,121] := {102} tii[49,122] := {262} tii[49,123] := {300} tii[49,124] := {90} tii[49,125] := {109} tii[49,126] := {225} tii[49,127] := {16, 211} tii[49,128] := {105, 174} tii[49,129] := {286} tii[49,130] := {70, 139} tii[49,131] := {57, 116} tii[49,132] := {40, 249} tii[49,133] := {154, 217} tii[49,134] := {200} tii[49,135] := {142} tii[49,136] := {234} tii[49,137] := {285} tii[49,138] := {128} tii[49,139] := {34, 242} tii[49,140] := {253} tii[49,141] := {186} tii[49,142] := {66, 210} tii[49,143] := {266} tii[49,144] := {92, 158} tii[49,145] := {62, 274} tii[49,146] := {14, 213} tii[49,147] := {115, 248} tii[49,148] := {226} tii[49,149] := {202} tii[49,150] := {104, 241} tii[49,151] := {129, 192} tii[49,152] := {96, 292} tii[49,153] := {239} tii[49,154] := {153, 273} tii[49,155] := {185} tii[49,156] := {12, 244} tii[49,157] := {149} tii[49,158] := {111, 182} tii[49,159] := {31, 276} tii[49,160] := {184} tii[49,161] := {221} tii[49,162] := {278} tii[49,163] := {110} tii[49,164] := {20, 269} tii[49,165] := {51, 243} tii[49,166] := {255} tii[49,167] := {71, 140} tii[49,168] := {44, 294} tii[49,169] := {8, 245} tii[49,170] := {95, 275} tii[49,171] := {187} tii[49,172] := {87, 268} tii[49,173] := {112, 179} tii[49,174] := {74, 306} tii[49,175] := {227} tii[49,176] := {131, 293} tii[49,177] := {56, 289} tii[49,178] := {80, 308} tii[49,179] := {26, 271} tii[49,180] := {126, 288} tii[49,181] := {60, 246} tii[49,182] := {114, 317} tii[49,183] := {171, 307} tii[49,184] := {151, 325} tii[49,185] := {33} tii[49,186] := {10} tii[49,187] := {0, 29} tii[49,188] := {21} tii[49,189] := {9, 45} tii[49,190] := {3, 75} tii[49,191] := {85} tii[49,192] := {54} tii[49,193] := {24, 78} tii[49,194] := {162} tii[49,195] := {201} tii[49,196] := {91} tii[49,197] := {35} tii[49,198] := {263} tii[49,199] := {238} tii[49,200] := {15, 63} tii[49,201] := {58, 117} tii[49,202] := {166} tii[49,203] := {93, 152} tii[49,204] := {6, 97} tii[49,205] := {207} tii[49,206] := {55} tii[49,207] := {25, 79} tii[49,208] := {125} tii[49,209] := {1, 136} tii[49,210] := {59, 113} tii[49,211] := {170} tii[49,212] := {27, 150} tii[49,213] := {68} tii[49,214] := {37, 99} tii[49,215] := {23, 138} tii[49,216] := {69} tii[49,217] := {38, 100} tii[49,218] := {145} tii[49,219] := {4, 178} tii[49,220] := {72, 137} tii[49,221] := {193} tii[49,222] := {39, 177} tii[49,223] := {2, 215} tii[49,224] := {28, 214} cell#11 , |C| = 336 special orbit = [9, 5, 3] special rep = [[4, 1], [3]] , dim = 224 cell rep = phi[[4, 1],[3]]+phi[[2, 1],[5]] TII depth = 4 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[49,1] := {331} tii[49,2] := {320} tii[49,3] := {261, 328} tii[49,4] := {280, 335} tii[49,5] := {118} tii[49,6] := {141} tii[49,7] := {311} tii[49,8] := {260} tii[49,9] := {46, 240} tii[49,10] := {168, 279} tii[49,11] := {106, 290} tii[49,12] := {155, 309} tii[49,13] := {159} tii[49,14] := {161} tii[49,15] := {321} tii[49,16] := {183} tii[49,17] := {163} tii[49,18] := {299} tii[49,19] := {64, 267} tii[49,20] := {277} tii[49,21] := {264} tii[49,22] := {167, 224} tii[49,23] := {191, 291} tii[49,24] := {134, 304} tii[49,25] := {208, 258} tii[49,26] := {180, 319} tii[49,27] := {197} tii[49,28] := {327} tii[49,29] := {231} tii[49,30] := {219} tii[49,31] := {144} tii[49,32] := {296} tii[49,33] := {47, 287} tii[49,34] := {322} tii[49,35] := {259} tii[49,36] := {254} tii[49,37] := {169, 305} tii[49,38] := {313} tii[49,39] := {283} tii[49,40] := {146, 212} tii[49,41] := {107, 315} tii[49,42] := {301} tii[49,43] := {194, 250} tii[49,44] := {156, 326} tii[49,45] := {251} tii[49,46] := {310} tii[49,47] := {220} tii[49,48] := {83, 302} tii[49,49] := {297} tii[49,50] := {252} tii[49,51] := {89, 270} tii[49,52] := {204, 316} tii[49,53] := {148, 323} tii[49,54] := {133, 295} tii[49,55] := {281} tii[49,56] := {196, 330} tii[49,57] := {122, 314} tii[49,58] := {236, 324} tii[49,59] := {165, 303} tii[49,60] := {189, 329} tii[49,61] := {206, 318} tii[49,62] := {229, 333} tii[49,63] := {223, 332} tii[49,64] := {257, 334} tii[49,65] := {61} tii[49,66] := {48} tii[49,67] := {13, 108} tii[49,68] := {32, 157} tii[49,69] := {81} tii[49,70] := {119} tii[49,71] := {123} tii[49,72] := {49} tii[49,73] := {282} tii[49,74] := {65} tii[49,75] := {237} tii[49,76] := {17} tii[49,77] := {127, 190} tii[49,78] := {18, 135} tii[49,79] := {5, 41} tii[49,80] := {172, 230} tii[49,81] := {42, 181} tii[49,82] := {160} tii[49,83] := {101} tii[49,84] := {298} tii[49,85] := {82} tii[49,86] := {199} tii[49,87] := {67} tii[49,88] := {203} tii[49,89] := {233} tii[49,90] := {11, 173} tii[49,91] := {284} tii[49,92] := {88, 147} tii[49,93] := {36, 98} tii[49,94] := {265} tii[49,95] := {30, 216} tii[49,96] := {132, 195} tii[49,97] := {121} tii[49,98] := {235} tii[49,99] := {164} tii[49,100] := {19, 209} tii[49,101] := {50, 188} tii[49,102] := {205} tii[49,103] := {43, 247} tii[49,104] := {94, 228} tii[49,105] := {7, 176} tii[49,106] := {86, 222} tii[49,107] := {73, 272} tii[49,108] := {130, 256} tii[49,109] := {120} tii[49,110] := {103} tii[49,111] := {84} tii[49,112] := {52} tii[49,113] := {53, 175} tii[49,114] := {22, 76} tii[49,115] := {77, 218} tii[49,116] := {198} tii[49,117] := {143} tii[49,118] := {232} tii[49,119] := {312} tii[49,120] := {124} tii[49,121] := {102} tii[49,122] := {262} tii[49,123] := {300} tii[49,124] := {90} tii[49,125] := {109} tii[49,126] := {225} tii[49,127] := {16, 211} tii[49,128] := {105, 174} tii[49,129] := {286} tii[49,130] := {70, 139} tii[49,131] := {57, 116} tii[49,132] := {40, 249} tii[49,133] := {154, 217} tii[49,134] := {200} tii[49,135] := {142} tii[49,136] := {234} tii[49,137] := {285} tii[49,138] := {128} tii[49,139] := {34, 242} tii[49,140] := {253} tii[49,141] := {186} tii[49,142] := {66, 210} tii[49,143] := {266} tii[49,144] := {92, 158} tii[49,145] := {62, 274} tii[49,146] := {14, 213} tii[49,147] := {115, 248} tii[49,148] := {226} tii[49,149] := {202} tii[49,150] := {104, 241} tii[49,151] := {129, 192} tii[49,152] := {96, 292} tii[49,153] := {239} tii[49,154] := {153, 273} tii[49,155] := {185} tii[49,156] := {12, 244} tii[49,157] := {149} tii[49,158] := {111, 182} tii[49,159] := {31, 276} tii[49,160] := {184} tii[49,161] := {221} tii[49,162] := {278} tii[49,163] := {110} tii[49,164] := {20, 269} tii[49,165] := {51, 243} tii[49,166] := {255} tii[49,167] := {71, 140} tii[49,168] := {44, 294} tii[49,169] := {8, 245} tii[49,170] := {95, 275} tii[49,171] := {187} tii[49,172] := {87, 268} tii[49,173] := {112, 179} tii[49,174] := {74, 306} tii[49,175] := {227} tii[49,176] := {131, 293} tii[49,177] := {56, 289} tii[49,178] := {80, 308} tii[49,179] := {26, 271} tii[49,180] := {126, 288} tii[49,181] := {60, 246} tii[49,182] := {114, 317} tii[49,183] := {171, 307} tii[49,184] := {151, 325} tii[49,185] := {33} tii[49,186] := {10} tii[49,187] := {0, 29} tii[49,188] := {21} tii[49,189] := {9, 45} tii[49,190] := {3, 75} tii[49,191] := {85} tii[49,192] := {54} tii[49,193] := {24, 78} tii[49,194] := {162} tii[49,195] := {201} tii[49,196] := {91} tii[49,197] := {35} tii[49,198] := {263} tii[49,199] := {238} tii[49,200] := {15, 63} tii[49,201] := {58, 117} tii[49,202] := {166} tii[49,203] := {93, 152} tii[49,204] := {6, 97} tii[49,205] := {207} tii[49,206] := {55} tii[49,207] := {25, 79} tii[49,208] := {125} tii[49,209] := {1, 136} tii[49,210] := {59, 113} tii[49,211] := {170} tii[49,212] := {27, 150} tii[49,213] := {68} tii[49,214] := {37, 99} tii[49,215] := {23, 138} tii[49,216] := {69} tii[49,217] := {38, 100} tii[49,218] := {145} tii[49,219] := {4, 178} tii[49,220] := {72, 137} tii[49,221] := {193} tii[49,222] := {39, 177} tii[49,223] := {2, 215} tii[49,224] := {28, 214} cell#12 , |C| = 210 special orbit = [7, 7, 3] special rep = [[3, 1], [4]] , dim = 210 cell rep = phi[[3, 1],[4]] TII depth = 6 TII multiplicity polynomial = 210*X TII subcells: tii[41,1] := {175} tii[41,2] := {203} tii[41,3] := {209} tii[41,4] := {85} tii[41,5] := {123} tii[41,6] := {148} tii[41,7] := {174} tii[41,8] := {179} tii[41,9] := {192} tii[41,10] := {107} tii[41,11] := {100} tii[41,12] := {163} tii[41,13] := {130} tii[41,14] := {79} tii[41,15] := {180} tii[41,16] := {144} tii[41,17] := {187} tii[41,18] := {162} tii[41,19] := {198} tii[41,20] := {128} tii[41,21] := {87} tii[41,22] := {149} tii[41,23] := {176} tii[41,24] := {115} tii[41,25] := {188} tii[41,26] := {134} tii[41,27] := {40} tii[41,28] := {194} tii[41,29] := {160} tii[41,30] := {70} tii[41,31] := {202} tii[41,32] := {147} tii[41,33] := {164} tii[41,34] := {129} tii[41,35] := {185} tii[41,36] := {154} tii[41,37] := {110} tii[41,38] := {167} tii[41,39] := {195} tii[41,40] := {199} tii[41,41] := {139} tii[41,42] := {184} tii[41,43] := {205} tii[41,44] := {193} tii[41,45] := {200} tii[41,46] := {186} tii[41,47] := {204} tii[41,48] := {197} tii[41,49] := {207} tii[41,50] := {206} tii[41,51] := {208} tii[41,52] := {26} tii[41,53] := {78} tii[41,54] := {106} tii[41,55] := {75} tii[41,56] := {39} tii[41,57] := {60} tii[41,58] := {11} tii[41,59] := {125} tii[41,60] := {91} tii[41,61] := {33} tii[41,62] := {146} tii[41,63] := {122} tii[41,64] := {61} tii[41,65] := {49} tii[41,66] := {41} tii[41,67] := {80} tii[41,68] := {111} tii[41,69] := {101} tii[41,70] := {12} tii[41,71] := {71} tii[41,72] := {23} tii[41,73] := {127} tii[41,74] := {140} tii[41,75] := {34} tii[41,76] := {76} tii[41,77] := {102} tii[41,78] := {52} tii[41,79] := {131} tii[41,80] := {124} tii[41,81] := {82} tii[41,82] := {157} tii[41,83] := {145} tii[41,84] := {116} tii[41,85] := {143} tii[41,86] := {169} tii[41,87] := {161} tii[41,88] := {63} tii[41,89] := {27} tii[41,90] := {113} tii[41,91] := {56} tii[41,92] := {142} tii[41,93] := {86} tii[41,94] := {62} tii[41,95] := {64} tii[41,96] := {50} tii[41,97] := {92} tii[41,98] := {133} tii[41,99] := {112} tii[41,100] := {20} tii[41,101] := {47} tii[41,102] := {98} tii[41,103] := {83} tii[41,104] := {159} tii[41,105] := {141} tii[41,106] := {45} tii[41,107] := {88} tii[41,108] := {77} tii[41,109] := {151} tii[41,110] := {114} tii[41,111] := {66} tii[41,112] := {10} tii[41,113] := {132} tii[41,114] := {105} tii[41,115] := {59} tii[41,116] := {32} tii[41,117] := {171} tii[41,118] := {158} tii[41,119] := {96} tii[41,120] := {136} tii[41,121] := {30} tii[41,122] := {150} tii[41,123] := {126} tii[41,124] := {181} tii[41,125] := {54} tii[41,126] := {170} tii[41,127] := {108} tii[41,128] := {89} tii[41,129] := {153} tii[41,130] := {121} tii[41,131] := {74} tii[41,132] := {173} tii[41,133] := {109} tii[41,134] := {90} tii[41,135] := {135} tii[41,136] := {65} tii[41,137] := {166} tii[41,138] := {152} tii[41,139] := {120} tii[41,140] := {99} tii[41,141] := {48} tii[41,142] := {183} tii[41,143] := {155} tii[41,144] := {172} tii[41,145] := {67} tii[41,146] := {165} tii[41,147] := {119} tii[41,148] := {22} tii[41,149] := {189} tii[41,150] := {97} tii[41,151] := {182} tii[41,152] := {178} tii[41,153] := {191} tii[41,154] := {168} tii[41,155] := {177} tii[41,156] := {156} tii[41,157] := {196} tii[41,158] := {190} tii[41,159] := {201} tii[41,160] := {6} tii[41,161] := {18} tii[41,162] := {13} tii[41,163] := {35} tii[41,164] := {5} tii[41,165] := {53} tii[41,166] := {28} tii[41,167] := {57} tii[41,168] := {51} tii[41,169] := {21} tii[41,170] := {7} tii[41,171] := {84} tii[41,172] := {19} tii[41,173] := {46} tii[41,174] := {9} tii[41,175] := {37} tii[41,176] := {17} tii[41,177] := {3} tii[41,178] := {104} tii[41,179] := {68} tii[41,180] := {38} tii[41,181] := {29} tii[41,182] := {58} tii[41,183] := {16} tii[41,184] := {31} tii[41,185] := {81} tii[41,186] := {93} tii[41,187] := {55} tii[41,188] := {4} tii[41,189] := {103} tii[41,190] := {42} tii[41,191] := {72} tii[41,192] := {24} tii[41,193] := {14} tii[41,194] := {95} tii[41,195] := {43} tii[41,196] := {73} tii[41,197] := {25} tii[41,198] := {44} tii[41,199] := {36} tii[41,200] := {118} tii[41,201] := {94} tii[41,202] := {8} tii[41,203] := {69} tii[41,204] := {2} tii[41,205] := {117} tii[41,206] := {138} tii[41,207] := {137} tii[41,208] := {0} tii[41,209] := {15} tii[41,210] := {1} cell#13 , |C| = 420 special orbit = [7, 5, 5] special rep = [[3, 2], [3]] , dim = 280 cell rep = phi[[3, 2],[3]]+phi[[2, 2],[4]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[39,1] := {417} tii[39,2] := {418, 419} tii[39,3] := {236} tii[39,4] := {289, 290} tii[39,5] := {384} tii[39,6] := {378, 379} tii[39,7] := {71} tii[39,8] := {275} tii[39,9] := {239} tii[39,10] := {169, 170} tii[39,11] := {399} tii[39,12] := {323, 324} tii[39,13] := {346} tii[39,14] := {393, 394} tii[39,15] := {257, 258} tii[39,16] := {309, 310} tii[39,17] := {151} tii[39,18] := {311} tii[39,19] := {251, 252} tii[39,20] := {313} tii[39,21] := {237} tii[39,22] := {408} tii[39,23] := {350, 351} tii[39,24] := {387} tii[39,25] := {404, 405} tii[39,26] := {316} tii[39,27] := {329, 330} tii[39,28] := {349} tii[39,29] := {364, 365} tii[39,30] := {341} tii[39,31] := {414} tii[39,32] := {321, 322} tii[39,33] := {372, 373} tii[39,34] := {366} tii[39,35] := {410, 411} tii[39,36] := {409} tii[39,37] := {385} tii[39,38] := {376, 377} tii[39,39] := {401} tii[39,40] := {397, 398} tii[39,41] := {389, 390} tii[39,42] := {415, 416} tii[39,43] := {402, 403} tii[39,44] := {412, 413} tii[39,45] := {124} tii[39,46] := {161, 162} tii[39,47] := {39} tii[39,48] := {125, 126} tii[39,49] := {5} tii[39,50] := {196} tii[39,51] := {154} tii[39,52] := {80} tii[39,53] := {179, 180} tii[39,54] := {317} tii[39,55] := {218, 219} tii[39,56] := {31, 32} tii[39,57] := {273, 274} tii[39,58] := {69, 70} tii[39,59] := {72} tii[39,60] := {197} tii[39,61] := {152} tii[39,62] := {167, 168} tii[39,63] := {238} tii[39,64] := {41} tii[39,65] := {91, 92} tii[39,66] := {220, 221} tii[39,67] := {345} tii[39,68] := {158} tii[39,69] := {75} tii[39,70] := {242} tii[39,71] := {255, 256} tii[39,72] := {145, 146} tii[39,73] := {119} tii[39,74] := {285} tii[39,75] := {307, 308} tii[39,76] := {208, 209} tii[39,77] := {276} tii[39,78] := {259, 260} tii[39,79] := {171, 172} tii[39,80] := {368} tii[39,81] := {314} tii[39,82] := {293, 294} tii[39,83] := {228, 229} tii[39,84] := {347} tii[39,85] := {337, 338} tii[39,86] := {325, 326} tii[39,87] := {360, 361} tii[39,88] := {16} tii[39,89] := {198} tii[39,90] := {116} tii[39,91] := {222, 223} tii[39,92] := {57, 58} tii[39,93] := {105, 106} tii[39,94] := {109} tii[39,95] := {40} tii[39,96] := {240} tii[39,97] := {73} tii[39,98] := {277} tii[39,99] := {195} tii[39,100] := {210, 211} tii[39,101] := {28} tii[39,102] := {160} tii[39,103] := {281} tii[39,104] := {203} tii[39,105] := {114} tii[39,106] := {95, 96} tii[39,107] := {369} tii[39,108] := {135, 136} tii[39,109] := {295, 296} tii[39,110] := {261, 262} tii[39,111] := {48, 49} tii[39,112] := {320} tii[39,113] := {166} tii[39,114] := {149, 150} tii[39,115] := {193, 194} tii[39,116] := {339, 340} tii[39,117] := {153} tii[39,118] := {312} tii[39,119] := {249, 250} tii[39,120] := {202} tii[39,121] := {113} tii[39,122] := {133, 134} tii[39,123] := {386} tii[39,124] := {343} tii[39,125] := {297, 298} tii[39,126] := {243} tii[39,127] := {327, 328} tii[39,128] := {212, 213} tii[39,129] := {165} tii[39,130] := {191, 192} tii[39,131] := {370} tii[39,132] := {97, 98} tii[39,133] := {286} tii[39,134] := {267, 268} tii[39,135] := {362, 363} tii[39,136] := {280} tii[39,137] := {352, 353} tii[39,138] := {226, 227} tii[39,139] := {319} tii[39,140] := {380, 381} tii[39,141] := {110} tii[39,142] := {278} tii[39,143] := {299, 300} tii[39,144] := {177, 178} tii[39,145] := {156} tii[39,146] := {245} tii[39,147] := {234, 235} tii[39,148] := {207} tii[39,149] := {287, 288} tii[39,150] := {342} tii[39,151] := {216, 217} tii[39,152] := {331, 332} tii[39,153] := {367} tii[39,154] := {400} tii[39,155] := {199} tii[39,156] := {282} tii[39,157] := {253, 254} tii[39,158] := {354, 355} tii[39,159] := {388} tii[39,160] := {271, 272} tii[39,161] := {305, 306} tii[39,162] := {181, 182} tii[39,163] := {247} tii[39,164] := {382, 383} tii[39,165] := {344} tii[39,166] := {374, 375} tii[39,167] := {283} tii[39,168] := {303, 304} tii[39,169] := {395, 396} tii[39,170] := {371} tii[39,171] := {356, 357} tii[39,172] := {291, 292} tii[39,173] := {335, 336} tii[39,174] := {391, 392} tii[39,175] := {358, 359} tii[39,176] := {406, 407} tii[39,177] := {2} tii[39,178] := {53} tii[39,179] := {20, 21} tii[39,180] := {51, 52} tii[39,181] := {12} tii[39,182] := {86} tii[39,183] := {29} tii[39,184] := {46, 47} tii[39,185] := {54} tii[39,186] := {84, 85} tii[39,187] := {78, 79} tii[39,188] := {122, 123} tii[39,189] := {17} tii[39,190] := {11} tii[39,191] := {117} tii[39,192] := {59, 60} tii[39,193] := {24, 25} tii[39,194] := {107, 108} tii[39,195] := {111} tii[39,196] := {18} tii[39,197] := {89, 90} tii[39,198] := {157} tii[39,199] := {43} tii[39,200] := {115} tii[39,201] := {1} tii[39,202] := {55, 56} tii[39,203] := {74} tii[39,204] := {200} tii[39,205] := {81} tii[39,206] := {143, 144} tii[39,207] := {61, 62} tii[39,208] := {103, 104} tii[39,209] := {6, 7} tii[39,210] := {118} tii[39,211] := {248} tii[39,212] := {19} tii[39,213] := {87, 88} tii[39,214] := {241} tii[39,215] := {183, 184} tii[39,216] := {14, 15} tii[39,217] := {141, 142} tii[39,218] := {284} tii[39,219] := {50} tii[39,220] := {131, 132} tii[39,221] := {201} tii[39,222] := {112} tii[39,223] := {189, 190} tii[39,224] := {99, 100} tii[39,225] := {164} tii[39,226] := {127, 128} tii[39,227] := {279} tii[39,228] := {65, 66} tii[39,229] := {224, 225} tii[39,230] := {185, 186} tii[39,231] := {318} tii[39,232] := {204} tii[39,233] := {263, 264} tii[39,234] := {42} tii[39,235] := {10} tii[39,236] := {76} tii[39,237] := {159} tii[39,238] := {93, 94} tii[39,239] := {22, 23} tii[39,240] := {120} tii[39,241] := {147, 148} tii[39,242] := {44} tii[39,243] := {129, 130} tii[39,244] := {33, 34} tii[39,245] := {187, 188} tii[39,246] := {82} tii[39,247] := {175, 176} tii[39,248] := {155} tii[39,249] := {244} tii[39,250] := {206} tii[39,251] := {232, 233} tii[39,252] := {137, 138} tii[39,253] := {315} tii[39,254] := {77} tii[39,255] := {173, 174} tii[39,256] := {246} tii[39,257] := {63, 64} tii[39,258] := {265, 266} tii[39,259] := {121} tii[39,260] := {348} tii[39,261] := {230, 231} tii[39,262] := {101, 102} tii[39,263] := {205} tii[39,264] := {301, 302} tii[39,265] := {214, 215} tii[39,266] := {139, 140} tii[39,267] := {269, 270} tii[39,268] := {333, 334} tii[39,269] := {0} tii[39,270] := {3, 4} tii[39,271] := {13} tii[39,272] := {8, 9} tii[39,273] := {30} tii[39,274] := {26, 27} tii[39,275] := {45} tii[39,276] := {35, 36} tii[39,277] := {83} tii[39,278] := {37, 38} tii[39,279] := {163} tii[39,280] := {67, 68} cell#14 , |C| = 35 special orbit = [13, 1, 1, 1, 1] special rep = [[6], [1, 1]] , dim = 28 cell rep = phi[[6],[1, 1]]+phi[[],[7, 1]] TII depth = 1 TII multiplicity polynomial = 21*X+7*X^2 TII subcells: tii[56,1] := {26} tii[56,2] := {30} tii[56,3] := {27} tii[56,4] := {31} tii[56,5] := {28} tii[56,6] := {32} tii[56,7] := {29, 34} tii[56,8] := {22} tii[56,9] := {19} tii[56,10] := {23} tii[56,11] := {20} tii[56,12] := {24} tii[56,13] := {21, 33} tii[56,14] := {13} tii[56,15] := {16} tii[56,16] := {14} tii[56,17] := {17} tii[56,18] := {15, 25} tii[56,19] := {10} tii[56,20] := {7} tii[56,21] := {11} tii[56,22] := {8, 18} tii[56,23] := {3} tii[56,24] := {5} tii[56,25] := {4, 12} tii[56,26] := {2} tii[56,27] := {1, 6} tii[56,28] := {0, 9} cell#15 , |C| = 35 special orbit = [13, 1, 1, 1, 1] special rep = [[6], [1, 1]] , dim = 28 cell rep = phi[[6],[1, 1]]+phi[[],[7, 1]] TII depth = 1 TII multiplicity polynomial = 21*X+7*X^2 TII subcells: tii[56,1] := {26} tii[56,2] := {30} tii[56,3] := {27} tii[56,4] := {31} tii[56,5] := {28} tii[56,6] := {32} tii[56,7] := {29, 34} tii[56,8] := {22} tii[56,9] := {19} tii[56,10] := {23} tii[56,11] := {20} tii[56,12] := {24} tii[56,13] := {21, 33} tii[56,14] := {13} tii[56,15] := {16} tii[56,16] := {14} tii[56,17] := {17} tii[56,18] := {15, 25} tii[56,19] := {10} tii[56,20] := {7} tii[56,21] := {11} tii[56,22] := {8, 18} tii[56,23] := {3} tii[56,24] := {5} tii[56,25] := {4, 12} tii[56,26] := {2} tii[56,27] := {1, 6} tii[56,28] := {0, 9} cell#16 , |C| = 160 special orbit = [11, 3, 1, 1, 1] special rep = [[5], [2, 1]] , dim = 112 cell rep = phi[[5],[2, 1]]+phi[[1],[6, 1]] TII depth = 3 TII multiplicity polynomial = 64*X+48*X^2 TII subcells: tii[53,1] := {94} tii[53,2] := {112} tii[53,3] := {134} tii[53,4] := {145} tii[53,5] := {154, 155} tii[53,6] := {158, 159} tii[53,7] := {116} tii[53,8] := {85} tii[53,9] := {95} tii[53,10] := {117} tii[53,11] := {57} tii[53,12] := {133} tii[53,13] := {89} tii[53,14] := {58} tii[53,15] := {146, 147} tii[53,16] := {90, 91} tii[53,17] := {156, 157} tii[53,18] := {41} tii[53,19] := {96} tii[53,20] := {7} tii[53,21] := {115} tii[53,22] := {24} tii[53,23] := {8} tii[53,24] := {135, 136} tii[53,25] := {29, 30} tii[53,26] := {152, 153} tii[53,27] := {118} tii[53,28] := {88} tii[53,29] := {99} tii[53,30] := {61} tii[53,31] := {122, 123} tii[53,32] := {92, 93} tii[53,33] := {143, 144} tii[53,34] := {44} tii[53,35] := {10} tii[53,36] := {102, 103} tii[53,37] := {33, 34} tii[53,38] := {130, 131} tii[53,39] := {120, 121} tii[53,40] := {100, 101} tii[53,41] := {141, 142} tii[53,42] := {148, 149} tii[53,43] := {59} tii[53,44] := {37} tii[53,45] := {62} tii[53,46] := {38} tii[53,47] := {73, 74} tii[53,48] := {60} tii[53,49] := {19} tii[53,50] := {83} tii[53,51] := {50} tii[53,52] := {97} tii[53,53] := {20} tii[53,54] := {84} tii[53,55] := {51, 52} tii[53,56] := {104, 105} tii[53,57] := {4} tii[53,58] := {23} tii[53,59] := {119} tii[53,60] := {5} tii[53,61] := {113} tii[53,62] := {25, 26} tii[53,63] := {124, 125} tii[53,64] := {65} tii[53,65] := {21} tii[53,66] := {132} tii[53,67] := {53, 54} tii[53,68] := {137, 138} tii[53,69] := {6} tii[53,70] := {150, 151} tii[53,71] := {27, 28} tii[53,72] := {67, 68} tii[53,73] := {39} tii[53,74] := {63} tii[53,75] := {40} tii[53,76] := {75, 76} tii[53,77] := {0} tii[53,78] := {98} tii[53,79] := {12} tii[53,80] := {86} tii[53,81] := {1} tii[53,82] := {106, 107} tii[53,83] := {13, 14} tii[53,84] := {45} tii[53,85] := {11} tii[53,86] := {114} tii[53,87] := {35, 36} tii[53,88] := {126, 127} tii[53,89] := {3} tii[53,90] := {139, 140} tii[53,91] := {17, 18} tii[53,92] := {48, 49} tii[53,93] := {64} tii[53,94] := {42} tii[53,95] := {77, 78} tii[53,96] := {66} tii[53,97] := {87} tii[53,98] := {22} tii[53,99] := {55, 56} tii[53,100] := {108, 109} tii[53,101] := {9} tii[53,102] := {128, 129} tii[53,103] := {31, 32} tii[53,104] := {69, 70} tii[53,105] := {43} tii[53,106] := {79, 80} tii[53,107] := {2} tii[53,108] := {110, 111} tii[53,109] := {15, 16} tii[53,110] := {46, 47} tii[53,111] := {81, 82} tii[53,112] := {71, 72} cell#17 , |C| = 160 special orbit = [11, 3, 1, 1, 1] special rep = [[5], [2, 1]] , dim = 112 cell rep = phi[[5],[2, 1]]+phi[[1],[6, 1]] TII depth = 3 TII multiplicity polynomial = 64*X+48*X^2 TII subcells: tii[53,1] := {152} tii[53,2] := {108} tii[53,3] := {95} tii[53,4] := {46} tii[53,5] := {37, 98} tii[53,6] := {71, 123} tii[53,7] := {158} tii[53,8] := {92} tii[53,9] := {149} tii[53,10] := {75} tii[53,11] := {154} tii[53,12] := {33} tii[53,13] := {150} tii[53,14] := {155} tii[53,15] := {17, 86} tii[53,16] := {151, 159} tii[53,17] := {58, 103} tii[53,18] := {119} tii[53,19] := {112} tii[53,20] := {137} tii[53,21] := {48} tii[53,22] := {120} tii[53,23] := {140} tii[53,24] := {38, 99} tii[53,25] := {121, 153} tii[53,26] := {72, 125} tii[53,27] := {138} tii[53,28] := {34} tii[53,29] := {106} tii[53,30] := {127} tii[53,31] := {18, 87} tii[53,32] := {107, 147} tii[53,33] := {59, 105} tii[53,34] := {62} tii[53,35] := {84} tii[53,36] := {53, 115} tii[53,37] := {64, 118} tii[53,38] := {89, 132} tii[53,39] := {85, 139} tii[53,40] := {44, 145} tii[53,41] := {116, 146} tii[53,42] := {141, 156} tii[53,43] := {136} tii[53,44] := {113} tii[53,45] := {81} tii[53,46] := {54} tii[53,47] := {26, 73} tii[53,48] := {133} tii[53,49] := {143} tii[53,50] := {76} tii[53,51] := {134} tii[53,52] := {45} tii[53,53] := {144} tii[53,54] := {19} tii[53,55] := {135, 157} tii[53,56] := {3, 40} tii[53,57] := {126} tii[53,58] := {109} tii[53,59] := {66} tii[53,60] := {128} tii[53,61] := {39} tii[53,62] := {110, 148} tii[53,63] := {14, 65} tii[53,64] := {77} tii[53,65] := {96} tii[53,66] := {20} tii[53,67] := {78, 129} tii[53,68] := {4, 41} tii[53,69] := {67} tii[53,70] := {15, 69} tii[53,71] := {47, 100} tii[53,72] := {21, 122} tii[53,73] := {60} tii[53,74] := {32} tii[53,75] := {9} tii[53,76] := {0, 29} tii[53,77] := {111} tii[53,78] := {50} tii[53,79] := {93} tii[53,80] := {24} tii[53,81] := {114} tii[53,82] := {6, 43} tii[53,83] := {94, 142} tii[53,84] := {61} tii[53,85] := {83} tii[53,86] := {10} tii[53,87] := {63, 117} tii[53,88] := {1, 30} tii[53,89] := {51} tii[53,90] := {7, 56} tii[53,91] := {35, 90} tii[53,92] := {12, 102} tii[53,93] := {82} tii[53,94] := {55} tii[53,95] := {27, 74} tii[53,96] := {79} tii[53,97] := {22} tii[53,98] := {97} tii[53,99] := {80, 130} tii[53,100] := {5, 42} tii[53,101] := {68} tii[53,102] := {16, 70} tii[53,103] := {49, 101} tii[53,104] := {23, 124} tii[53,105] := {11} tii[53,106] := {2, 31} tii[53,107] := {52} tii[53,108] := {8, 57} tii[53,109] := {36, 91} tii[53,110] := {13, 104} tii[53,111] := {28, 88} tii[53,112] := {25, 131} cell#18 , |C| = 160 special orbit = [11, 3, 1, 1, 1] special rep = [[5], [2, 1]] , dim = 112 cell rep = phi[[5],[2, 1]]+phi[[1],[6, 1]] TII depth = 3 TII multiplicity polynomial = 64*X+48*X^2 TII subcells: tii[53,1] := {152} tii[53,2] := {108} tii[53,3] := {95} tii[53,4] := {46} tii[53,5] := {37, 98} tii[53,6] := {71, 123} tii[53,7] := {158} tii[53,8] := {92} tii[53,9] := {149} tii[53,10] := {75} tii[53,11] := {154} tii[53,12] := {33} tii[53,13] := {150} tii[53,14] := {155} tii[53,15] := {17, 86} tii[53,16] := {151, 159} tii[53,17] := {58, 103} tii[53,18] := {119} tii[53,19] := {112} tii[53,20] := {137} tii[53,21] := {48} tii[53,22] := {120} tii[53,23] := {140} tii[53,24] := {38, 99} tii[53,25] := {121, 153} tii[53,26] := {72, 125} tii[53,27] := {138} tii[53,28] := {34} tii[53,29] := {106} tii[53,30] := {127} tii[53,31] := {18, 87} tii[53,32] := {107, 147} tii[53,33] := {59, 105} tii[53,34] := {62} tii[53,35] := {84} tii[53,36] := {53, 115} tii[53,37] := {64, 118} tii[53,38] := {89, 132} tii[53,39] := {85, 139} tii[53,40] := {44, 145} tii[53,41] := {116, 146} tii[53,42] := {141, 156} tii[53,43] := {136} tii[53,44] := {113} tii[53,45] := {81} tii[53,46] := {54} tii[53,47] := {26, 73} tii[53,48] := {133} tii[53,49] := {143} tii[53,50] := {76} tii[53,51] := {134} tii[53,52] := {45} tii[53,53] := {144} tii[53,54] := {19} tii[53,55] := {135, 157} tii[53,56] := {3, 40} tii[53,57] := {126} tii[53,58] := {109} tii[53,59] := {66} tii[53,60] := {128} tii[53,61] := {39} tii[53,62] := {110, 148} tii[53,63] := {14, 65} tii[53,64] := {77} tii[53,65] := {96} tii[53,66] := {20} tii[53,67] := {78, 129} tii[53,68] := {4, 41} tii[53,69] := {67} tii[53,70] := {15, 69} tii[53,71] := {47, 100} tii[53,72] := {21, 122} tii[53,73] := {60} tii[53,74] := {32} tii[53,75] := {9} tii[53,76] := {0, 29} tii[53,77] := {111} tii[53,78] := {50} tii[53,79] := {93} tii[53,80] := {24} tii[53,81] := {114} tii[53,82] := {6, 43} tii[53,83] := {94, 142} tii[53,84] := {61} tii[53,85] := {83} tii[53,86] := {10} tii[53,87] := {63, 117} tii[53,88] := {1, 30} tii[53,89] := {51} tii[53,90] := {7, 56} tii[53,91] := {35, 90} tii[53,92] := {12, 102} tii[53,93] := {82} tii[53,94] := {55} tii[53,95] := {27, 74} tii[53,96] := {79} tii[53,97] := {22} tii[53,98] := {97} tii[53,99] := {80, 130} tii[53,100] := {5, 42} tii[53,101] := {68} tii[53,102] := {16, 70} tii[53,103] := {49, 101} tii[53,104] := {23, 124} tii[53,105] := {11} tii[53,106] := {2, 31} tii[53,107] := {52} tii[53,108] := {8, 57} tii[53,109] := {36, 91} tii[53,110] := {13, 104} tii[53,111] := {28, 88} tii[53,112] := {25, 131} cell#19 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {253} tii[48,2] := {84} tii[48,3] := {247, 248} tii[48,4] := {309, 310} tii[48,5] := {326, 327} tii[48,6] := {287} tii[48,7] := {204} tii[48,8] := {55} tii[48,9] := {240} tii[48,10] := {208, 209} tii[48,11] := {293, 294} tii[48,12] := {295, 296} tii[48,13] := {322, 323} tii[48,14] := {324, 325} tii[48,15] := {311} tii[48,16] := {121} tii[48,17] := {288} tii[48,18] := {134} tii[48,19] := {259, 260} tii[48,20] := {258} tii[48,21] := {202} tii[48,22] := {241, 242} tii[48,23] := {314, 315} tii[48,24] := {249, 250} tii[48,25] := {283, 284} tii[48,26] := {334, 335} tii[48,27] := {186} tii[48,28] := {289, 290} tii[48,29] := {122} tii[48,30] := {53} tii[48,31] := {218, 219} tii[48,32] := {328, 329} tii[48,33] := {104, 105} tii[48,34] := {277, 278} tii[48,35] := {340, 341} tii[48,36] := {312, 313} tii[48,37] := {291, 292} tii[48,38] := {338, 339} tii[48,39] := {320, 321} tii[48,40] := {256, 257} tii[48,41] := {344, 345} tii[48,42] := {342, 343} tii[48,43] := {336, 337} tii[48,44] := {346, 347} tii[48,45] := {348, 349} tii[48,46] := {145} tii[48,47] := {56} tii[48,48] := {160, 161} tii[48,49] := {236, 237} tii[48,50] := {203} tii[48,51] := {144} tii[48,52] := {187} tii[48,53] := {146} tii[48,54] := {16} tii[48,55] := {118} tii[48,56] := {265, 266} tii[48,57] := {88, 89} tii[48,58] := {168, 169} tii[48,59] := {307, 308} tii[48,60] := {180, 181} tii[48,61] := {205} tii[48,62] := {37} tii[48,63] := {123} tii[48,64] := {148} tii[48,65] := {13} tii[48,66] := {82} tii[48,67] := {135, 136} tii[48,68] := {220, 221} tii[48,69] := {40, 41} tii[48,70] := {137, 138} tii[48,71] := {200, 201} tii[48,72] := {279, 280} tii[48,73] := {58} tii[48,74] := {14} tii[48,75] := {196, 197} tii[48,76] := {156, 157} tii[48,77] := {42, 43} tii[48,78] := {251, 252} tii[48,79] := {232, 233} tii[48,80] := {141, 142} tii[48,81] := {212, 213} tii[48,82] := {285, 286} tii[48,83] := {150, 151} tii[48,84] := {271, 272} tii[48,85] := {297, 298} tii[48,86] := {254} tii[48,87] := {7} tii[48,88] := {206} tii[48,89] := {184} tii[48,90] := {60, 61} tii[48,91] := {222, 223} tii[48,92] := {132, 133} tii[48,93] := {255} tii[48,94] := {17} tii[48,95] := {207} tii[48,96] := {147} tii[48,97] := {77} tii[48,98] := {143} tii[48,99] := {119} tii[48,100] := {5} tii[48,101] := {90, 91} tii[48,102] := {190, 191} tii[48,103] := {198, 199} tii[48,104] := {24, 25} tii[48,105] := {170, 171} tii[48,106] := {182, 183} tii[48,107] := {245, 246} tii[48,108] := {149} tii[48,109] := {33} tii[48,110] := {83} tii[48,111] := {185} tii[48,112] := {154, 155} tii[48,113] := {6} tii[48,114] := {126, 127} tii[48,115] := {139, 140} tii[48,116] := {224, 225} tii[48,117] := {26, 27} tii[48,118] := {230, 231} tii[48,119] := {108, 109} tii[48,120] := {194, 195} tii[48,121] := {50} tii[48,122] := {188, 189} tii[48,123] := {267, 268} tii[48,124] := {269, 270} tii[48,125] := {98, 99} tii[48,126] := {124, 125} tii[48,127] := {243, 244} tii[48,128] := {164, 165} tii[48,129] := {281, 282} tii[48,130] := {57} tii[48,131] := {31} tii[48,132] := {162, 163} tii[48,133] := {70, 71} tii[48,134] := {238, 239} tii[48,135] := {59} tii[48,136] := {15} tii[48,137] := {76} tii[48,138] := {216, 217} tii[48,139] := {158, 159} tii[48,140] := {44, 45} tii[48,141] := {128, 129} tii[48,142] := {275, 276} tii[48,143] := {174, 175} tii[48,144] := {234, 235} tii[48,145] := {4} tii[48,146] := {214, 215} tii[48,147] := {192, 193} tii[48,148] := {301, 302} tii[48,149] := {152, 153} tii[48,150] := {22, 23} tii[48,151] := {273, 274} tii[48,152] := {64, 65} tii[48,153] := {299, 300} tii[48,154] := {263, 264} tii[48,155] := {305, 306} tii[48,156] := {226, 227} tii[48,157] := {261, 262} tii[48,158] := {176, 177} tii[48,159] := {318, 319} tii[48,160] := {303, 304} tii[48,161] := {210, 211} tii[48,162] := {316, 317} tii[48,163] := {166, 167} tii[48,164] := {332, 333} tii[48,165] := {330, 331} tii[48,166] := {85} tii[48,167] := {51} tii[48,168] := {100, 101} tii[48,169] := {30} tii[48,170] := {68, 69} tii[48,171] := {110, 111} tii[48,172] := {86} tii[48,173] := {52} tii[48,174] := {102, 103} tii[48,175] := {87} tii[48,176] := {36} tii[48,177] := {120} tii[48,178] := {2} tii[48,179] := {78, 79} tii[48,180] := {18, 19} tii[48,181] := {172, 173} tii[48,182] := {12} tii[48,183] := {228, 229} tii[48,184] := {46, 47} tii[48,185] := {38, 39} tii[48,186] := {92, 93} tii[48,187] := {54} tii[48,188] := {106, 107} tii[48,189] := {3} tii[48,190] := {80, 81} tii[48,191] := {178, 179} tii[48,192] := {20, 21} tii[48,193] := {62, 63} tii[48,194] := {114, 115} tii[48,195] := {94, 95} tii[48,196] := {0} tii[48,197] := {8, 9} tii[48,198] := {28, 29} tii[48,199] := {32} tii[48,200] := {72, 73} tii[48,201] := {1} tii[48,202] := {48, 49} tii[48,203] := {130, 131} tii[48,204] := {10, 11} tii[48,205] := {34, 35} tii[48,206] := {74, 75} tii[48,207] := {66, 67} tii[48,208] := {112, 113} tii[48,209] := {116, 117} tii[48,210] := {96, 97} cell#20 , |C| = 160 special orbit = [11, 3, 1, 1, 1] special rep = [[5], [2, 1]] , dim = 112 cell rep = phi[[5],[2, 1]]+phi[[1],[6, 1]] TII depth = 3 TII multiplicity polynomial = 64*X+48*X^2 TII subcells: tii[53,1] := {158} tii[53,2] := {157} tii[53,3] := {147} tii[53,4] := {143} tii[53,5] := {116, 155} tii[53,6] := {129, 159} tii[53,7] := {153} tii[53,8] := {151} tii[53,9] := {145} tii[53,10] := {133} tii[53,11] := {132} tii[53,12] := {123} tii[53,13] := {112} tii[53,14] := {89} tii[53,15] := {91, 148} tii[53,16] := {69, 107} tii[53,17] := {109, 156} tii[53,18] := {141} tii[53,19] := {111} tii[53,20] := {122} tii[53,21] := {100} tii[53,22] := {101} tii[53,23] := {78} tii[53,24] := {68, 136} tii[53,25] := {58, 97} tii[53,26] := {84, 150} tii[53,27] := {86} tii[53,28] := {75} tii[53,29] := {65} tii[53,30] := {47} tii[53,31] := {48, 117} tii[53,32] := {32, 62} tii[53,33] := {63, 138} tii[53,34] := {54} tii[53,35] := {36} tii[53,36] := {30, 95} tii[53,37] := {21, 52} tii[53,38] := {43, 119} tii[53,39] := {12, 77} tii[53,40] := {7, 60} tii[53,41] := {27, 106} tii[53,42] := {18, 130} tii[53,43] := {154} tii[53,44] := {146} tii[53,45] := {134} tii[53,46] := {114} tii[53,47] := {92, 127} tii[53,48] := {131} tii[53,49] := {110} tii[53,50] := {152} tii[53,51] := {87} tii[53,52] := {144} tii[53,53] := {66} tii[53,54] := {125} tii[53,55] := {49, 82} tii[53,56] := {104, 139} tii[53,57] := {85} tii[53,58] := {64} tii[53,59] := {135} tii[53,60] := {46} tii[53,61] := {115} tii[53,62] := {31, 61} tii[53,63] := {93, 128} tii[53,64] := {44} tii[53,65] := {28} tii[53,66] := {126} tii[53,67] := {13, 41} tii[53,68] := {105, 140} tii[53,69] := {10} tii[53,70] := {94, 149} tii[53,71] := {5, 25} tii[53,72] := {0, 16} tii[53,73] := {142} tii[53,74] := {124} tii[53,75] := {102} tii[53,76] := {80, 120} tii[53,77] := {99} tii[53,78] := {113} tii[53,79] := {76} tii[53,80] := {90} tii[53,81] := {56} tii[53,82] := {70, 108} tii[53,83] := {38, 73} tii[53,84] := {55} tii[53,85] := {37} tii[53,86] := {103} tii[53,87] := {22, 53} tii[53,88] := {81, 121} tii[53,89] := {19} tii[53,90] := {71, 137} tii[53,91] := {8, 34} tii[53,92] := {3, 23} tii[53,93] := {88} tii[53,94] := {67} tii[53,95] := {50, 83} tii[53,96] := {45} tii[53,97] := {79} tii[53,98] := {29} tii[53,99] := {14, 42} tii[53,100] := {59, 98} tii[53,101] := {11} tii[53,102] := {51, 118} tii[53,103] := {6, 26} tii[53,104] := {1, 17} tii[53,105] := {57} tii[53,106] := {39, 74} tii[53,107] := {20} tii[53,108] := {33, 96} tii[53,109] := {9, 35} tii[53,110] := {4, 24} tii[53,111] := {15, 72} tii[53,112] := {2, 40} cell#21 , |C| = 160 special orbit = [11, 3, 1, 1, 1] special rep = [[5], [2, 1]] , dim = 112 cell rep = phi[[5],[2, 1]]+phi[[1],[6, 1]] TII depth = 3 TII multiplicity polynomial = 64*X+48*X^2 TII subcells: tii[53,1] := {158} tii[53,2] := {157} tii[53,3] := {147} tii[53,4] := {143} tii[53,5] := {116, 155} tii[53,6] := {129, 159} tii[53,7] := {153} tii[53,8] := {151} tii[53,9] := {145} tii[53,10] := {133} tii[53,11] := {132} tii[53,12] := {123} tii[53,13] := {112} tii[53,14] := {89} tii[53,15] := {91, 148} tii[53,16] := {69, 107} tii[53,17] := {109, 156} tii[53,18] := {141} tii[53,19] := {111} tii[53,20] := {122} tii[53,21] := {100} tii[53,22] := {101} tii[53,23] := {78} tii[53,24] := {68, 136} tii[53,25] := {58, 97} tii[53,26] := {84, 150} tii[53,27] := {86} tii[53,28] := {75} tii[53,29] := {65} tii[53,30] := {47} tii[53,31] := {48, 117} tii[53,32] := {32, 62} tii[53,33] := {63, 138} tii[53,34] := {54} tii[53,35] := {36} tii[53,36] := {30, 95} tii[53,37] := {21, 52} tii[53,38] := {43, 119} tii[53,39] := {12, 77} tii[53,40] := {7, 60} tii[53,41] := {27, 106} tii[53,42] := {18, 130} tii[53,43] := {154} tii[53,44] := {146} tii[53,45] := {134} tii[53,46] := {114} tii[53,47] := {92, 127} tii[53,48] := {131} tii[53,49] := {110} tii[53,50] := {152} tii[53,51] := {87} tii[53,52] := {144} tii[53,53] := {66} tii[53,54] := {125} tii[53,55] := {49, 82} tii[53,56] := {104, 139} tii[53,57] := {85} tii[53,58] := {64} tii[53,59] := {135} tii[53,60] := {46} tii[53,61] := {115} tii[53,62] := {31, 61} tii[53,63] := {93, 128} tii[53,64] := {44} tii[53,65] := {28} tii[53,66] := {126} tii[53,67] := {13, 41} tii[53,68] := {105, 140} tii[53,69] := {10} tii[53,70] := {94, 149} tii[53,71] := {5, 25} tii[53,72] := {0, 16} tii[53,73] := {142} tii[53,74] := {124} tii[53,75] := {102} tii[53,76] := {80, 120} tii[53,77] := {99} tii[53,78] := {113} tii[53,79] := {76} tii[53,80] := {90} tii[53,81] := {56} tii[53,82] := {70, 108} tii[53,83] := {38, 73} tii[53,84] := {55} tii[53,85] := {37} tii[53,86] := {103} tii[53,87] := {22, 53} tii[53,88] := {81, 121} tii[53,89] := {19} tii[53,90] := {71, 137} tii[53,91] := {8, 34} tii[53,92] := {3, 23} tii[53,93] := {88} tii[53,94] := {67} tii[53,95] := {50, 83} tii[53,96] := {45} tii[53,97] := {79} tii[53,98] := {29} tii[53,99] := {14, 42} tii[53,100] := {59, 98} tii[53,101] := {11} tii[53,102] := {51, 118} tii[53,103] := {6, 26} tii[53,104] := {1, 17} tii[53,105] := {57} tii[53,106] := {39, 74} tii[53,107] := {20} tii[53,108] := {33, 96} tii[53,109] := {9, 35} tii[53,110] := {4, 24} tii[53,111] := {15, 72} tii[53,112] := {2, 40} cell#22 , |C| = 160 special orbit = [11, 2, 2, 1, 1] special rep = [[5, 1], [1, 1]] , dim = 140 cell rep = phi[[5, 1],[1, 1]]+phi[[],[6, 2]] TII depth = 5 TII multiplicity polynomial = 120*X+20*X^2 TII subcells: tii[52,1] := {146} tii[52,2] := {139} tii[52,3] := {123} tii[52,4] := {113} tii[52,5] := {90} tii[52,6] := {153} tii[52,7] := {125} tii[52,8] := {156} tii[52,9] := {104} tii[52,10] := {154} tii[52,11] := {93} tii[52,12] := {157} tii[52,13] := {68} tii[52,14] := {155} tii[52,15] := {158, 159} tii[52,16] := {138} tii[52,17] := {84} tii[52,18] := {133} tii[52,19] := {73} tii[52,20] := {140} tii[52,21] := {51} tii[52,22] := {134} tii[52,23] := {142, 143} tii[52,24] := {102} tii[52,25] := {54} tii[52,26] := {110} tii[52,27] := {33} tii[52,28] := {103} tii[52,29] := {114, 115} tii[52,30] := {72} tii[52,31] := {19} tii[52,32] := {64} tii[52,33] := {76, 77} tii[52,34] := {30} tii[52,35] := {41, 42} tii[52,36] := {0} tii[52,37] := {135} tii[52,38] := {5} tii[52,39] := {122} tii[52,40] := {14} tii[52,41] := {106} tii[52,42] := {28} tii[52,43] := {88} tii[52,44] := {47} tii[52,45] := {69} tii[52,46] := {10} tii[52,47] := {149} tii[52,48] := {147} tii[52,49] := {21} tii[52,50] := {126} tii[52,51] := {150} tii[52,52] := {36} tii[52,53] := {112} tii[52,54] := {148} tii[52,55] := {55} tii[52,56] := {94} tii[52,57] := {151, 152} tii[52,58] := {80} tii[52,59] := {15} tii[52,60] := {136} tii[52,61] := {29} tii[52,62] := {141} tii[52,63] := {107} tii[52,64] := {137} tii[52,65] := {48} tii[52,66] := {89} tii[52,67] := {144, 145} tii[52,68] := {70} tii[52,69] := {37} tii[52,70] := {128} tii[52,71] := {56} tii[52,72] := {124} tii[52,73] := {95} tii[52,74] := {131, 132} tii[52,75] := {81} tii[52,76] := {49} tii[52,77] := {108} tii[52,78] := {118, 119} tii[52,79] := {71} tii[52,80] := {100, 101} tii[52,81] := {3} tii[52,82] := {109} tii[52,83] := {11} tii[52,84] := {92} tii[52,85] := {22} tii[52,86] := {74} tii[52,87] := {38} tii[52,88] := {60} tii[52,89] := {6} tii[52,90] := {120} tii[52,91] := {16} tii[52,92] := {86} tii[52,93] := {127} tii[52,94] := {67} tii[52,95] := {31} tii[52,96] := {121} tii[52,97] := {52} tii[52,98] := {129, 130} tii[52,99] := {23} tii[52,100] := {111} tii[52,101] := {39} tii[52,102] := {105} tii[52,103] := {75} tii[52,104] := {116, 117} tii[52,105] := {61} tii[52,106] := {32} tii[52,107] := {87} tii[52,108] := {98, 99} tii[52,109] := {53} tii[52,110] := {82, 83} tii[52,111] := {1} tii[52,112] := {65} tii[52,113] := {7} tii[52,114] := {50} tii[52,115] := {17} tii[52,116] := {34} tii[52,117] := {12} tii[52,118] := {91} tii[52,119] := {24} tii[52,120] := {57} tii[52,121] := {85} tii[52,122] := {43} tii[52,123] := {96, 97} tii[52,124] := {18} tii[52,125] := {66} tii[52,126] := {78, 79} tii[52,127] := {35} tii[52,128] := {62, 63} tii[52,129] := {4} tii[52,130] := {40} tii[52,131] := {13} tii[52,132] := {25} tii[52,133] := {8} tii[52,134] := {46} tii[52,135] := {20} tii[52,136] := {58, 59} tii[52,137] := {44, 45} tii[52,138] := {2} tii[52,139] := {9} tii[52,140] := {26, 27} cell#23 , |C| = 840 special orbit = [9, 3, 3, 1, 1] special rep = [[4, 1], [2, 1]] , dim = 448 cell rep = phi[[4, 1],[2, 1]]+phi[[4],[2, 2]]+phi[[1, 1],[5, 1]]+phi[[1],[5, 2]] TII depth = 4 TII multiplicity polynomial = 224*X+140*X^2+84*X^4 TII subcells: tii[46,1] := {792} tii[46,2] := {578} tii[46,3] := {425} tii[46,4] := {170, 729} tii[46,5] := {827, 828} tii[46,6] := {821} tii[46,7] := {774, 775} tii[46,8] := {743} tii[46,9] := {504} tii[46,10] := {724} tii[46,11] := {760, 761} tii[46,12] := {363} tii[46,13] := {594} tii[46,14] := {127, 680} tii[46,15] := {648, 649, 823, 824} tii[46,16] := {711, 712, 836, 837} tii[46,17] := {834} tii[46,18] := {668, 669} tii[46,19] := {602} tii[46,20] := {819} tii[46,21] := {637, 638} tii[46,22] := {589} tii[46,23] := {474} tii[46,24] := {829} tii[46,25] := {404} tii[46,26] := {171, 748} tii[46,27] := {820} tii[46,28] := {487, 488, 764, 765} tii[46,29] := {830, 831} tii[46,30] := {571, 572, 806, 807} tii[46,31] := {685} tii[46,32] := {635, 636} tii[46,33] := {583} tii[46,34] := {745} tii[46,35] := {379} tii[46,36] := {128, 796} tii[46,37] := {686} tii[46,38] := {432, 433, 762, 763} tii[46,39] := {749, 750} tii[46,40] := {520, 521, 804, 805} tii[46,41] := {673} tii[46,42] := {204, 822} tii[46,43] := {577} tii[46,44] := {267, 268, 782, 783} tii[46,45] := {655, 656} tii[46,46] := {350, 351, 815, 816} tii[46,47] := {293, 835} tii[46,48] := {391, 392, 838, 839} tii[46,49] := {154} tii[46,50] := {42} tii[46,51] := {672} tii[46,52] := {136} tii[46,53] := {481} tii[46,54] := {272} tii[46,55] := {48, 315} tii[46,56] := {119, 463} tii[46,57] := {251} tii[46,58] := {808, 809} tii[46,59] := {742} tii[46,60] := {715, 716} tii[46,61] := {155} tii[46,62] := {670} tii[46,63] := {18} tii[46,64] := {776, 777} tii[46,65] := {693, 694} tii[46,66] := {643} tii[46,67] := {79} tii[46,68] := {675} tii[46,69] := {253} tii[46,70] := {364} tii[46,71] := {722, 723} tii[46,72] := {491} tii[46,73] := {169} tii[46,74] := {592} tii[46,75] := {369} tii[46,76] := {546, 547, 798, 799} tii[46,77] := {650, 651} tii[46,78] := {20, 212} tii[46,79] := {497} tii[46,80] := {624, 625, 825, 826} tii[46,81] := {559, 560, 713, 714} tii[46,82] := {56, 343} tii[46,83] := {44} tii[46,84] := {632, 633} tii[46,85] := {740} tii[46,86] := {478} tii[46,87] := {608, 609} tii[46,88] := {96} tii[46,89] := {536, 537} tii[46,90] := {538} tii[46,91] := {135} tii[46,92] := {778} tii[46,93] := {381} tii[46,94] := {164} tii[46,95] := {434, 435} tii[46,96] := {380} tii[46,97] := {213} tii[46,98] := {741} tii[46,99] := {436, 437, 752, 753} tii[46,100] := {40, 314} tii[46,101] := {282} tii[46,102] := {331, 332, 522, 523} tii[46,103] := {784, 785} tii[46,104] := {524, 525, 802, 803} tii[46,105] := {83, 462} tii[46,106] := {210} tii[46,107] := {634} tii[46,108] := {510, 511} tii[46,109] := {316} tii[46,110] := {137} tii[46,111] := {579} tii[46,112] := {407, 408} tii[46,113] := {270} tii[46,114] := {321, 322, 687, 688} tii[46,115] := {21, 431} tii[46,116] := {300, 301, 508, 509} tii[46,117] := {657, 658} tii[46,118] := {236} tii[46,119] := {57, 568} tii[46,120] := {417, 418, 756, 757} tii[46,121] := {53, 541} tii[46,122] := {365} tii[46,123] := {216, 217, 610, 611} tii[46,124] := {457, 458} tii[46,125] := {141, 142, 516, 517} tii[46,126] := {116, 663} tii[46,127] := {306, 307, 705, 706} tii[46,128] := {239, 240, 772, 773} tii[46,129] := {360} tii[46,130] := {810, 811} tii[46,131] := {795} tii[46,132] := {11} tii[46,133] := {252} tii[46,134] := {780, 781} tii[46,135] := {291} tii[46,136] := {47} tii[46,137] := {746} tii[46,138] := {361} tii[46,139] := {727, 728} tii[46,140] := {126} tii[46,141] := {679} tii[46,142] := {482} tii[46,143] := {13, 168} tii[46,144] := {653, 654, 770, 771} tii[46,145] := {599} tii[46,146] := {36, 286} tii[46,147] := {793} tii[46,148] := {156} tii[46,149] := {30} tii[46,150] := {580, 581} tii[46,151] := {401} tii[46,152] := {812} tii[46,153] := {72} tii[46,154] := {254} tii[46,155] := {720, 721} tii[46,156] := {676} tii[46,157] := {532, 533} tii[46,158] := {480} tii[46,159] := {99} tii[46,160] := {476, 477} tii[46,161] := {794} tii[46,162] := {124} tii[46,163] := {646, 647} tii[46,164] := {370} tii[46,165] := {593} tii[46,166] := {294} tii[46,167] := {295} tii[46,168] := {172} tii[46,169] := {374, 375} tii[46,170] := {24, 261} tii[46,171] := {376, 377, 695, 696} tii[46,172] := {813, 814} tii[46,173] := {205} tii[46,174] := {555, 556, 709, 710} tii[46,175] := {498} tii[46,176] := {274, 275, 464, 465} tii[46,177] := {60, 398} tii[46,178] := {466, 467, 766, 767} tii[46,179] := {779} tii[46,180] := {312} tii[46,181] := {161} tii[46,182] := {426, 427} tii[46,183] := {582} tii[46,184] := {262} tii[46,185] := {102} tii[46,186] := {744} tii[46,187] := {430} tii[46,188] := {652} tii[46,189] := {699, 700} tii[46,190] := {317, 318} tii[46,191] := {203} tii[46,192] := {505} tii[46,193] := {265, 266, 612, 613} tii[46,194] := {14, 372} tii[46,195] := {222, 223, 413, 414} tii[46,196] := {786, 787} tii[46,197] := {567} tii[46,198] := {186} tii[46,199] := {616, 617, 758, 759} tii[46,200] := {595, 596} tii[46,201] := {37, 500} tii[46,202] := {348, 349, 707, 708} tii[46,203] := {677} tii[46,204] := {371} tii[46,205] := {34, 483} tii[46,206] := {292} tii[46,207] := {175, 176, 542, 543} tii[46,208] := {557, 558, 800, 801} tii[46,209] := {389, 390} tii[46,210] := {734, 735} tii[46,211] := {111, 112, 455, 456} tii[46,212] := {77, 600} tii[46,213] := {247, 248, 664, 665} tii[46,214] := {499} tii[46,215] := {666, 667} tii[46,216] := {196, 197, 738, 739} tii[46,217] := {70} tii[46,218] := {584, 585} tii[46,219] := {506} tii[46,220] := {160} tii[46,221] := {123} tii[46,222] := {273} tii[46,223] := {485, 486} tii[46,224] := {200} tii[46,225] := {403} tii[46,226] := {50, 373} tii[46,227] := {384, 385, 569, 570} tii[46,228] := {296} tii[46,229] := {121, 501} tii[46,230] := {674} tii[46,231] := {159} tii[46,232] := {255} tii[46,233] := {534, 535} tii[46,234] := {378} tii[46,235] := {603} tii[46,236] := {162} tii[46,237] := {550, 551} tii[46,238] := {493} tii[46,239] := {271} tii[46,240] := {260} tii[46,241] := {440, 441} tii[46,242] := {323, 324, 697, 698} tii[46,243] := {23, 484} tii[46,244] := {681, 682} tii[46,245] := {280} tii[46,246] := {451, 452, 628, 629} tii[46,247] := {397} tii[46,248] := {337, 338, 528, 529} tii[46,249] := {59, 601} tii[46,250] := {419, 420, 768, 769} tii[46,251] := {507} tii[46,252] := {201} tii[46,253] := {54, 590} tii[46,254] := {218, 219, 644, 645} tii[46,255] := {366} tii[46,256] := {386, 387, 703, 704} tii[46,257] := {143, 144, 561, 562} tii[46,258] := {117, 683} tii[46,259] := {597, 598} tii[46,260] := {459, 460} tii[46,261] := {308, 309, 736, 737} tii[46,262] := {297} tii[46,263] := {502, 503} tii[46,264] := {241, 242, 790, 791} tii[46,265] := {362} tii[46,266] := {552, 553} tii[46,267] := {489} tii[46,268] := {256} tii[46,269] := {16, 591} tii[46,270] := {453, 454, 630, 631} tii[46,271] := {393} tii[46,272] := {39, 684} tii[46,273] := {475} tii[46,274] := {163} tii[46,275] := {35, 678} tii[46,276] := {177, 178, 725, 726} tii[46,277] := {329, 330, 701, 702} tii[46,278] := {563, 564} tii[46,279] := {78, 751} tii[46,280] := {281} tii[46,281] := {113, 114, 659, 660} tii[46,282] := {249, 250, 788, 789} tii[46,283] := {470, 471} tii[46,284] := {198, 199, 817, 818} tii[46,285] := {75, 747} tii[46,286] := {183, 184, 732, 733} tii[46,287] := {131, 797} tii[46,288] := {289, 290, 832, 833} tii[46,289] := {93} tii[46,290] := {68} tii[46,291] := {100} tii[46,292] := {69, 192} tii[46,293] := {95} tii[46,294] := {717, 718} tii[46,295] := {158} tii[46,296] := {641, 642} tii[46,297] := {588} tii[46,298] := {26} tii[46,299] := {259} tii[46,300] := {492} tii[46,301] := {548, 549} tii[46,302] := {49} tii[46,303] := {396} tii[46,304] := {449, 450, 626, 627} tii[46,305] := {28, 120} tii[46,306] := {97} tii[46,307] := {539, 540} tii[46,308] := {167} tii[46,309] := {442, 443} tii[46,310] := {383} tii[46,311] := {80} tii[46,312] := {339, 340, 530, 531} tii[46,313] := {285} tii[46,314] := {43, 148} tii[46,315] := {106} tii[46,316] := {325, 326} tii[46,317] := {27, 231} tii[46,318] := {232, 233, 421, 422} tii[46,319] := {190} tii[46,320] := {150, 151, 356, 357} tii[46,321] := {94} tii[46,322] := {639, 640} tii[46,323] := {5} tii[46,324] := {157} tii[46,325] := {586} tii[46,326] := {544, 545} tii[46,327] := {22} tii[46,328] := {257} tii[46,329] := {490} tii[46,330] := {445, 446, 622, 623} tii[46,331] := {8, 58} tii[46,332] := {394} tii[46,333] := {46} tii[46,334] := {209} tii[46,335] := {428, 429} tii[46,336] := {719} tii[46,337] := {313} tii[46,338] := {671} tii[46,339] := {554} tii[46,340] := {614, 615} tii[46,341] := {41} tii[46,342] := {103} tii[46,343] := {319, 320} tii[46,344] := {269} tii[46,345] := {461} tii[46,346] := {730, 731} tii[46,347] := {224, 225, 415, 416} tii[46,348] := {187} tii[46,349] := {514, 515, 691, 692} tii[46,350] := {19, 84} tii[46,351] := {587} tii[46,352] := {258} tii[46,353] := {52} tii[46,354] := {214, 215} tii[46,355] := {447, 448, 754, 755} tii[46,356] := {6, 138} tii[46,357] := {661, 662} tii[46,358] := {139, 140, 304, 305} tii[46,359] := {395} tii[46,360] := {115} tii[46,361] := {575, 576} tii[46,362] := {85, 86, 237, 238} tii[46,363] := {134} tii[46,364] := {512, 513} tii[46,365] := {211} tii[46,366] := {81} tii[46,367] := {444} tii[46,368] := {409, 410, 606, 607} tii[46,369] := {45, 149} tii[46,370] := {342} tii[46,371] := {479} tii[46,372] := {82} tii[46,373] := {165} tii[46,374] := {298, 299} tii[46,375] := {333, 334, 689, 690} tii[46,376] := {17, 230} tii[46,377] := {565, 566} tii[46,378] := {207, 208, 405, 406} tii[46,379] := {283} tii[46,380] := {147} tii[46,381] := {472, 473} tii[46,382] := {132, 133, 302, 303} tii[46,383] := {104} tii[46,384] := {226, 227, 604, 605} tii[46,385] := {7, 341} tii[46,386] := {188} tii[46,387] := {87, 88, 411, 412} tii[46,388] := {352, 353} tii[46,389] := {0} tii[46,390] := {15} tii[46,391] := {3, 38} tii[46,392] := {32} tii[46,393] := {367, 368} tii[46,394] := {73} tii[46,395] := {202} tii[46,396] := {263, 264} tii[46,397] := {25} tii[46,398] := {129} tii[46,399] := {179, 180, 346, 347} tii[46,400] := {12, 61} tii[46,401] := {33} tii[46,402] := {173, 174} tii[46,403] := {1, 108} tii[46,404] := {109, 110, 245, 246} tii[46,405] := {76} tii[46,406] := {62, 63, 194, 195} tii[46,407] := {98} tii[46,408] := {438, 439} tii[46,409] := {51} tii[46,410] := {166} tii[46,411] := {382} tii[46,412] := {335, 336, 526, 527} tii[46,413] := {31, 122} tii[46,414] := {284} tii[46,415] := {55} tii[46,416] := {220, 221} tii[46,417] := {402} tii[46,418] := {125} tii[46,419] := {10, 185} tii[46,420] := {276, 277, 618, 619} tii[46,421] := {145, 146, 310, 311} tii[46,422] := {495, 496} tii[46,423] := {118} tii[46,424] := {206} tii[46,425] := {399, 400} tii[46,426] := {91, 92, 243, 244} tii[46,427] := {74} tii[46,428] := {181, 182, 518, 519} tii[46,429] := {2, 278} tii[46,430] := {130} tii[46,431] := {64, 65, 344, 345} tii[46,432] := {287, 288} tii[46,433] := {101} tii[46,434] := {71, 193} tii[46,435] := {107} tii[46,436] := {327, 328} tii[46,437] := {29, 279} tii[46,438] := {191} tii[46,439] := {234, 235, 423, 424} tii[46,440] := {152, 153, 358, 359} tii[46,441] := {105} tii[46,442] := {228, 229, 620, 621} tii[46,443] := {9, 388} tii[46,444] := {189} tii[46,445] := {89, 90, 468, 469} tii[46,446] := {354, 355} tii[46,447] := {4, 494} tii[46,448] := {66, 67, 573, 574} cell#24 , |C| = 160 special orbit = [11, 3, 1, 1, 1] special rep = [[5], [2, 1]] , dim = 112 cell rep = phi[[5],[2, 1]]+phi[[1],[6, 1]] TII depth = 3 TII multiplicity polynomial = 64*X+48*X^2 TII subcells: tii[53,1] := {144} tii[53,2] := {137} tii[53,3] := {112} tii[53,4] := {99} tii[53,5] := {62, 133} tii[53,6] := {82, 148} tii[53,7] := {153} tii[53,8] := {119} tii[53,9] := {156} tii[53,10] := {85} tii[53,11] := {154} tii[53,12] := {69} tii[53,13] := {157} tii[53,14] := {155} tii[53,15] := {36, 115} tii[53,16] := {158, 159} tii[53,17] := {55, 134} tii[53,18] := {136} tii[53,19] := {56} tii[53,20] := {128} tii[53,21] := {43} tii[53,22] := {138} tii[53,23] := {129} tii[53,24] := {18, 91} tii[53,25] := {140, 141} tii[53,26] := {31, 118} tii[53,27] := {83} tii[53,28] := {22} tii[53,29] := {97} tii[53,30] := {84} tii[53,31] := {7, 63} tii[53,32] := {103, 104} tii[53,33] := {15, 93} tii[53,34] := {42} tii[53,35] := {32} tii[53,36] := {1, 90} tii[53,37] := {49, 50} tii[53,38] := {5, 117} tii[53,39] := {6, 114} tii[53,40] := {12, 101} tii[53,41] := {13, 135} tii[53,42] := {24, 147} tii[53,43] := {130} tii[53,44] := {111} tii[53,45] := {87} tii[53,46] := {60} tii[53,47] := {37, 79} tii[53,48] := {149} tii[53,49] := {145} tii[53,50] := {120} tii[53,51] := {150} tii[53,52] := {100} tii[53,53] := {146} tii[53,54] := {71} tii[53,55] := {151, 152} tii[53,56] := {47, 94} tii[53,57] := {131} tii[53,58] := {139} tii[53,59] := {88} tii[53,60] := {132} tii[53,61] := {61} tii[53,62] := {142, 143} tii[53,63] := {38, 80} tii[53,64] := {122} tii[53,65] := {113} tii[53,66] := {72} tii[53,67] := {126, 127} tii[53,68] := {48, 95} tii[53,69] := {89} tii[53,70] := {39, 116} tii[53,71] := {107, 108} tii[53,72] := {81, 123} tii[53,73] := {96} tii[53,74] := {70} tii[53,75] := {44} tii[53,76] := {25, 66} tii[53,77] := {109} tii[53,78] := {58} tii[53,79] := {121} tii[53,80] := {35} tii[53,81] := {110} tii[53,82] := {19, 53} tii[53,83] := {124, 125} tii[53,84] := {98} tii[53,85] := {86} tii[53,86] := {45} tii[53,87] := {105, 106} tii[53,88] := {26, 67} tii[53,89] := {59} tii[53,90] := {20, 92} tii[53,91] := {77, 78} tii[53,92] := {54, 102} tii[53,93] := {33} tii[53,94] := {17} tii[53,95] := {8, 29} tii[53,96] := {68} tii[53,97] := {23} tii[53,98] := {57} tii[53,99] := {75, 76} tii[53,100] := {11, 41} tii[53,101] := {34} tii[53,102] := {9, 65} tii[53,103] := {51, 52} tii[53,104] := {30, 74} tii[53,105] := {10} tii[53,106] := {3, 21} tii[53,107] := {16} tii[53,108] := {2, 40} tii[53,109] := {27, 28} tii[53,110] := {14, 46} tii[53,111] := {0, 64} tii[53,112] := {4, 73} cell#25 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {242} tii[48,2] := {302} tii[48,3] := {245, 335} tii[48,4] := {296, 346} tii[48,5] := {313, 349} tii[48,6] := {202} tii[48,7] := {135} tii[48,8] := {284} tii[48,9] := {206} tii[48,10] := {207, 327} tii[48,11] := {138, 274} tii[48,12] := {275, 342} tii[48,13] := {186, 297} tii[48,14] := {298, 347} tii[48,15] := {159} tii[48,16] := {259} tii[48,17] := {118} tii[48,18] := {192} tii[48,19] := {164, 317} tii[48,20] := {93} tii[48,21] := {123} tii[48,22] := {122, 264} tii[48,23] := {247, 336} tii[48,24] := {95, 174} tii[48,25] := {173, 294} tii[48,26] := {279, 344} tii[48,27] := {228} tii[48,28] := {121, 303} tii[48,29] := {191} tii[48,30] := {152} tii[48,31] := {64, 263} tii[48,32] := {213, 329} tii[48,33] := {117, 200} tii[48,34] := {103, 293} tii[48,35] := {255, 339} tii[48,36] := {84, 314} tii[48,37] := {47, 299} tii[48,38] := {170, 333} tii[48,39] := {90, 315} tii[48,40] := {29, 281} tii[48,41] := {221, 341} tii[48,42] := {197, 340} tii[48,43] := {156, 334} tii[48,44] := {241, 345} tii[48,45] := {273, 348} tii[48,46] := {180} tii[48,47] := {244} tii[48,48] := {183, 295} tii[48,49] := {222, 312} tii[48,50] := {204} tii[48,51] := {96} tii[48,52] := {163} tii[48,53] := {177} tii[48,54] := {261} tii[48,55] := {209} tii[48,56] := {99, 246} tii[48,57] := {208, 306} tii[48,58] := {179, 251} tii[48,59] := {141, 278} tii[48,60] := {250, 324} tii[48,61] := {60} tii[48,62] := {285} tii[48,63] := {120} tii[48,64] := {39} tii[48,65] := {262} tii[48,66] := {65} tii[48,67] := {184, 319} tii[48,68] := {63, 212} tii[48,69] := {243, 292} tii[48,70] := {42, 104} tii[48,71] := {223, 332} tii[48,72] := {102, 254} tii[48,73] := {83} tii[48,74] := {46} tii[48,75] := {211, 328} tii[48,76] := {33, 169} tii[48,77] := {28, 89} tii[48,78] := {253, 338} tii[48,79] := {66, 220} tii[48,80] := {182, 320} tii[48,81] := {15, 196} tii[48,82] := {277, 343} tii[48,83] := {7, 155} tii[48,84] := {36, 240} tii[48,85] := {54, 272} tii[48,86] := {161} tii[48,87] := {230} tii[48,88] := {132} tii[48,89] := {166} tii[48,90] := {165, 288} tii[48,91] := {134, 217} tii[48,92] := {216, 311} tii[48,93] := {80} tii[48,94] := {260} tii[48,95] := {57} tii[48,96] := {105} tii[48,97] := {150} tii[48,98] := {86} tii[48,99] := {140} tii[48,100] := {231} tii[48,101] := {139, 305} tii[48,102] := {85, 233} tii[48,103] := {59, 129} tii[48,104] := {203, 268} tii[48,105] := {108, 188} tii[48,106] := {187, 323} tii[48,107] := {128, 270} tii[48,108] := {30} tii[48,109] := {110} tii[48,110] := {49} tii[48,111] := {167} tii[48,112] := {168, 318} tii[48,113] := {73} tii[48,114] := {48, 195} tii[48,115] := {32, 92} tii[48,116] := {136, 218} tii[48,117] := {44, 113} tii[48,118] := {219, 331} tii[48,119] := {137, 307} tii[48,120] := {91, 239} tii[48,121] := {24} tii[48,122] := {23, 225} tii[48,123] := {106, 248} tii[48,124] := {249, 337} tii[48,125] := {12, 51} tii[48,126] := {11, 189} tii[48,127] := {50, 258} tii[48,128] := {4, 77} tii[48,129] := {76, 283} tii[48,130] := {229} tii[48,131] := {193} tii[48,132] := {100, 287} tii[48,133] := {160, 237} tii[48,134] := {142, 310} tii[48,135] := {151} tii[48,136] := {112} tii[48,137] := {153} tii[48,138] := {125, 304} tii[48,139] := {34, 234} tii[48,140] := {82, 158} tii[48,141] := {119, 201} tii[48,142] := {176, 322} tii[48,143] := {98, 289} tii[48,144] := {67, 271} tii[48,145] := {74} tii[48,146] := {16, 256} tii[48,147] := {94, 236} tii[48,148] := {215, 330} tii[48,149] := {8, 226} tii[48,150] := {45, 114} tii[48,151] := {37, 282} tii[48,152] := {27, 149} tii[48,153] := {55, 301} tii[48,154] := {88, 286} tii[48,155] := {131, 309} tii[48,156] := {62, 265} tii[48,157] := {26, 280} tii[48,158] := {41, 235} tii[48,159] := {172, 321} tii[48,160] := {53, 300} tii[48,161] := {14, 257} tii[48,162] := {79, 316} tii[48,163] := {6, 227} tii[48,164] := {127, 325} tii[48,165] := {116, 326} tii[48,166] := {144} tii[48,167] := {185} tii[48,168] := {147, 224} tii[48,169] := {210} tii[48,170] := {181, 252} tii[48,171] := {145, 276} tii[48,172] := {69} tii[48,173] := {101} tii[48,174] := {72, 143} tii[48,175] := {18} tii[48,176] := {35} tii[48,177] := {124} tii[48,178] := {232} tii[48,179] := {21, 68} tii[48,180] := {205, 269} tii[48,181] := {97, 175} tii[48,182] := {17} tii[48,183] := {70, 214} tii[48,184] := {178, 291} tii[48,185] := {9, 38} tii[48,186] := {2, 56} tii[48,187] := {87} tii[48,188] := {61, 130} tii[48,189] := {25} tii[48,190] := {146, 308} tii[48,191] := {40, 171} tii[48,192] := {13, 52} tii[48,193] := {5, 78} tii[48,194] := {19, 126} tii[48,195] := {0, 115} tii[48,196] := {194} tii[48,197] := {162, 238} tii[48,198] := {133, 267} tii[48,199] := {111} tii[48,200] := {81, 157} tii[48,201] := {43} tii[48,202] := {107, 290} tii[48,203] := {58, 198} tii[48,204] := {22, 75} tii[48,205] := {10, 109} tii[48,206] := {31, 154} tii[48,207] := {3, 148} tii[48,208] := {71, 266} tii[48,209] := {20, 199} tii[48,210] := {1, 190} cell#26 , |C| = 840 special orbit = [9, 3, 3, 1, 1] special rep = [[4, 1], [2, 1]] , dim = 448 cell rep = phi[[4, 1],[2, 1]]+phi[[4],[2, 2]]+phi[[1, 1],[5, 1]]+phi[[1],[5, 2]] TII depth = 4 TII multiplicity polynomial = 224*X+140*X^2+84*X^4 TII subcells: tii[46,1] := {824} tii[46,2] := {797} tii[46,3] := {682} tii[46,4] := {727, 728} tii[46,5] := {187, 838} tii[46,6] := {804} tii[46,7] := {319, 836} tii[46,8] := {733} tii[46,9] := {762} tii[46,10] := {618} tii[46,11] := {191, 823} tii[46,12] := {619} tii[46,13] := {470} tii[46,14] := {667, 668} tii[46,15] := {332, 333, 812, 837} tii[46,16] := {451, 452, 832, 839} tii[46,17] := {820} tii[46,18] := {318, 809} tii[46,19] := {714} tii[46,20] := {798} tii[46,21] := {149, 765} tii[46,22] := {584} tii[46,23] := {545} tii[46,24] := {764} tii[46,25] := {431} tii[46,26] := {597, 598} tii[46,27] := {722} tii[46,28] := {301, 302, 743, 814} tii[46,29] := {670, 755} tii[46,30] := {402, 403, 792, 826} tii[46,31] := {740} tii[46,32] := {71, 657} tii[46,33] := {464} tii[46,34] := {691} tii[46,35] := {290} tii[46,36] := {516, 517} tii[46,37] := {632} tii[46,38] := {160, 161, 629, 747} tii[46,39] := {563, 686} tii[46,40] := {263, 264, 704, 779} tii[46,41] := {505} tii[46,42] := {432, 599} tii[46,43] := {429} tii[46,44] := {157, 325, 480, 635} tii[46,45] := {346, 494} tii[46,46] := {260, 448, 573, 689} tii[46,47] := {520, 636} tii[46,48] := {443, 570, 582, 690} tii[46,49] := {273} tii[46,50] := {411} tii[46,51] := {775} tii[46,52] := {279} tii[46,53] := {681} tii[46,54] := {551} tii[46,55] := {424, 425} tii[46,56] := {536, 537} tii[46,57] := {370} tii[46,58] := {117, 833} tii[46,59] := {805} tii[46,60] := {226, 828} tii[46,61] := {460} tii[46,62] := {679} tii[46,63] := {500} tii[46,64] := {83, 821} tii[46,65] := {120, 801} tii[46,66] := {544} tii[46,67] := {320} tii[46,68] := {776} tii[46,69] := {543} tii[46,70] := {719} tii[46,71] := {122, 800} tii[46,72] := {384} tii[46,73] := {596} tii[46,74] := {736} tii[46,75] := {620} tii[46,76] := {238, 239, 784, 830} tii[46,77] := {86, 769} tii[46,78] := {478, 479} tii[46,79] := {685} tii[46,80] := {360, 361, 817, 835} tii[46,81] := {134, 135, 730, 794} tii[46,82] := {571, 572} tii[46,83] := {583} tii[46,84] := {148, 810} tii[46,85] := {715} tii[46,86] := {766} tii[46,87] := {70, 768} tii[46,88] := {502} tii[46,89] := {90, 783} tii[46,90] := {463} tii[46,91] := {280} tii[46,92] := {656} tii[46,93] := {289} tii[46,94] := {587} tii[46,95] := {67, 746} tii[46,96] := {726} tii[46,97] := {552} tii[46,98] := {590} tii[46,99] := {158, 159, 744, 815} tii[46,100] := {426, 427} tii[46,101] := {675} tii[46,102] := {101, 102, 699, 778} tii[46,103] := {521, 644} tii[46,104] := {261, 262, 793, 827} tii[46,105] := {538, 539} tii[46,106] := {376} tii[46,107] := {504} tii[46,108] := {32, 721} tii[46,109] := {623} tii[46,110] := {467} tii[46,111] := {428} tii[46,112] := {18, 664} tii[46,113] := {201} tii[46,114] := {94, 95, 694, 787} tii[46,115] := {510, 511} tii[46,116] := {39, 40, 606, 710} tii[46,117] := {345, 493} tii[46,118] := {555} tii[46,119] := {612, 613} tii[46,120] := {177, 178, 754, 808} tii[46,121] := {588, 589} tii[46,122] := {243} tii[46,123] := {52, 155, 631, 771} tii[46,124] := {174, 314} tii[46,125] := {22, 125, 567, 732} tii[46,126] := {676, 677} tii[46,127] := {112, 265, 706, 796} tii[46,128] := {184, 315, 759, 760} tii[46,129] := {275} tii[46,130] := {138, 834} tii[46,131] := {774} tii[46,132] := {410} tii[46,133] := {372} tii[46,134] := {193, 822} tii[46,135] := {658} tii[46,136] := {228} tii[46,137] := {734} tii[46,138] := {461} tii[46,139] := {141, 802} tii[46,140] := {515} tii[46,141] := {683} tii[46,142] := {546} tii[46,143] := {392, 393} tii[46,144] := {207, 208, 772, 818} tii[46,145] := {624} tii[46,146] := {488, 489} tii[46,147] := {763} tii[46,148] := {277} tii[46,149] := {501} tii[46,150] := {227, 781} tii[46,151] := {716} tii[46,152] := {717} tii[46,153] := {414} tii[46,154] := {374} tii[46,155] := {229, 829} tii[46,156] := {680} tii[46,157] := {91, 718} tii[46,158] := {503} tii[46,159] := {192} tii[46,160] := {151, 741} tii[46,161] := {661} tii[46,162] := {506} tii[46,163] := {188, 813} tii[46,164] := {465} tii[46,165] := {621} tii[46,166] := {665} tii[46,167] := {336} tii[46,168] := {471} tii[46,169] := {119, 695} tii[46,170] := {334, 335} tii[46,171] := {216, 217, 693, 786} tii[46,172] := {603, 707} tii[46,173] := {608} tii[46,174] := {247, 248, 788, 825} tii[46,175] := {553} tii[46,176] := {166, 167, 637, 737} tii[46,177] := {453, 454} tii[46,178] := {308, 309, 753, 807} tii[46,179] := {659} tii[46,180] := {283} tii[46,181] := {284} tii[46,182] := {50, 660} tii[46,183] := {558} tii[46,184] := {550} tii[46,185] := {379} tii[46,186] := {592} tii[46,187] := {378} tii[46,188] := {549} tii[46,189] := {139, 803} tii[46,190] := {30, 593} tii[46,191] := {242} tii[46,192] := {482} tii[46,193] := {142, 143, 630, 748} tii[46,194] := {422, 423} tii[46,195] := {56, 57, 524, 647} tii[46,196] := {523, 646} tii[46,197] := {473} tii[46,198] := {474} tii[46,199] := {203, 204, 773, 819} tii[46,200] := {396, 556} tii[46,201] := {534, 535} tii[46,202] := {221, 222, 705, 780} tii[46,203] := {518} tii[46,204] := {287} tii[46,205] := {508, 509} tii[46,206] := {303} tii[46,207] := {87, 215, 560, 729} tii[46,208] := {251, 252, 789, 831} tii[46,209] := {220, 390} tii[46,210] := {441, 580} tii[46,211] := {49, 153, 486, 674} tii[46,212] := {610, 611} tii[46,213] := {146, 310, 643, 761} tii[46,214] := {388} tii[46,215] := {365, 541} tii[46,216] := {225, 391, 711, 712} tii[46,217] := {412} tii[46,218] := {230, 782} tii[46,219] := {655} tii[46,220] := {121} tii[46,221] := {323} tii[46,222] := {385} tii[46,223] := {189, 745} tii[46,224] := {416} tii[46,225] := {594} tii[46,226] := {240, 241} tii[46,227] := {249, 250, 698, 777} tii[46,228] := {528} tii[46,229] := {362, 363} tii[46,230] := {628} tii[46,231] := {231} tii[46,232] := {195} tii[46,233] := {33, 586} tii[46,234] := {469} tii[46,235] := {561} tii[46,236] := {286} tii[46,237] := {116, 723} tii[46,238] := {514} tii[46,239] := {202} tii[46,240] := {326} tii[46,241] := {19, 513} tii[46,242] := {96, 97, 559, 697} tii[46,243] := {330, 331} tii[46,244] := {484, 626} tii[46,245] := {387} tii[46,246] := {162, 163, 671, 756} tii[46,247] := {444} tii[46,248] := {41, 42, 438, 576} tii[46,249] := {449, 450} tii[46,250] := {179, 180, 642, 739} tii[46,251] := {483} tii[46,252] := {233} tii[46,253] := {420, 421} tii[46,254] := {53, 156, 481, 669} tii[46,255] := {244} tii[46,256] := {218, 219, 700, 790} tii[46,257] := {23, 126, 400, 607} tii[46,258] := {532, 533} tii[46,259] := {401, 557} tii[46,260] := {175, 316} tii[46,261] := {113, 266, 574, 713} tii[46,262] := {356} tii[46,263] := {311, 496} tii[46,264] := {185, 317, 649, 650} tii[46,265] := {124} tii[46,266] := {47, 591} tii[46,267] := {383} tii[46,268] := {198} tii[46,269] := {236, 237} tii[46,270] := {79, 80, 522, 645} tii[46,271] := {298} tii[46,272] := {358, 359} tii[46,273] := {338} tii[46,274] := {128} tii[46,275] := {328, 329} tii[46,276] := {98, 235, 394, 602} tii[46,277] := {109, 110, 565, 702} tii[46,278] := {258, 408} tii[46,279] := {446, 447} tii[46,280] := {210} tii[46,281] := {64, 196, 306, 527} tii[46,282] := {181, 364, 490, 654} tii[46,283] := {183, 369} tii[46,284] := {269, 409, 578, 579} tii[46,285] := {234, 419} tii[46,286] := {111, 278, 399, 569} tii[46,287] := {357, 531} tii[46,288] := {367, 495, 497, 651} tii[46,289] := {211} tii[46,290] := {281} tii[46,291] := {214} tii[46,292] := {295, 296} tii[46,293] := {373} tii[46,294] := {45, 799} tii[46,295] := {462} tii[46,296] := {72, 767} tii[46,297] := {735} tii[46,298] := {321} tii[46,299] := {547} tii[46,300] := {684} tii[46,301] := {48, 724} tii[46,302] := {274} tii[46,303] := {625} tii[46,304] := {81, 82, 672, 757} tii[46,305] := {341, 342} tii[46,306] := {375} tii[46,307] := {34, 720} tii[46,308] := {466} tii[46,309] := {20, 663} tii[46,310] := {622} tii[46,311] := {212} tii[46,312] := {43, 44, 605, 709} tii[46,313] := {554} tii[46,314] := {291, 292} tii[46,315] := {380} tii[46,316] := {5, 600} tii[46,317] := {347, 348} tii[46,318] := {16, 17, 525, 652} tii[46,319] := {475} tii[46,320] := {2, 38, 455, 615} tii[46,321] := {190} tii[46,322] := {150, 811} tii[46,323] := {413} tii[46,324] := {282} tii[46,325] := {617} tii[46,326] := {118, 785} tii[46,327] := {371} tii[46,328] := {377} tii[46,329] := {548} tii[46,330] := {164, 165, 749, 806} tii[46,331] := {435, 436} tii[46,332] := {472} tii[46,333] := {415} tii[46,334] := {194} tii[46,335] := {51, 742} tii[46,336] := {585} tii[46,337] := {285} tii[46,338] := {512} tii[46,339] := {468} tii[46,340] := {84, 770} tii[46,341] := {272} tii[46,342] := {507} tii[46,343] := {31, 696} tii[46,344] := {666} tii[46,345] := {386} tii[46,346] := {437, 575} tii[46,347] := {58, 59, 638, 738} tii[46,348] := {609} tii[46,349] := {130, 131, 731, 795} tii[46,350] := {339, 340} tii[46,351] := {433} tii[46,352] := {199} tii[46,353] := {418} tii[46,354] := {11, 634} tii[46,355] := {168, 169, 750, 816} tii[46,356] := {397, 398} tii[46,357] := {353, 498} tii[46,358] := {26, 27, 568, 688} tii[46,359] := {299} tii[46,360] := {530} tii[46,361] := {267, 458} tii[46,362] := {7, 55, 491, 648} tii[46,363] := {123} tii[46,364] := {46, 725} tii[46,365] := {197} tii[46,366] := {213} tii[46,367] := {382} tii[46,368] := {77, 78, 673, 758} tii[46,369] := {293, 294} tii[46,370] := {297} tii[46,371] := {337} tii[46,372] := {381} tii[46,373] := {127} tii[46,374] := {3, 601} tii[46,375] := {107, 108, 701, 791} tii[46,376] := {349, 350} tii[46,377] := {257, 407} tii[46,378] := {12, 13, 526, 653} tii[46,379] := {209} tii[46,380] := {476} tii[46,381] := {182, 368} tii[46,382] := {0, 36, 456, 616} tii[46,383] := {73} tii[46,384] := {60, 61, 640, 752} tii[46,385] := {439, 440} tii[46,386] := {136} tii[46,387] := {8, 75, 492, 678} tii[46,388] := {114, 270} tii[46,389] := {322} tii[46,390] := {276} tii[46,391] := {343, 344} tii[46,392] := {324} tii[46,393] := {92, 692} tii[46,394] := {417} tii[46,395] := {595} tii[46,396] := {69, 633} tii[46,397] := {186} tii[46,398] := {529} tii[46,399] := {105, 106, 564, 687} tii[46,400] := {245, 246} tii[46,401] := {327} tii[46,402] := {35, 562} tii[46,403] := {304, 305} tii[46,404] := {65, 66, 487, 627} tii[46,405] := {445} tii[46,406] := {28, 100, 404, 577} tii[46,407] := {152} tii[46,408] := {68, 662} tii[46,409] := {140} tii[46,410] := {232} tii[46,411] := {430} tii[46,412] := {103, 104, 604, 708} tii[46,413] := {205, 206} tii[46,414] := {355} tii[46,415] := {288} tii[46,416] := {10, 519} tii[46,417] := {395} tii[46,418] := {154} tii[46,419] := {253, 254} tii[46,420] := {144, 145, 639, 751} tii[46,421] := {24, 25, 442, 581} tii[46,422] := {307, 477} tii[46,423] := {389} tii[46,424] := {259} tii[46,425] := {223, 406} tii[46,426] := {6, 54, 366, 542} tii[46,427] := {93} tii[46,428] := {88, 89, 566, 703} tii[46,429] := {351, 352} tii[46,430] := {176} tii[46,431] := {21, 99, 405, 614} tii[46,432] := {147, 313} tii[46,433] := {85} tii[46,434] := {132, 133} tii[46,435] := {200} tii[46,436] := {4, 434} tii[46,437] := {170, 171} tii[46,438] := {300} tii[46,439] := {14, 15, 354, 499} tii[46,440] := {1, 37, 268, 459} tii[46,441] := {74} tii[46,442] := {62, 63, 485, 641} tii[46,443] := {255, 256} tii[46,444] := {137} tii[46,445] := {9, 76, 312, 540} tii[46,446] := {115, 271} tii[46,447] := {172, 173} tii[46,448] := {29, 129, 224, 457} cell#27 , |C| = 160 special orbit = [11, 3, 1, 1, 1] special rep = [[5], [2, 1]] , dim = 112 cell rep = phi[[5],[2, 1]]+phi[[1],[6, 1]] TII depth = 3 TII multiplicity polynomial = 64*X+48*X^2 TII subcells: tii[53,1] := {144} tii[53,2] := {137} tii[53,3] := {112} tii[53,4] := {99} tii[53,5] := {62, 133} tii[53,6] := {82, 148} tii[53,7] := {153} tii[53,8] := {119} tii[53,9] := {156} tii[53,10] := {85} tii[53,11] := {154} tii[53,12] := {69} tii[53,13] := {157} tii[53,14] := {155} tii[53,15] := {36, 115} tii[53,16] := {158, 159} tii[53,17] := {55, 134} tii[53,18] := {136} tii[53,19] := {56} tii[53,20] := {128} tii[53,21] := {43} tii[53,22] := {138} tii[53,23] := {129} tii[53,24] := {18, 91} tii[53,25] := {140, 141} tii[53,26] := {31, 118} tii[53,27] := {83} tii[53,28] := {22} tii[53,29] := {97} tii[53,30] := {84} tii[53,31] := {7, 63} tii[53,32] := {103, 104} tii[53,33] := {15, 93} tii[53,34] := {42} tii[53,35] := {32} tii[53,36] := {1, 90} tii[53,37] := {49, 50} tii[53,38] := {5, 117} tii[53,39] := {6, 114} tii[53,40] := {12, 101} tii[53,41] := {13, 135} tii[53,42] := {24, 147} tii[53,43] := {130} tii[53,44] := {111} tii[53,45] := {87} tii[53,46] := {60} tii[53,47] := {37, 79} tii[53,48] := {149} tii[53,49] := {145} tii[53,50] := {120} tii[53,51] := {150} tii[53,52] := {100} tii[53,53] := {146} tii[53,54] := {71} tii[53,55] := {151, 152} tii[53,56] := {47, 94} tii[53,57] := {131} tii[53,58] := {139} tii[53,59] := {88} tii[53,60] := {132} tii[53,61] := {61} tii[53,62] := {142, 143} tii[53,63] := {38, 80} tii[53,64] := {122} tii[53,65] := {113} tii[53,66] := {72} tii[53,67] := {126, 127} tii[53,68] := {48, 95} tii[53,69] := {89} tii[53,70] := {39, 116} tii[53,71] := {107, 108} tii[53,72] := {81, 123} tii[53,73] := {96} tii[53,74] := {70} tii[53,75] := {44} tii[53,76] := {25, 66} tii[53,77] := {109} tii[53,78] := {58} tii[53,79] := {121} tii[53,80] := {35} tii[53,81] := {110} tii[53,82] := {19, 53} tii[53,83] := {124, 125} tii[53,84] := {98} tii[53,85] := {86} tii[53,86] := {45} tii[53,87] := {105, 106} tii[53,88] := {26, 67} tii[53,89] := {59} tii[53,90] := {20, 92} tii[53,91] := {77, 78} tii[53,92] := {54, 102} tii[53,93] := {33} tii[53,94] := {17} tii[53,95] := {8, 29} tii[53,96] := {68} tii[53,97] := {23} tii[53,98] := {57} tii[53,99] := {75, 76} tii[53,100] := {11, 41} tii[53,101] := {34} tii[53,102] := {9, 65} tii[53,103] := {51, 52} tii[53,104] := {30, 74} tii[53,105] := {10} tii[53,106] := {3, 21} tii[53,107] := {16} tii[53,108] := {2, 40} tii[53,109] := {27, 28} tii[53,110] := {14, 46} tii[53,111] := {0, 64} tii[53,112] := {4, 73} cell#28 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {242} tii[48,2] := {302} tii[48,3] := {245, 335} tii[48,4] := {296, 346} tii[48,5] := {313, 349} tii[48,6] := {202} tii[48,7] := {135} tii[48,8] := {284} tii[48,9] := {206} tii[48,10] := {207, 327} tii[48,11] := {138, 274} tii[48,12] := {275, 342} tii[48,13] := {186, 297} tii[48,14] := {298, 347} tii[48,15] := {159} tii[48,16] := {259} tii[48,17] := {118} tii[48,18] := {192} tii[48,19] := {164, 317} tii[48,20] := {93} tii[48,21] := {123} tii[48,22] := {122, 264} tii[48,23] := {247, 336} tii[48,24] := {95, 174} tii[48,25] := {173, 294} tii[48,26] := {279, 344} tii[48,27] := {228} tii[48,28] := {121, 303} tii[48,29] := {191} tii[48,30] := {152} tii[48,31] := {64, 263} tii[48,32] := {213, 329} tii[48,33] := {117, 200} tii[48,34] := {103, 293} tii[48,35] := {255, 339} tii[48,36] := {84, 314} tii[48,37] := {47, 299} tii[48,38] := {170, 333} tii[48,39] := {90, 315} tii[48,40] := {29, 281} tii[48,41] := {221, 341} tii[48,42] := {197, 340} tii[48,43] := {156, 334} tii[48,44] := {241, 345} tii[48,45] := {273, 348} tii[48,46] := {180} tii[48,47] := {244} tii[48,48] := {183, 295} tii[48,49] := {222, 312} tii[48,50] := {204} tii[48,51] := {96} tii[48,52] := {163} tii[48,53] := {177} tii[48,54] := {261} tii[48,55] := {209} tii[48,56] := {99, 246} tii[48,57] := {208, 306} tii[48,58] := {179, 251} tii[48,59] := {141, 278} tii[48,60] := {250, 324} tii[48,61] := {60} tii[48,62] := {285} tii[48,63] := {120} tii[48,64] := {39} tii[48,65] := {262} tii[48,66] := {65} tii[48,67] := {184, 319} tii[48,68] := {63, 212} tii[48,69] := {243, 292} tii[48,70] := {42, 104} tii[48,71] := {223, 332} tii[48,72] := {102, 254} tii[48,73] := {83} tii[48,74] := {46} tii[48,75] := {211, 328} tii[48,76] := {33, 169} tii[48,77] := {28, 89} tii[48,78] := {253, 338} tii[48,79] := {66, 220} tii[48,80] := {182, 320} tii[48,81] := {15, 196} tii[48,82] := {277, 343} tii[48,83] := {7, 155} tii[48,84] := {36, 240} tii[48,85] := {54, 272} tii[48,86] := {161} tii[48,87] := {230} tii[48,88] := {132} tii[48,89] := {166} tii[48,90] := {165, 288} tii[48,91] := {134, 217} tii[48,92] := {216, 311} tii[48,93] := {80} tii[48,94] := {260} tii[48,95] := {57} tii[48,96] := {105} tii[48,97] := {150} tii[48,98] := {86} tii[48,99] := {140} tii[48,100] := {231} tii[48,101] := {139, 305} tii[48,102] := {85, 233} tii[48,103] := {59, 129} tii[48,104] := {203, 268} tii[48,105] := {108, 188} tii[48,106] := {187, 323} tii[48,107] := {128, 270} tii[48,108] := {30} tii[48,109] := {110} tii[48,110] := {49} tii[48,111] := {167} tii[48,112] := {168, 318} tii[48,113] := {73} tii[48,114] := {48, 195} tii[48,115] := {32, 92} tii[48,116] := {136, 218} tii[48,117] := {44, 113} tii[48,118] := {219, 331} tii[48,119] := {137, 307} tii[48,120] := {91, 239} tii[48,121] := {24} tii[48,122] := {23, 225} tii[48,123] := {106, 248} tii[48,124] := {249, 337} tii[48,125] := {12, 51} tii[48,126] := {11, 189} tii[48,127] := {50, 258} tii[48,128] := {4, 77} tii[48,129] := {76, 283} tii[48,130] := {229} tii[48,131] := {193} tii[48,132] := {100, 287} tii[48,133] := {160, 237} tii[48,134] := {142, 310} tii[48,135] := {151} tii[48,136] := {112} tii[48,137] := {153} tii[48,138] := {125, 304} tii[48,139] := {34, 234} tii[48,140] := {82, 158} tii[48,141] := {119, 201} tii[48,142] := {176, 322} tii[48,143] := {98, 289} tii[48,144] := {67, 271} tii[48,145] := {74} tii[48,146] := {16, 256} tii[48,147] := {94, 236} tii[48,148] := {215, 330} tii[48,149] := {8, 226} tii[48,150] := {45, 114} tii[48,151] := {37, 282} tii[48,152] := {27, 149} tii[48,153] := {55, 301} tii[48,154] := {88, 286} tii[48,155] := {131, 309} tii[48,156] := {62, 265} tii[48,157] := {26, 280} tii[48,158] := {41, 235} tii[48,159] := {172, 321} tii[48,160] := {53, 300} tii[48,161] := {14, 257} tii[48,162] := {79, 316} tii[48,163] := {6, 227} tii[48,164] := {127, 325} tii[48,165] := {116, 326} tii[48,166] := {144} tii[48,167] := {185} tii[48,168] := {147, 224} tii[48,169] := {210} tii[48,170] := {181, 252} tii[48,171] := {145, 276} tii[48,172] := {69} tii[48,173] := {101} tii[48,174] := {72, 143} tii[48,175] := {18} tii[48,176] := {35} tii[48,177] := {124} tii[48,178] := {232} tii[48,179] := {21, 68} tii[48,180] := {205, 269} tii[48,181] := {97, 175} tii[48,182] := {17} tii[48,183] := {70, 214} tii[48,184] := {178, 291} tii[48,185] := {9, 38} tii[48,186] := {2, 56} tii[48,187] := {87} tii[48,188] := {61, 130} tii[48,189] := {25} tii[48,190] := {146, 308} tii[48,191] := {40, 171} tii[48,192] := {13, 52} tii[48,193] := {5, 78} tii[48,194] := {19, 126} tii[48,195] := {0, 115} tii[48,196] := {194} tii[48,197] := {162, 238} tii[48,198] := {133, 267} tii[48,199] := {111} tii[48,200] := {81, 157} tii[48,201] := {43} tii[48,202] := {107, 290} tii[48,203] := {58, 198} tii[48,204] := {22, 75} tii[48,205] := {10, 109} tii[48,206] := {31, 154} tii[48,207] := {3, 148} tii[48,208] := {71, 266} tii[48,209] := {20, 199} tii[48,210] := {1, 190} cell#29 , |C| = 840 special orbit = [9, 3, 3, 1, 1] special rep = [[4, 1], [2, 1]] , dim = 448 cell rep = phi[[4, 1],[2, 1]]+phi[[4],[2, 2]]+phi[[1, 1],[5, 1]]+phi[[1],[5, 2]] TII depth = 4 TII multiplicity polynomial = 224*X+140*X^2+84*X^4 TII subcells: tii[46,1] := {824} tii[46,2] := {797} tii[46,3] := {682} tii[46,4] := {727, 728} tii[46,5] := {187, 838} tii[46,6] := {804} tii[46,7] := {319, 836} tii[46,8] := {733} tii[46,9] := {762} tii[46,10] := {618} tii[46,11] := {191, 823} tii[46,12] := {619} tii[46,13] := {470} tii[46,14] := {667, 668} tii[46,15] := {332, 333, 812, 837} tii[46,16] := {451, 452, 832, 839} tii[46,17] := {820} tii[46,18] := {318, 809} tii[46,19] := {714} tii[46,20] := {798} tii[46,21] := {149, 765} tii[46,22] := {584} tii[46,23] := {545} tii[46,24] := {764} tii[46,25] := {431} tii[46,26] := {597, 598} tii[46,27] := {722} tii[46,28] := {301, 302, 743, 814} tii[46,29] := {670, 755} tii[46,30] := {402, 403, 792, 826} tii[46,31] := {740} tii[46,32] := {71, 657} tii[46,33] := {464} tii[46,34] := {691} tii[46,35] := {290} tii[46,36] := {516, 517} tii[46,37] := {632} tii[46,38] := {160, 161, 629, 747} tii[46,39] := {563, 686} tii[46,40] := {263, 264, 704, 779} tii[46,41] := {505} tii[46,42] := {432, 599} tii[46,43] := {429} tii[46,44] := {157, 325, 480, 635} tii[46,45] := {346, 494} tii[46,46] := {260, 448, 573, 689} tii[46,47] := {520, 636} tii[46,48] := {443, 570, 582, 690} tii[46,49] := {273} tii[46,50] := {411} tii[46,51] := {775} tii[46,52] := {279} tii[46,53] := {681} tii[46,54] := {551} tii[46,55] := {424, 425} tii[46,56] := {536, 537} tii[46,57] := {370} tii[46,58] := {117, 833} tii[46,59] := {805} tii[46,60] := {226, 828} tii[46,61] := {460} tii[46,62] := {679} tii[46,63] := {500} tii[46,64] := {83, 821} tii[46,65] := {120, 801} tii[46,66] := {544} tii[46,67] := {320} tii[46,68] := {776} tii[46,69] := {543} tii[46,70] := {719} tii[46,71] := {122, 800} tii[46,72] := {384} tii[46,73] := {596} tii[46,74] := {736} tii[46,75] := {620} tii[46,76] := {238, 239, 784, 830} tii[46,77] := {86, 769} tii[46,78] := {478, 479} tii[46,79] := {685} tii[46,80] := {360, 361, 817, 835} tii[46,81] := {134, 135, 730, 794} tii[46,82] := {571, 572} tii[46,83] := {583} tii[46,84] := {148, 810} tii[46,85] := {715} tii[46,86] := {766} tii[46,87] := {70, 768} tii[46,88] := {502} tii[46,89] := {90, 783} tii[46,90] := {463} tii[46,91] := {280} tii[46,92] := {656} tii[46,93] := {289} tii[46,94] := {587} tii[46,95] := {67, 746} tii[46,96] := {726} tii[46,97] := {552} tii[46,98] := {590} tii[46,99] := {158, 159, 744, 815} tii[46,100] := {426, 427} tii[46,101] := {675} tii[46,102] := {101, 102, 699, 778} tii[46,103] := {521, 644} tii[46,104] := {261, 262, 793, 827} tii[46,105] := {538, 539} tii[46,106] := {376} tii[46,107] := {504} tii[46,108] := {32, 721} tii[46,109] := {623} tii[46,110] := {467} tii[46,111] := {428} tii[46,112] := {18, 664} tii[46,113] := {201} tii[46,114] := {94, 95, 694, 787} tii[46,115] := {510, 511} tii[46,116] := {39, 40, 606, 710} tii[46,117] := {345, 493} tii[46,118] := {555} tii[46,119] := {612, 613} tii[46,120] := {177, 178, 754, 808} tii[46,121] := {588, 589} tii[46,122] := {243} tii[46,123] := {52, 155, 631, 771} tii[46,124] := {174, 314} tii[46,125] := {22, 125, 567, 732} tii[46,126] := {676, 677} tii[46,127] := {112, 265, 706, 796} tii[46,128] := {184, 315, 759, 760} tii[46,129] := {275} tii[46,130] := {138, 834} tii[46,131] := {774} tii[46,132] := {410} tii[46,133] := {372} tii[46,134] := {193, 822} tii[46,135] := {658} tii[46,136] := {228} tii[46,137] := {734} tii[46,138] := {461} tii[46,139] := {141, 802} tii[46,140] := {515} tii[46,141] := {683} tii[46,142] := {546} tii[46,143] := {392, 393} tii[46,144] := {207, 208, 772, 818} tii[46,145] := {624} tii[46,146] := {488, 489} tii[46,147] := {763} tii[46,148] := {277} tii[46,149] := {501} tii[46,150] := {227, 781} tii[46,151] := {716} tii[46,152] := {717} tii[46,153] := {414} tii[46,154] := {374} tii[46,155] := {229, 829} tii[46,156] := {680} tii[46,157] := {91, 718} tii[46,158] := {503} tii[46,159] := {192} tii[46,160] := {151, 741} tii[46,161] := {661} tii[46,162] := {506} tii[46,163] := {188, 813} tii[46,164] := {465} tii[46,165] := {621} tii[46,166] := {665} tii[46,167] := {336} tii[46,168] := {471} tii[46,169] := {119, 695} tii[46,170] := {334, 335} tii[46,171] := {216, 217, 693, 786} tii[46,172] := {603, 707} tii[46,173] := {608} tii[46,174] := {247, 248, 788, 825} tii[46,175] := {553} tii[46,176] := {166, 167, 637, 737} tii[46,177] := {453, 454} tii[46,178] := {308, 309, 753, 807} tii[46,179] := {659} tii[46,180] := {283} tii[46,181] := {284} tii[46,182] := {50, 660} tii[46,183] := {558} tii[46,184] := {550} tii[46,185] := {379} tii[46,186] := {592} tii[46,187] := {378} tii[46,188] := {549} tii[46,189] := {139, 803} tii[46,190] := {30, 593} tii[46,191] := {242} tii[46,192] := {482} tii[46,193] := {142, 143, 630, 748} tii[46,194] := {422, 423} tii[46,195] := {56, 57, 524, 647} tii[46,196] := {523, 646} tii[46,197] := {473} tii[46,198] := {474} tii[46,199] := {203, 204, 773, 819} tii[46,200] := {396, 556} tii[46,201] := {534, 535} tii[46,202] := {221, 222, 705, 780} tii[46,203] := {518} tii[46,204] := {287} tii[46,205] := {508, 509} tii[46,206] := {303} tii[46,207] := {87, 215, 560, 729} tii[46,208] := {251, 252, 789, 831} tii[46,209] := {220, 390} tii[46,210] := {441, 580} tii[46,211] := {49, 153, 486, 674} tii[46,212] := {610, 611} tii[46,213] := {146, 310, 643, 761} tii[46,214] := {388} tii[46,215] := {365, 541} tii[46,216] := {225, 391, 711, 712} tii[46,217] := {412} tii[46,218] := {230, 782} tii[46,219] := {655} tii[46,220] := {121} tii[46,221] := {323} tii[46,222] := {385} tii[46,223] := {189, 745} tii[46,224] := {416} tii[46,225] := {594} tii[46,226] := {240, 241} tii[46,227] := {249, 250, 698, 777} tii[46,228] := {528} tii[46,229] := {362, 363} tii[46,230] := {628} tii[46,231] := {231} tii[46,232] := {195} tii[46,233] := {33, 586} tii[46,234] := {469} tii[46,235] := {561} tii[46,236] := {286} tii[46,237] := {116, 723} tii[46,238] := {514} tii[46,239] := {202} tii[46,240] := {326} tii[46,241] := {19, 513} tii[46,242] := {96, 97, 559, 697} tii[46,243] := {330, 331} tii[46,244] := {484, 626} tii[46,245] := {387} tii[46,246] := {162, 163, 671, 756} tii[46,247] := {444} tii[46,248] := {41, 42, 438, 576} tii[46,249] := {449, 450} tii[46,250] := {179, 180, 642, 739} tii[46,251] := {483} tii[46,252] := {233} tii[46,253] := {420, 421} tii[46,254] := {53, 156, 481, 669} tii[46,255] := {244} tii[46,256] := {218, 219, 700, 790} tii[46,257] := {23, 126, 400, 607} tii[46,258] := {532, 533} tii[46,259] := {401, 557} tii[46,260] := {175, 316} tii[46,261] := {113, 266, 574, 713} tii[46,262] := {356} tii[46,263] := {311, 496} tii[46,264] := {185, 317, 649, 650} tii[46,265] := {124} tii[46,266] := {47, 591} tii[46,267] := {383} tii[46,268] := {198} tii[46,269] := {236, 237} tii[46,270] := {79, 80, 522, 645} tii[46,271] := {298} tii[46,272] := {358, 359} tii[46,273] := {338} tii[46,274] := {128} tii[46,275] := {328, 329} tii[46,276] := {98, 235, 394, 602} tii[46,277] := {109, 110, 565, 702} tii[46,278] := {258, 408} tii[46,279] := {446, 447} tii[46,280] := {210} tii[46,281] := {64, 196, 306, 527} tii[46,282] := {181, 364, 490, 654} tii[46,283] := {183, 369} tii[46,284] := {269, 409, 578, 579} tii[46,285] := {234, 419} tii[46,286] := {111, 278, 399, 569} tii[46,287] := {357, 531} tii[46,288] := {367, 495, 497, 651} tii[46,289] := {211} tii[46,290] := {281} tii[46,291] := {214} tii[46,292] := {295, 296} tii[46,293] := {373} tii[46,294] := {45, 799} tii[46,295] := {462} tii[46,296] := {72, 767} tii[46,297] := {735} tii[46,298] := {321} tii[46,299] := {547} tii[46,300] := {684} tii[46,301] := {48, 724} tii[46,302] := {274} tii[46,303] := {625} tii[46,304] := {81, 82, 672, 757} tii[46,305] := {341, 342} tii[46,306] := {375} tii[46,307] := {34, 720} tii[46,308] := {466} tii[46,309] := {20, 663} tii[46,310] := {622} tii[46,311] := {212} tii[46,312] := {43, 44, 605, 709} tii[46,313] := {554} tii[46,314] := {291, 292} tii[46,315] := {380} tii[46,316] := {5, 600} tii[46,317] := {347, 348} tii[46,318] := {16, 17, 525, 652} tii[46,319] := {475} tii[46,320] := {2, 38, 455, 615} tii[46,321] := {190} tii[46,322] := {150, 811} tii[46,323] := {413} tii[46,324] := {282} tii[46,325] := {617} tii[46,326] := {118, 785} tii[46,327] := {371} tii[46,328] := {377} tii[46,329] := {548} tii[46,330] := {164, 165, 749, 806} tii[46,331] := {435, 436} tii[46,332] := {472} tii[46,333] := {415} tii[46,334] := {194} tii[46,335] := {51, 742} tii[46,336] := {585} tii[46,337] := {285} tii[46,338] := {512} tii[46,339] := {468} tii[46,340] := {84, 770} tii[46,341] := {272} tii[46,342] := {507} tii[46,343] := {31, 696} tii[46,344] := {666} tii[46,345] := {386} tii[46,346] := {437, 575} tii[46,347] := {58, 59, 638, 738} tii[46,348] := {609} tii[46,349] := {130, 131, 731, 795} tii[46,350] := {339, 340} tii[46,351] := {433} tii[46,352] := {199} tii[46,353] := {418} tii[46,354] := {11, 634} tii[46,355] := {168, 169, 750, 816} tii[46,356] := {397, 398} tii[46,357] := {353, 498} tii[46,358] := {26, 27, 568, 688} tii[46,359] := {299} tii[46,360] := {530} tii[46,361] := {267, 458} tii[46,362] := {7, 55, 491, 648} tii[46,363] := {123} tii[46,364] := {46, 725} tii[46,365] := {197} tii[46,366] := {213} tii[46,367] := {382} tii[46,368] := {77, 78, 673, 758} tii[46,369] := {293, 294} tii[46,370] := {297} tii[46,371] := {337} tii[46,372] := {381} tii[46,373] := {127} tii[46,374] := {3, 601} tii[46,375] := {107, 108, 701, 791} tii[46,376] := {349, 350} tii[46,377] := {257, 407} tii[46,378] := {12, 13, 526, 653} tii[46,379] := {209} tii[46,380] := {476} tii[46,381] := {182, 368} tii[46,382] := {0, 36, 456, 616} tii[46,383] := {73} tii[46,384] := {60, 61, 640, 752} tii[46,385] := {439, 440} tii[46,386] := {136} tii[46,387] := {8, 75, 492, 678} tii[46,388] := {114, 270} tii[46,389] := {322} tii[46,390] := {276} tii[46,391] := {343, 344} tii[46,392] := {324} tii[46,393] := {92, 692} tii[46,394] := {417} tii[46,395] := {595} tii[46,396] := {69, 633} tii[46,397] := {186} tii[46,398] := {529} tii[46,399] := {105, 106, 564, 687} tii[46,400] := {245, 246} tii[46,401] := {327} tii[46,402] := {35, 562} tii[46,403] := {304, 305} tii[46,404] := {65, 66, 487, 627} tii[46,405] := {445} tii[46,406] := {28, 100, 404, 577} tii[46,407] := {152} tii[46,408] := {68, 662} tii[46,409] := {140} tii[46,410] := {232} tii[46,411] := {430} tii[46,412] := {103, 104, 604, 708} tii[46,413] := {205, 206} tii[46,414] := {355} tii[46,415] := {288} tii[46,416] := {10, 519} tii[46,417] := {395} tii[46,418] := {154} tii[46,419] := {253, 254} tii[46,420] := {144, 145, 639, 751} tii[46,421] := {24, 25, 442, 581} tii[46,422] := {307, 477} tii[46,423] := {389} tii[46,424] := {259} tii[46,425] := {223, 406} tii[46,426] := {6, 54, 366, 542} tii[46,427] := {93} tii[46,428] := {88, 89, 566, 703} tii[46,429] := {351, 352} tii[46,430] := {176} tii[46,431] := {21, 99, 405, 614} tii[46,432] := {147, 313} tii[46,433] := {85} tii[46,434] := {132, 133} tii[46,435] := {200} tii[46,436] := {4, 434} tii[46,437] := {170, 171} tii[46,438] := {300} tii[46,439] := {14, 15, 354, 499} tii[46,440] := {1, 37, 268, 459} tii[46,441] := {74} tii[46,442] := {62, 63, 485, 641} tii[46,443] := {255, 256} tii[46,444] := {137} tii[46,445] := {9, 76, 312, 540} tii[46,446] := {115, 271} tii[46,447] := {172, 173} tii[46,448] := {29, 129, 224, 457} cell#30 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {330} tii[48,2] := {316} tii[48,3] := {245, 342} tii[48,4] := {298, 347} tii[48,5] := {315, 349} tii[48,6] := {318} tii[48,7] := {276} tii[48,8] := {293} tii[48,9] := {204} tii[48,10] := {205, 334} tii[48,11] := {115, 269} tii[48,12] := {270, 344} tii[48,13] := {151, 291} tii[48,14] := {292, 348} tii[48,15] := {303} tii[48,16] := {263} tii[48,17] := {280} tii[48,18] := {180} tii[48,19] := {157, 323} tii[48,20] := {251} tii[48,21] := {214} tii[48,22] := {96, 253} tii[48,23] := {232, 339} tii[48,24] := {174, 249} tii[48,25] := {135, 281} tii[48,26] := {262, 346} tii[48,27] := {241} tii[48,28] := {111, 317} tii[48,29] := {202} tii[48,30] := {158} tii[48,31] := {44, 268} tii[48,32] := {187, 335} tii[48,33] := {119, 194} tii[48,34] := {69, 290} tii[48,35] := {224, 343} tii[48,36] := {89, 294} tii[48,37] := {58, 267} tii[48,38] := {165, 324} tii[48,39] := {85, 289} tii[48,40] := {34, 234} tii[48,41] := {201, 337} tii[48,42] := {118, 306} tii[48,43] := {83, 285} tii[48,44] := {154, 329} tii[48,45] := {105, 338} tii[48,46] := {301} tii[48,47] := {244} tii[48,48] := {162, 297} tii[48,49] := {198, 314} tii[48,50] := {319} tii[48,51] := {242} tii[48,52] := {156} tii[48,53] := {302} tii[48,54] := {265} tii[48,55] := {279} tii[48,56] := {74, 231} tii[48,57] := {183, 309} tii[48,58] := {248, 299} tii[48,59] := {106, 261} tii[48,60] := {220, 322} tii[48,61] := {212} tii[48,62] := {295} tii[48,63] := {110} tii[48,64] := {171} tii[48,65] := {266} tii[48,66] := {130} tii[48,67] := {163, 326} tii[48,68] := {43, 186} tii[48,69] := {233, 288} tii[48,70] := {92, 169} tii[48,71] := {199, 333} tii[48,72] := {68, 223} tii[48,73] := {88} tii[48,74] := {57} tii[48,75] := {208, 336} tii[48,76] := {21, 164} tii[48,77] := {33, 84} tii[48,78] := {240, 341} tii[48,79] := {41, 200} tii[48,80] := {168, 327} tii[48,81] := {13, 117} tii[48,82] := {273, 345} tii[48,83] := {3, 82} tii[48,84] := {29, 153} tii[48,85] := {11, 104} tii[48,86] := {300} tii[48,87] := {226} tii[48,88] := {277} tii[48,89] := {246} tii[48,90] := {138, 283} tii[48,91] := {209, 274} tii[48,92] := {178, 305} tii[48,93] := {250} tii[48,94] := {264} tii[48,95] := {213} tii[48,96] := {243} tii[48,97] := {136} tii[48,98] := {173} tii[48,99] := {206} tii[48,100] := {227} tii[48,101] := {116, 308} tii[48,102] := {63, 215} tii[48,103] := {132, 211} tii[48,104] := {188, 256} tii[48,105] := {166, 238} tii[48,106] := {152, 321} tii[48,107] := {94, 252} tii[48,108] := {172} tii[48,109] := {109} tii[48,110] := {131} tii[48,111] := {160} tii[48,112] := {161, 325} tii[48,113] := {71} tii[48,114] := {37, 185} tii[48,115] := {93, 170} tii[48,116] := {121, 196} tii[48,117] := {46, 100} tii[48,118] := {197, 332} tii[48,119] := {122, 310} tii[48,120] := {62, 222} tii[48,121] := {91} tii[48,122] := {20, 139} tii[48,123] := {80, 236} tii[48,124] := {237, 340} tii[48,125] := {61, 128} tii[48,126] := {7, 99} tii[48,127] := {40, 179} tii[48,128] := {36, 86} tii[48,129] := {19, 134} tii[48,130] := {225} tii[48,131] := {181} tii[48,132] := {75, 282} tii[48,133] := {140, 217} tii[48,134] := {107, 304} tii[48,135] := {155} tii[48,136] := {112} tii[48,137] := {137} tii[48,138] := {114, 307} tii[48,139] := {22, 230} tii[48,140] := {77, 147} tii[48,141] := {97, 176} tii[48,142] := {149, 320} tii[48,143] := {79, 284} tii[48,144] := {42, 260} tii[48,145] := {76} tii[48,146] := {14, 184} tii[48,147] := {65, 216} tii[48,148] := {193, 331} tii[48,149] := {4, 143} tii[48,150] := {51, 108} tii[48,151] := {30, 221} tii[48,152] := {26, 67} tii[48,153] := {12, 177} tii[48,154] := {73, 296} tii[48,155] := {102, 313} tii[48,156] := {48, 271} tii[48,157] := {32, 229} tii[48,158] := {24, 235} tii[48,159] := {146, 328} tii[48,160] := {56, 259} tii[48,161] := {16, 190} tii[48,162] := {28, 219} tii[48,163] := {6, 150} tii[48,164] := {126, 311} tii[48,165] := {53, 257} tii[48,166] := {278} tii[48,167] := {247} tii[48,168] := {210, 275} tii[48,169] := {207} tii[48,170] := {167, 239} tii[48,171] := {123, 272} tii[48,172] := {203} tii[48,173] := {159} tii[48,174] := {120, 195} tii[48,175] := {129} tii[48,176] := {90} tii[48,177] := {113} tii[48,178] := {228} tii[48,179] := {60, 127} tii[48,180] := {189, 258} tii[48,181] := {78, 148} tii[48,182] := {59} tii[48,183] := {49, 192} tii[48,184] := {142, 287} tii[48,185] := {35, 87} tii[48,186] := {17, 54} tii[48,187] := {72} tii[48,188] := {47, 101} tii[48,189] := {31} tii[48,190] := {124, 312} tii[48,191] := {23, 145} tii[48,192] := {15, 55} tii[48,193] := {5, 27} tii[48,194] := {8, 125} tii[48,195] := {0, 52} tii[48,196] := {182} tii[48,197] := {141, 218} tii[48,198] := {98, 255} tii[48,199] := {95} tii[48,200] := {64, 133} tii[48,201] := {45} tii[48,202] := {81, 286} tii[48,203] := {38, 175} tii[48,204] := {25, 70} tii[48,205] := {10, 39} tii[48,206] := {18, 144} tii[48,207] := {2, 66} tii[48,208] := {50, 254} tii[48,209] := {9, 191} tii[48,210] := {1, 103} cell#31 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {189} tii[40,2] := {211} tii[40,3] := {221} tii[40,4] := {223} tii[40,5] := {173} tii[40,6] := {117} tii[40,7] := {203} tii[40,8] := {158} tii[40,9] := {217} tii[40,10] := {178} tii[40,11] := {222} tii[40,12] := {154} tii[40,13] := {104} tii[40,14] := {193} tii[40,15] := {146} tii[40,16] := {67} tii[40,17] := {212} tii[40,18] := {171} tii[40,19] := {87} tii[40,20] := {219} tii[40,21] := {129} tii[40,22] := {180} tii[40,23] := {103} tii[40,24] := {81} tii[40,25] := {145} tii[40,26] := {205} tii[40,27] := {58} tii[40,28] := {101} tii[40,29] := {170} tii[40,30] := {215} tii[40,31] := {174} tii[40,32] := {157} tii[40,33] := {201} tii[40,34] := {177} tii[40,35] := {137} tii[40,36] := {210} tii[40,37] := {209} tii[40,38] := {202} tii[40,39] := {216} tii[40,40] := {220} tii[40,41] := {144} tii[40,42] := {176} tii[40,43] := {191} tii[40,44] := {90} tii[40,45] := {156} tii[40,46] := {118} tii[40,47] := {133} tii[40,48] := {183} tii[40,49] := {141} tii[40,50] := {162} tii[40,51] := {200} tii[40,52] := {175} tii[40,53] := {65} tii[40,54] := {159} tii[40,55] := {195} tii[40,56] := {105} tii[40,57] := {33} tii[40,58] := {172} tii[40,59] := {136} tii[40,60] := {139} tii[40,61] := {208} tii[40,62] := {50} tii[40,63] := {44} tii[40,64] := {27} tii[40,65] := {204} tii[40,66] := {80} tii[40,67] := {41} tii[40,68] := {14} tii[40,69] := {214} tii[40,70] := {114} tii[40,71] := {196} tii[40,72] := {66} tii[40,73] := {218} tii[40,74] := {49} tii[40,75] := {95} tii[40,76] := {121} tii[40,77] := {131} tii[40,78] := {91} tii[40,79] := {166} tii[40,80] := {115} tii[40,81] := {188} tii[40,82] := {155} tii[40,83] := {77} tii[40,84] := {134} tii[40,85] := {72} tii[40,86] := {182} tii[40,87] := {122} tii[40,88] := {45} tii[40,89] := {109} tii[40,90] := {152} tii[40,91] := {96} tii[40,92] := {199} tii[40,93] := {150} tii[40,94] := {62} tii[40,95] := {55} tii[40,96] := {92} tii[40,97] := {194} tii[40,98] := {36} tii[40,99] := {28} tii[40,100] := {98} tii[40,101] := {116} tii[40,102] := {70} tii[40,103] := {22} tii[40,104] := {53} tii[40,105] := {42} tii[40,106] := {207} tii[40,107] := {126} tii[40,108] := {184} tii[40,109] := {12} tii[40,110] := {79} tii[40,111] := {138} tii[40,112] := {213} tii[40,113] := {5} tii[40,114] := {60} tii[40,115] := {25} tii[40,116] := {113} tii[40,117] := {16} tii[40,118] := {143} tii[40,119] := {130} tii[40,120] := {107} tii[40,121] := {165} tii[40,122] := {127} tii[40,123] := {83} tii[40,124] := {187} tii[40,125] := {78} tii[40,126] := {57} tii[40,127] := {82} tii[40,128] := {181} tii[40,129] := {123} tii[40,130] := {39} tii[40,131] := {76} tii[40,132] := {102} tii[40,133] := {59} tii[40,134] := {198} tii[40,135] := {167} tii[40,136] := {151} tii[40,137] := {37} tii[40,138] := {106} tii[40,139] := {125} tii[40,140] := {47} tii[40,141] := {206} tii[40,142] := {86} tii[40,143] := {23} tii[40,144] := {54} tii[40,145] := {140} tii[40,146] := {43} tii[40,147] := {11} tii[40,148] := {163} tii[40,149] := {164} tii[40,150] := {186} tii[40,151] := {147} tii[40,152] := {132} tii[40,153] := {124} tii[40,154] := {197} tii[40,155] := {161} tii[40,156] := {111} tii[40,157] := {179} tii[40,158] := {88} tii[40,159] := {190} tii[40,160] := {192} tii[40,161] := {97} tii[40,162] := {120} tii[40,163] := {119} tii[40,164] := {142} tii[40,165] := {94} tii[40,166] := {160} tii[40,167] := {51} tii[40,168] := {71} tii[40,169] := {68} tii[40,170] := {135} tii[40,171] := {19} tii[40,172] := {89} tii[40,173] := {32} tii[40,174] := {153} tii[40,175] := {110} tii[40,176] := {48} tii[40,177] := {7} tii[40,178] := {93} tii[40,179] := {112} tii[40,180] := {169} tii[40,181] := {3} tii[40,182] := {18} tii[40,183] := {9} tii[40,184] := {46} tii[40,185] := {63} tii[40,186] := {30} tii[40,187] := {13} tii[40,188] := {85} tii[40,189] := {185} tii[40,190] := {26} tii[40,191] := {6} tii[40,192] := {20} tii[40,193] := {17} tii[40,194] := {2} tii[40,195] := {61} tii[40,196] := {31} tii[40,197] := {108} tii[40,198] := {128} tii[40,199] := {84} tii[40,200] := {69} tii[40,201] := {149} tii[40,202] := {56} tii[40,203] := {75} tii[40,204] := {38} tii[40,205] := {21} tii[40,206] := {52} tii[40,207] := {168} tii[40,208] := {99} tii[40,209] := {29} tii[40,210] := {10} tii[40,211] := {35} tii[40,212] := {24} tii[40,213] := {4} tii[40,214] := {15} tii[40,215] := {74} tii[40,216] := {1} tii[40,217] := {40} tii[40,218] := {148} tii[40,219] := {100} tii[40,220] := {64} tii[40,221] := {73} tii[40,222] := {34} tii[40,223] := {8} tii[40,224] := {0} cell#32 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {330} tii[48,2] := {316} tii[48,3] := {245, 342} tii[48,4] := {298, 347} tii[48,5] := {315, 349} tii[48,6] := {318} tii[48,7] := {276} tii[48,8] := {293} tii[48,9] := {204} tii[48,10] := {205, 334} tii[48,11] := {115, 269} tii[48,12] := {270, 344} tii[48,13] := {151, 291} tii[48,14] := {292, 348} tii[48,15] := {303} tii[48,16] := {263} tii[48,17] := {280} tii[48,18] := {180} tii[48,19] := {157, 323} tii[48,20] := {251} tii[48,21] := {214} tii[48,22] := {96, 253} tii[48,23] := {232, 339} tii[48,24] := {174, 249} tii[48,25] := {135, 281} tii[48,26] := {262, 346} tii[48,27] := {241} tii[48,28] := {111, 317} tii[48,29] := {202} tii[48,30] := {158} tii[48,31] := {44, 268} tii[48,32] := {187, 335} tii[48,33] := {119, 194} tii[48,34] := {69, 290} tii[48,35] := {224, 343} tii[48,36] := {89, 294} tii[48,37] := {58, 267} tii[48,38] := {165, 324} tii[48,39] := {85, 289} tii[48,40] := {34, 234} tii[48,41] := {201, 337} tii[48,42] := {118, 306} tii[48,43] := {83, 285} tii[48,44] := {154, 329} tii[48,45] := {105, 338} tii[48,46] := {301} tii[48,47] := {244} tii[48,48] := {162, 297} tii[48,49] := {198, 314} tii[48,50] := {319} tii[48,51] := {242} tii[48,52] := {156} tii[48,53] := {302} tii[48,54] := {265} tii[48,55] := {279} tii[48,56] := {74, 231} tii[48,57] := {183, 309} tii[48,58] := {248, 299} tii[48,59] := {106, 261} tii[48,60] := {220, 322} tii[48,61] := {212} tii[48,62] := {295} tii[48,63] := {110} tii[48,64] := {171} tii[48,65] := {266} tii[48,66] := {130} tii[48,67] := {163, 326} tii[48,68] := {43, 186} tii[48,69] := {233, 288} tii[48,70] := {92, 169} tii[48,71] := {199, 333} tii[48,72] := {68, 223} tii[48,73] := {88} tii[48,74] := {57} tii[48,75] := {208, 336} tii[48,76] := {21, 164} tii[48,77] := {33, 84} tii[48,78] := {240, 341} tii[48,79] := {41, 200} tii[48,80] := {168, 327} tii[48,81] := {13, 117} tii[48,82] := {273, 345} tii[48,83] := {3, 82} tii[48,84] := {29, 153} tii[48,85] := {11, 104} tii[48,86] := {300} tii[48,87] := {226} tii[48,88] := {277} tii[48,89] := {246} tii[48,90] := {138, 283} tii[48,91] := {209, 274} tii[48,92] := {178, 305} tii[48,93] := {250} tii[48,94] := {264} tii[48,95] := {213} tii[48,96] := {243} tii[48,97] := {136} tii[48,98] := {173} tii[48,99] := {206} tii[48,100] := {227} tii[48,101] := {116, 308} tii[48,102] := {63, 215} tii[48,103] := {132, 211} tii[48,104] := {188, 256} tii[48,105] := {166, 238} tii[48,106] := {152, 321} tii[48,107] := {94, 252} tii[48,108] := {172} tii[48,109] := {109} tii[48,110] := {131} tii[48,111] := {160} tii[48,112] := {161, 325} tii[48,113] := {71} tii[48,114] := {37, 185} tii[48,115] := {93, 170} tii[48,116] := {121, 196} tii[48,117] := {46, 100} tii[48,118] := {197, 332} tii[48,119] := {122, 310} tii[48,120] := {62, 222} tii[48,121] := {91} tii[48,122] := {20, 139} tii[48,123] := {80, 236} tii[48,124] := {237, 340} tii[48,125] := {61, 128} tii[48,126] := {7, 99} tii[48,127] := {40, 179} tii[48,128] := {36, 86} tii[48,129] := {19, 134} tii[48,130] := {225} tii[48,131] := {181} tii[48,132] := {75, 282} tii[48,133] := {140, 217} tii[48,134] := {107, 304} tii[48,135] := {155} tii[48,136] := {112} tii[48,137] := {137} tii[48,138] := {114, 307} tii[48,139] := {22, 230} tii[48,140] := {77, 147} tii[48,141] := {97, 176} tii[48,142] := {149, 320} tii[48,143] := {79, 284} tii[48,144] := {42, 260} tii[48,145] := {76} tii[48,146] := {14, 184} tii[48,147] := {65, 216} tii[48,148] := {193, 331} tii[48,149] := {4, 143} tii[48,150] := {51, 108} tii[48,151] := {30, 221} tii[48,152] := {26, 67} tii[48,153] := {12, 177} tii[48,154] := {73, 296} tii[48,155] := {102, 313} tii[48,156] := {48, 271} tii[48,157] := {32, 229} tii[48,158] := {24, 235} tii[48,159] := {146, 328} tii[48,160] := {56, 259} tii[48,161] := {16, 190} tii[48,162] := {28, 219} tii[48,163] := {6, 150} tii[48,164] := {126, 311} tii[48,165] := {53, 257} tii[48,166] := {278} tii[48,167] := {247} tii[48,168] := {210, 275} tii[48,169] := {207} tii[48,170] := {167, 239} tii[48,171] := {123, 272} tii[48,172] := {203} tii[48,173] := {159} tii[48,174] := {120, 195} tii[48,175] := {129} tii[48,176] := {90} tii[48,177] := {113} tii[48,178] := {228} tii[48,179] := {60, 127} tii[48,180] := {189, 258} tii[48,181] := {78, 148} tii[48,182] := {59} tii[48,183] := {49, 192} tii[48,184] := {142, 287} tii[48,185] := {35, 87} tii[48,186] := {17, 54} tii[48,187] := {72} tii[48,188] := {47, 101} tii[48,189] := {31} tii[48,190] := {124, 312} tii[48,191] := {23, 145} tii[48,192] := {15, 55} tii[48,193] := {5, 27} tii[48,194] := {8, 125} tii[48,195] := {0, 52} tii[48,196] := {182} tii[48,197] := {141, 218} tii[48,198] := {98, 255} tii[48,199] := {95} tii[48,200] := {64, 133} tii[48,201] := {45} tii[48,202] := {81, 286} tii[48,203] := {38, 175} tii[48,204] := {25, 70} tii[48,205] := {10, 39} tii[48,206] := {18, 144} tii[48,207] := {2, 66} tii[48,208] := {50, 254} tii[48,209] := {9, 191} tii[48,210] := {1, 103} cell#33 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {189} tii[40,2] := {211} tii[40,3] := {221} tii[40,4] := {223} tii[40,5] := {173} tii[40,6] := {117} tii[40,7] := {203} tii[40,8] := {158} tii[40,9] := {217} tii[40,10] := {178} tii[40,11] := {222} tii[40,12] := {154} tii[40,13] := {104} tii[40,14] := {193} tii[40,15] := {146} tii[40,16] := {67} tii[40,17] := {212} tii[40,18] := {171} tii[40,19] := {87} tii[40,20] := {219} tii[40,21] := {129} tii[40,22] := {180} tii[40,23] := {103} tii[40,24] := {81} tii[40,25] := {145} tii[40,26] := {205} tii[40,27] := {58} tii[40,28] := {101} tii[40,29] := {170} tii[40,30] := {215} tii[40,31] := {174} tii[40,32] := {157} tii[40,33] := {201} tii[40,34] := {177} tii[40,35] := {137} tii[40,36] := {210} tii[40,37] := {209} tii[40,38] := {202} tii[40,39] := {216} tii[40,40] := {220} tii[40,41] := {144} tii[40,42] := {176} tii[40,43] := {191} tii[40,44] := {90} tii[40,45] := {156} tii[40,46] := {118} tii[40,47] := {133} tii[40,48] := {183} tii[40,49] := {141} tii[40,50] := {162} tii[40,51] := {200} tii[40,52] := {175} tii[40,53] := {65} tii[40,54] := {159} tii[40,55] := {195} tii[40,56] := {105} tii[40,57] := {33} tii[40,58] := {172} tii[40,59] := {136} tii[40,60] := {139} tii[40,61] := {208} tii[40,62] := {50} tii[40,63] := {44} tii[40,64] := {27} tii[40,65] := {204} tii[40,66] := {80} tii[40,67] := {41} tii[40,68] := {14} tii[40,69] := {214} tii[40,70] := {114} tii[40,71] := {196} tii[40,72] := {66} tii[40,73] := {218} tii[40,74] := {49} tii[40,75] := {95} tii[40,76] := {121} tii[40,77] := {131} tii[40,78] := {91} tii[40,79] := {166} tii[40,80] := {115} tii[40,81] := {188} tii[40,82] := {155} tii[40,83] := {77} tii[40,84] := {134} tii[40,85] := {72} tii[40,86] := {182} tii[40,87] := {122} tii[40,88] := {45} tii[40,89] := {109} tii[40,90] := {152} tii[40,91] := {96} tii[40,92] := {199} tii[40,93] := {150} tii[40,94] := {62} tii[40,95] := {55} tii[40,96] := {92} tii[40,97] := {194} tii[40,98] := {36} tii[40,99] := {28} tii[40,100] := {98} tii[40,101] := {116} tii[40,102] := {70} tii[40,103] := {22} tii[40,104] := {53} tii[40,105] := {42} tii[40,106] := {207} tii[40,107] := {126} tii[40,108] := {184} tii[40,109] := {12} tii[40,110] := {79} tii[40,111] := {138} tii[40,112] := {213} tii[40,113] := {5} tii[40,114] := {60} tii[40,115] := {25} tii[40,116] := {113} tii[40,117] := {16} tii[40,118] := {143} tii[40,119] := {130} tii[40,120] := {107} tii[40,121] := {165} tii[40,122] := {127} tii[40,123] := {83} tii[40,124] := {187} tii[40,125] := {78} tii[40,126] := {57} tii[40,127] := {82} tii[40,128] := {181} tii[40,129] := {123} tii[40,130] := {39} tii[40,131] := {76} tii[40,132] := {102} tii[40,133] := {59} tii[40,134] := {198} tii[40,135] := {167} tii[40,136] := {151} tii[40,137] := {37} tii[40,138] := {106} tii[40,139] := {125} tii[40,140] := {47} tii[40,141] := {206} tii[40,142] := {86} tii[40,143] := {23} tii[40,144] := {54} tii[40,145] := {140} tii[40,146] := {43} tii[40,147] := {11} tii[40,148] := {163} tii[40,149] := {164} tii[40,150] := {186} tii[40,151] := {147} tii[40,152] := {132} tii[40,153] := {124} tii[40,154] := {197} tii[40,155] := {161} tii[40,156] := {111} tii[40,157] := {179} tii[40,158] := {88} tii[40,159] := {190} tii[40,160] := {192} tii[40,161] := {97} tii[40,162] := {120} tii[40,163] := {119} tii[40,164] := {142} tii[40,165] := {94} tii[40,166] := {160} tii[40,167] := {51} tii[40,168] := {71} tii[40,169] := {68} tii[40,170] := {135} tii[40,171] := {19} tii[40,172] := {89} tii[40,173] := {32} tii[40,174] := {153} tii[40,175] := {110} tii[40,176] := {48} tii[40,177] := {7} tii[40,178] := {93} tii[40,179] := {112} tii[40,180] := {169} tii[40,181] := {3} tii[40,182] := {18} tii[40,183] := {9} tii[40,184] := {46} tii[40,185] := {63} tii[40,186] := {30} tii[40,187] := {13} tii[40,188] := {85} tii[40,189] := {185} tii[40,190] := {26} tii[40,191] := {6} tii[40,192] := {20} tii[40,193] := {17} tii[40,194] := {2} tii[40,195] := {61} tii[40,196] := {31} tii[40,197] := {108} tii[40,198] := {128} tii[40,199] := {84} tii[40,200] := {69} tii[40,201] := {149} tii[40,202] := {56} tii[40,203] := {75} tii[40,204] := {38} tii[40,205] := {21} tii[40,206] := {52} tii[40,207] := {168} tii[40,208] := {99} tii[40,209] := {29} tii[40,210] := {10} tii[40,211] := {35} tii[40,212] := {24} tii[40,213] := {4} tii[40,214] := {15} tii[40,215] := {74} tii[40,216] := {1} tii[40,217] := {40} tii[40,218] := {148} tii[40,219] := {100} tii[40,220] := {64} tii[40,221] := {73} tii[40,222] := {34} tii[40,223] := {8} tii[40,224] := {0} cell#34 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1441} tii[38,2] := {1230, 1530} tii[38,3] := {1489, 1547} tii[38,4] := {412, 1561} tii[38,5] := {1367} tii[38,6] := {1062} tii[38,7] := {466, 730, 1507, 1601} tii[38,8] := {1119, 1482} tii[38,9] := {688, 1136} tii[38,10] := {1421, 1508} tii[38,11] := {740, 969, 1565, 1608} tii[38,12] := {916, 1104, 1585, 1609} tii[38,13] := {411, 1480} tii[38,14] := {1278} tii[38,15] := {415, 1329} tii[38,16] := {465, 729, 1381, 1573} tii[38,17] := {1061} tii[38,18] := {995, 1414} tii[38,19] := {817} tii[38,20] := {618, 1135} tii[38,21] := {1337, 1456} tii[38,22] := {424, 610, 1137, 1457} tii[38,23] := {739, 968, 1499, 1596} tii[38,24] := {573, 786, 1223, 1505} tii[38,25] := {915, 1103, 1540, 1603} tii[38,26] := {1368} tii[38,27] := {464, 806, 1197, 1532} tii[38,28] := {863, 1371} tii[38,29] := {1279} tii[38,30] := {617, 1186} tii[38,31] := {1242, 1422} tii[38,32] := {1181} tii[38,33] := {258, 813, 970, 1423} tii[38,34] := {738, 1009, 1375, 1578} tii[38,35] := {1077, 1268} tii[38,36] := {392, 964, 1086, 1473} tii[38,37] := {914, 1163, 1448, 1590} tii[38,38] := {997, 1444} tii[38,39] := {1339, 1340} tii[38,40] := {883, 1374} tii[38,41] := {1004, 1005, 1202, 1536} tii[38,42] := {758, 984, 1290, 1440} tii[38,43] := {1158, 1159, 1315, 1560} tii[38,44] := {1426, 1427} tii[38,45] := {1353, 1354, 1476, 1477} tii[38,46] := {538} tii[38,47] := {595, 865} tii[38,48] := {1178} tii[38,49] := {819, 1244} tii[38,50] := {875, 1091} tii[38,51] := {1043, 1217} tii[38,52] := {299, 1528} tii[38,53] := {671} tii[38,54] := {675} tii[38,55] := {350, 596, 1452, 1591} tii[38,56] := {166, 1415} tii[38,57] := {1281} tii[38,58] := {728, 996} tii[38,59] := {937} tii[38,60] := {1072} tii[38,61] := {885, 1338} tii[38,62] := {682, 876} tii[38,63] := {558, 1015} tii[38,64] := {607, 842, 1538, 1604} tii[38,65] := {137, 321, 1245, 1511} tii[38,66] := {1008, 1201} tii[38,67] := {835, 1044} tii[38,68] := {783, 979, 1566, 1607} tii[38,69] := {241, 409, 1323, 1545} tii[38,70] := {1162, 1314} tii[38,71] := {803} tii[38,72] := {206, 1498} tii[38,73] := {1370} tii[38,74] := {207, 1121} tii[38,75] := {251, 467, 1382, 1583} tii[38,76] := {935} tii[38,77] := {132, 1443} tii[38,78] := {861, 1118} tii[38,79] := {807} tii[38,80] := {557} tii[38,81] := {1286} tii[38,82] := {1065} tii[38,83] := {80, 1373} tii[38,84] := {604, 1128} tii[38,85] := {109, 263, 1205, 1535} tii[38,86] := {1014, 1420} tii[38,87] := {433, 886} tii[38,88] := {213, 363, 888, 1304} tii[38,89] := {478, 712, 1500, 1602} tii[38,90] := {1131, 1298} tii[38,91] := {1192} tii[38,92] := {44, 125, 1289, 1439} tii[38,93] := {780, 1264} tii[38,94] := {191, 348, 1294, 1559} tii[38,95] := {337, 521, 989, 1380} tii[38,96] := {652, 849, 1541, 1606} tii[38,97] := {1267, 1396} tii[38,98] := {993, 1229} tii[38,99] := {169, 417, 1328, 1562} tii[38,100] := {939} tii[38,101] := {1132, 1488} tii[38,102] := {107, 319, 1238, 1533} tii[38,103] := {866, 1331} tii[38,104] := {814} tii[38,105] := {77, 427, 623, 1142} tii[38,106] := {362, 614, 1454, 1593} tii[38,107] := {320, 820} tii[38,108] := {1237, 1384} tii[38,109] := {189, 403, 1316, 1557} tii[38,110] := {1034, 1437} tii[38,111] := {65, 229, 1143, 1494} tii[38,112] := {692, 922} tii[38,113] := {157, 576, 725, 1228} tii[38,114] := {1361, 1463} tii[38,115] := {520, 790, 1518, 1599} tii[38,116] := {1332, 1453} tii[38,117] := {482, 483, 1385, 1576} tii[38,118] := {437, 953} tii[38,119] := {382, 383, 1307, 1554} tii[38,120] := {1438, 1517} tii[38,121] := {334, 535, 829, 1060} tii[38,122] := {656, 657, 1464, 1588} tii[38,123] := {798, 799, 1523, 1568} tii[38,124] := {537} tii[38,125] := {248, 1483} tii[38,126] := {541} tii[38,127] := {1177} tii[38,128] := {594, 864} tii[38,129] := {947} tii[38,130] := {751, 1243} tii[38,131] := {216, 435, 1341, 1550} tii[38,132] := {551, 741} tii[38,133] := {874, 1090} tii[38,134] := {340, 533, 1407, 1571} tii[38,135] := {703, 917} tii[38,136] := {1042, 1216} tii[38,137] := {670} tii[38,138] := {300, 1442} tii[38,139] := {304, 1529} tii[38,140] := {303, 1232} tii[38,141] := {1280} tii[38,142] := {416} tii[38,143] := {804} tii[38,144] := {351, 597, 1295, 1563} tii[38,145] := {938} tii[38,146] := {727, 994} tii[38,147] := {210, 1369} tii[38,148] := {687} tii[38,149] := {218, 1485} tii[38,150] := {818} tii[38,151] := {310, 481, 1018, 1389} tii[38,152] := {1184} tii[38,153] := {940} tii[38,154] := {474, 1002} tii[38,155] := {260, 488, 1388, 1575} tii[38,156] := {486, 1016} tii[38,157] := {884, 1336} tii[38,158] := {425, 611} tii[38,159] := {140, 1284} tii[38,160] := {176, 368, 1093, 1490} tii[38,161] := {1007, 1199} tii[38,162] := {608, 843, 1445, 1594} tii[38,163] := {145, 286, 1430, 1519} tii[38,164] := {451, 655, 1113, 1451} tii[38,165] := {1082} tii[38,166] := {648, 1156} tii[38,167] := {394, 589, 1450, 1587} tii[38,168] := {574, 787} tii[38,169] := {85, 196, 1189, 1362} tii[38,170] := {284, 463, 1195, 1524} tii[38,171] := {1161, 1312} tii[38,172] := {784, 980, 1502, 1600} tii[38,173] := {540} tii[38,174] := {208, 1180} tii[38,175] := {860, 1117} tii[38,176] := {1063} tii[38,177] := {252, 543, 1231, 1531} tii[38,178] := {946} tii[38,179] := {678} tii[38,180] := {142, 1068} tii[38,181] := {357, 616, 1455, 1592} tii[38,182] := {1011, 1419} tii[38,183] := {559} tii[38,184] := {943} tii[38,185] := {172, 432, 1133, 1486} tii[38,186] := {731, 1233} tii[38,187] := {366, 949} tii[38,188] := {215, 364, 890, 1346} tii[38,189] := {311, 737} tii[38,190] := {108, 553, 713, 1248} tii[38,191] := {479, 745, 1386, 1577} tii[38,192] := {1130, 1297} tii[38,193] := {87, 198, 955, 1165} tii[38,194] := {831} tii[38,195] := {824, 1048} tii[38,196] := {280, 528, 1219, 1520} tii[38,197] := {907, 1357} tii[38,198] := {515, 718, 1503, 1598} tii[38,199] := {452, 913} tii[38,200] := {266, 494, 1390, 1579} tii[38,201] := {114, 326, 1022, 1431} tii[38,202] := {339, 522, 991, 1412} tii[38,203] := {190, 705, 841, 1326} tii[38,204] := {1266, 1395} tii[38,205] := {653, 921, 1465, 1589} tii[38,206] := {691} tii[38,207] := {138, 314, 823, 1247} tii[38,208] := {423, 868} tii[38,209] := {1235, 1383} tii[38,210] := {490, 1076} tii[38,211] := {612, 613, 1299, 1549} tii[38,212] := {568, 802} tii[38,213] := {632, 846, 1539, 1605} tii[38,214] := {91, 235, 696, 1149} tii[38,215] := {386, 591, 958, 1175} tii[38,216] := {242, 455, 934, 1325} tii[38,217] := {503, 504, 1210, 1514} tii[38,218] := {572, 1036} tii[38,219] := {1359, 1462} tii[38,220] := {788, 789, 1397, 1570} tii[38,221] := {346, 582, 797, 1222} tii[38,222] := {929, 930, 1471, 1542} tii[38,223] := {536} tii[38,224] := {305, 1413} tii[38,225] := {1176} tii[38,226] := {593, 862} tii[38,227] := {672} tii[38,228] := {219, 1333} tii[38,229] := {750, 1241} tii[38,230] := {261, 489, 1204, 1509} tii[38,231] := {1069} tii[38,232] := {808} tii[38,233] := {358, 869} tii[38,234] := {873, 1088} tii[38,235] := {146, 287, 1250, 1399} tii[38,236] := {395, 590, 1293, 1543} tii[38,237] := {959} tii[38,238] := {516, 1037} tii[38,239] := {1041, 1214} tii[38,240] := {726, 992} tii[38,241] := {1179} tii[38,242] := {539} tii[38,243] := {352, 676, 1120, 1484} tii[38,244] := {356, 615, 1301, 1546} tii[38,245] := {881, 1335} tii[38,246] := {1067} tii[38,247] := {174, 683, 844, 1345} tii[38,248] := {677} tii[38,249] := {317, 1239} tii[38,250] := {945} tii[38,251] := {598, 1122} tii[38,252] := {487, 1073} tii[38,253] := {259, 736} tii[38,254] := {257, 556, 1012, 1418} tii[38,255] := {609, 879, 1300, 1551} tii[38,256] := {1006, 1198} tii[38,257] := {954, 1164} tii[38,258] := {282, 836, 967, 1411} tii[38,259] := {774, 1258} tii[38,260] := {514, 717, 1377, 1567} tii[38,261] := {830} tii[38,262] := {265, 493, 1206, 1512} tii[38,263] := {227, 399, 1144, 1317} tii[38,264] := {393, 912} tii[38,265] := {391, 661, 1107, 1468} tii[38,266] := {1160, 1311} tii[38,267] := {181, 439, 892, 1349} tii[38,268] := {785, 1047, 1398, 1572} tii[38,269] := {112, 554, 754, 1246} tii[38,270] := {950} tii[38,271] := {547} tii[38,272] := {354, 867} tii[38,273] := {1124, 1296} tii[38,274] := {743, 744, 1200, 1510} tii[38,275] := {621, 1188} tii[38,276] := {327, 501, 1028, 1392} tii[38,277] := {631, 845, 1446, 1584} tii[38,278] := {70, 443, 640, 1148} tii[38,279] := {826, 1057} tii[38,280] := {635, 636, 1098, 1460} tii[38,281] := {512, 1035} tii[38,282] := {1260, 1394} tii[38,283] := {194, 706, 858, 1324} tii[38,284] := {508, 723, 1081, 1277} tii[38,285] := {919, 920, 1313, 1544} tii[38,286] := {699} tii[38,287] := {707, 926} tii[38,288] := {295, 720, 840, 1221} tii[38,289] := {1054, 1055, 1403, 1504} tii[38,290] := {592, 936} tii[38,291] := {355, 684, 1092, 1487} tii[38,292] := {747, 1287} tii[38,293] := {468, 1066} tii[38,294] := {872, 1129} tii[38,295] := {513, 791, 1194, 1521} tii[38,296] := {642, 1193} tii[38,297] := {267, 563, 972, 1432} tii[38,298] := {1040, 1265} tii[38,299] := {753, 1288} tii[38,300] := {353, 942} tii[38,301] := {999, 1236} tii[38,302] := {877, 878, 1089, 1492} tii[38,303] := {630, 901, 1291, 1556} tii[38,304] := {639, 857, 1191, 1366} tii[38,305] := {184, 693, 847, 1350} tii[38,306] := {1153, 1360} tii[38,307] := {511, 1084} tii[38,308] := {767, 768, 974, 1435} tii[38,309] := {1045, 1046, 1215, 1526} tii[38,310] := {529, 719, 1085, 1275} tii[38,311] := {1170, 1171, 1320, 1472} tii[38,312] := {1126, 1127} tii[38,313] := {896, 897, 1100, 1497} tii[38,314] := {1262, 1263} tii[38,315] := {1273, 1274, 1405, 1406} tii[38,316] := {347} tii[38,317] := {312, 560} tii[38,318] := {453, 667} tii[38,319] := {418} tii[38,320] := {103, 1330} tii[38,321] := {542} tii[38,322] := {315} tii[38,323] := {948} tii[38,324] := {360, 619} tii[38,325] := {78, 223, 1139, 1458} tii[38,326] := {552, 742} tii[38,327] := {225, 397} tii[38,328] := {518, 721} tii[38,329] := {158, 297, 1225, 1506} tii[38,330] := {704, 918} tii[38,331] := {674} tii[38,332] := {57, 1283} tii[38,333] := {473, 749} tii[38,334] := {1071} tii[38,335] := {810} tii[38,336] := {28, 1183} tii[38,337] := {39, 144, 1021, 1429} tii[38,338] := {426, 871} tii[38,339] := {11, 53, 1079, 1270} tii[38,340] := {647, 853} tii[38,341] := {961} tii[38,342] := {370, 627} tii[38,343] := {94, 205, 1116, 1479} tii[38,344] := {575, 1039} tii[38,345] := {549, 1001} tii[38,346] := {17, 105, 952, 1344} tii[38,347] := {765, 976} tii[38,348] := {51, 165, 1059, 1410} tii[38,349] := {5, 60, 828, 1255} tii[38,350] := {701, 1155} tii[38,351] := {101, 102, 928, 1322} tii[38,352] := {209, 1481} tii[38,353] := {544} tii[38,354] := {302} tii[38,355] := {139, 1416} tii[38,356] := {429} tii[38,357] := {686} tii[38,358] := {175, 367, 1303, 1548} tii[38,359] := {477, 752} tii[38,360] := {309, 480} tii[38,361] := {84, 195, 1347, 1466} tii[38,362] := {323, 523} tii[38,363] := {283, 462, 1379, 1569} tii[38,364] := {651, 856} tii[38,365] := {450, 654} tii[38,366] := {805} tii[38,367] := {76, 1372} tii[38,368] := {131, 1064} tii[38,369] := {413} tii[38,370] := {941} tii[38,371] := {41, 1285} tii[38,372] := {1185} tii[38,373] := {555} tii[38,374] := {255, 484, 1387, 1574} tii[38,375] := {603, 882} tii[38,376] := {815} tii[38,377] := {545} tii[38,378] := {434} tii[38,379] := {104, 1334} tii[38,380] := {61, 178, 1094, 1493} tii[38,381] := {475, 1003} tii[38,382] := {136, 262, 755, 1249} tii[38,383] := {214, 605} tii[38,384] := {81, 944} tii[38,385] := {19, 73, 1190, 1363} tii[38,386] := {1083} tii[38,387] := {438, 658} tii[38,388] := {45, 126, 825, 1049} tii[38,389] := {389, 585, 1449, 1586} tii[38,390] := {779, 983} tii[38,391] := {179, 372, 1305, 1552} tii[38,392] := {491, 757} tii[38,393] := {649, 1157} tii[38,394] := {121, 250, 1196, 1527} tii[38,395] := {59, 160, 1251, 1400} tii[38,396] := {338, 781} tii[38,397] := {697} tii[38,398] := {240, 396, 859, 1327} tii[38,399] := {811} tii[38,400] := {18, 1187} tii[38,401] := {31, 143, 1019, 1425} tii[38,402] := {561} tii[38,403] := {79, 217, 690, 1140} tii[38,404] := {600, 1125} tii[38,405] := {307, 733} tii[38,406] := {564, 766} tii[38,407] := {498, 714, 1501, 1597} tii[38,408] := {88, 236, 1147, 1461} tii[38,409] := {900, 1099} tii[38,410] := {6, 38, 1080, 1276} tii[38,411] := {445, 668} tii[38,412] := {71, 204, 1114, 1475} tii[38,413] := {962} tii[38,414] := {49, 153, 567, 1031} tii[38,415] := {776, 1261} tii[38,416] := {159, 341, 801, 1226} tii[38,417] := {13, 92, 904, 1352} tii[38,418] := {448, 909} tii[38,419] := {1, 26, 965, 1169} tii[38,420] := {128, 129, 986, 1404} tii[38,421] := {247, 459, 665, 1110} tii[38,422] := {301} tii[38,423] := {171, 365, 1302, 1564} tii[38,424] := {735, 1010} tii[38,425] := {685} tii[38,426] := {420} tii[38,427] := {135, 476} tii[38,428] := {141, 1013} tii[38,429] := {279, 460, 1378, 1582} tii[38,430] := {911, 1105} tii[38,431] := {86, 197, 893, 1108} tii[38,432] := {113, 268, 1207, 1537} tii[38,433] := {239, 650} tii[38,434] := {625, 891} tii[38,435] := {569} tii[38,436] := {732, 1234} tii[38,437] := {689} tii[38,438] := {40, 313, 562, 1020} tii[38,439] := {62, 222, 1138, 1491} tii[38,440] := {306} tii[38,441] := {211, 601} tii[38,442] := {66, 187, 1102, 1496} tii[38,443] := {495, 1024} tii[38,444] := {150, 274, 771, 1213} tii[38,445] := {378, 583, 1447, 1595} tii[38,446] := {1027, 1209} tii[38,447] := {566, 800} tii[38,448] := {122, 296, 1224, 1525} tii[38,449] := {908, 1358} tii[38,450] := {33, 154, 1029, 1434} tii[38,451] := {335, 777} tii[38,452] := {95, 454, 669, 1115} tii[38,453] := {21, 234, 446, 905} tii[38,454] := {447} tii[38,455] := {14, 98, 923, 1364} tii[38,456] := {199, 200, 1109, 1470} tii[38,457] := {456, 664} tii[38,458] := {164, 531, 581, 987} tii[38,459] := {134, 550} tii[38,460] := {273, 505, 1391, 1580} tii[38,461] := {48, 330, 510, 1033} tii[38,462] := {1146, 1306} tii[38,463] := {238, 702} tii[38,464] := {290, 291, 1218, 1522} tii[38,465] := {246, 408, 710, 931} tii[38,466] := {419} tii[38,467] := {316} tii[38,468] := {361, 620} tii[38,469] := {226, 398} tii[38,470] := {519, 722} tii[38,471] := {673} tii[38,472] := {133, 1282} tii[38,473] := {167, 1417} tii[38,474] := {809} tii[38,475] := {82, 1182} tii[38,476] := {1070} tii[38,477] := {430} tii[38,478] := {472, 748} tii[38,479] := {359, 870} tii[38,480] := {110, 264, 971, 1428} tii[38,481] := {106, 243, 1348, 1467} tii[38,482] := {960} tii[38,483] := {46, 127, 1078, 1269} tii[38,484] := {517, 1038} tii[38,485] := {324, 524} tii[38,486] := {646, 852} tii[38,487] := {192, 349, 1087, 1478} tii[38,488] := {369, 626} tii[38,489] := {679} tii[38,490] := {470, 1000} tii[38,491] := {42, 1074} tii[38,492] := {64, 224, 889, 1343} tii[38,493] := {149, 332, 1252, 1515} tii[38,494] := {440, 633} tii[38,495] := {764, 975} tii[38,496] := {124, 298, 990, 1409} tii[38,497] := {22, 74, 956, 1173} tii[38,498] := {832} tii[38,499] := {644, 1154} tii[38,500] := {35, 156, 772, 1254} tii[38,501] := {7, 55, 837, 1052} tii[38,502] := {202, 203, 855, 1321} tii[38,503] := {414} tii[38,504] := {221, 1134} tii[38,505] := {256, 485, 1203, 1534} tii[38,506] := {602, 880} tii[38,507] := {318} tii[38,508] := {546} tii[38,509] := {816} tii[38,510] := {173, 606} tii[38,511] := {148, 289, 1023, 1220} tii[38,512] := {228, 400} tii[38,513] := {698} tii[38,514] := {390, 586, 1292, 1558} tii[38,515] := {778, 981} tii[38,516] := {281, 782} tii[38,517] := {180, 373, 1095, 1495} tii[38,518] := {492, 756} tii[38,519] := {548} tii[38,520] := {422} tii[38,521] := {822} tii[38,522] := {63, 428, 622, 1141} tii[38,523] := {599, 1123} tii[38,524] := {83, 951} tii[38,525] := {111, 322, 1017, 1424} tii[38,526] := {253, 734} tii[38,527] := {232, 381, 903, 1310} tii[38,528] := {182, 384, 1309, 1553} tii[38,529] := {695, 933} tii[38,530] := {375, 894} tii[38,531] := {328, 502} tii[38,532] := {899, 1097} tii[38,533] := {50, 130, 827, 1058} tii[38,534] := {571} tii[38,535] := {116, 277, 977, 1433} tii[38,536] := {499, 715, 1376, 1581} tii[38,537] := {193, 410, 1112, 1474} tii[38,538] := {700} tii[38,539] := {775, 1259} tii[38,540] := {123, 577, 724, 1227} tii[38,541] := {69, 237, 902, 1351} tii[38,542] := {387, 910} tii[38,543] := {34, 331, 509, 1032} tii[38,544] := {579, 796} tii[38,545] := {36, 163, 792, 1271} tii[38,546] := {293, 294, 985, 1402} tii[38,547] := {24, 100, 708, 927} tii[38,548] := {201, 587, 711, 1111} tii[38,549] := {308} tii[38,550] := {170, 681} tii[38,551] := {152, 275, 773, 1257} tii[38,552] := {233, 629} tii[38,553] := {379, 637, 1308, 1555} tii[38,554] := {1026, 1208} tii[38,555] := {449} tii[38,556] := {278, 834} tii[38,557] := {67, 442, 584, 1150} tii[38,558] := {458, 666} tii[38,559] := {52, 162, 580, 1051} tii[38,560] := {401, 402, 1106, 1469} tii[38,561] := {292, 461, 839, 1056} tii[38,562] := {471, 746} tii[38,563] := {645, 850} tii[38,564] := {371, 624} tii[38,565] := {469, 998} tii[38,566] := {177, 436, 887, 1342} tii[38,567] := {183, 385, 1101, 1459} tii[38,568] := {271, 759} tii[38,569] := {763, 973} tii[38,570] := {643, 1152} tii[38,571] := {285, 534, 988, 1408} tii[38,572] := {119, 333, 770, 1253} tii[38,573] := {406, 407, 854, 1319} tii[38,574] := {72, 245, 662, 1166} tii[38,575] := {254, 812} tii[38,576] := {118, 565, 716, 1256} tii[38,577] := {500, 769, 1211, 1516} tii[38,578] := {185, 628} tii[38,579] := {898, 1096} tii[38,580] := {388, 963} tii[38,581] := {526, 527, 982, 1401} tii[38,582] := {37, 343, 530, 1050} tii[38,583] := {405, 588, 966, 1172} tii[38,584] := {762, 1025} tii[38,585] := {659, 660, 851, 1365} tii[38,586] := {249} tii[38,587] := {168, 342} tii[38,588] := {230, 444} tii[38,589] := {431} tii[38,590] := {58, 1240} tii[38,591] := {325, 525} tii[38,592] := {29, 96, 1145, 1318} tii[38,593] := {680} tii[38,594] := {10, 1075} tii[38,595] := {269, 506} tii[38,596] := {47, 155, 1030, 1393} tii[38,597] := {441, 634} tii[38,598] := {3, 27, 957, 1174} tii[38,599] := {833} tii[38,600] := {0, 12, 838, 1053} tii[38,601] := {329, 761} tii[38,602] := {20, 93, 906, 1356} tii[38,603] := {2, 30, 709, 1168} tii[38,604] := {220} tii[38,605] := {147, 288} tii[38,606] := {421} tii[38,607] := {43, 821} tii[38,608] := {115, 276, 1212, 1513} tii[38,609] := {374, 638} tii[38,610] := {231, 380} tii[38,611] := {23, 75, 694, 932} tii[38,612] := {570} tii[38,613] := {8, 56, 578, 795} tii[38,614] := {212} tii[38,615] := {90, 186, 641, 1151} tii[38,616] := {32, 120, 978, 1436} tii[38,617] := {151, 496} tii[38,618] := {376, 895} tii[38,619] := {336} tii[38,620] := {25, 97, 457, 924} tii[38,621] := {4, 54, 793, 1272} tii[38,622] := {345, 532} tii[38,623] := {89, 377} tii[38,624] := {9, 161, 344, 794} tii[38,625] := {270, 507} tii[38,626] := {272, 760} tii[38,627] := {68, 188, 848, 1355} tii[38,628] := {15, 99, 663, 1167} tii[38,629] := {117, 497} tii[38,630] := {16, 244, 404, 925} cell#35 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1441} tii[38,2] := {1230, 1530} tii[38,3] := {1489, 1547} tii[38,4] := {412, 1561} tii[38,5] := {1367} tii[38,6] := {1062} tii[38,7] := {466, 730, 1507, 1601} tii[38,8] := {1119, 1482} tii[38,9] := {688, 1136} tii[38,10] := {1421, 1508} tii[38,11] := {740, 969, 1565, 1608} tii[38,12] := {916, 1104, 1585, 1609} tii[38,13] := {411, 1480} tii[38,14] := {1278} tii[38,15] := {415, 1329} tii[38,16] := {465, 729, 1381, 1573} tii[38,17] := {1061} tii[38,18] := {995, 1414} tii[38,19] := {817} tii[38,20] := {618, 1135} tii[38,21] := {1337, 1456} tii[38,22] := {424, 610, 1137, 1457} tii[38,23] := {739, 968, 1499, 1596} tii[38,24] := {573, 786, 1223, 1505} tii[38,25] := {915, 1103, 1540, 1603} tii[38,26] := {1368} tii[38,27] := {464, 806, 1197, 1532} tii[38,28] := {863, 1371} tii[38,29] := {1279} tii[38,30] := {617, 1186} tii[38,31] := {1242, 1422} tii[38,32] := {1181} tii[38,33] := {258, 813, 970, 1423} tii[38,34] := {738, 1009, 1375, 1578} tii[38,35] := {1077, 1268} tii[38,36] := {392, 964, 1086, 1473} tii[38,37] := {914, 1163, 1448, 1590} tii[38,38] := {997, 1444} tii[38,39] := {1339, 1340} tii[38,40] := {883, 1374} tii[38,41] := {1004, 1005, 1202, 1536} tii[38,42] := {758, 984, 1290, 1440} tii[38,43] := {1158, 1159, 1315, 1560} tii[38,44] := {1426, 1427} tii[38,45] := {1353, 1354, 1476, 1477} tii[38,46] := {538} tii[38,47] := {595, 865} tii[38,48] := {1178} tii[38,49] := {819, 1244} tii[38,50] := {875, 1091} tii[38,51] := {1043, 1217} tii[38,52] := {299, 1528} tii[38,53] := {671} tii[38,54] := {675} tii[38,55] := {350, 596, 1452, 1591} tii[38,56] := {166, 1415} tii[38,57] := {1281} tii[38,58] := {728, 996} tii[38,59] := {937} tii[38,60] := {1072} tii[38,61] := {885, 1338} tii[38,62] := {682, 876} tii[38,63] := {558, 1015} tii[38,64] := {607, 842, 1538, 1604} tii[38,65] := {137, 321, 1245, 1511} tii[38,66] := {1008, 1201} tii[38,67] := {835, 1044} tii[38,68] := {783, 979, 1566, 1607} tii[38,69] := {241, 409, 1323, 1545} tii[38,70] := {1162, 1314} tii[38,71] := {803} tii[38,72] := {206, 1498} tii[38,73] := {1370} tii[38,74] := {207, 1121} tii[38,75] := {251, 467, 1382, 1583} tii[38,76] := {935} tii[38,77] := {132, 1443} tii[38,78] := {861, 1118} tii[38,79] := {807} tii[38,80] := {557} tii[38,81] := {1286} tii[38,82] := {1065} tii[38,83] := {80, 1373} tii[38,84] := {604, 1128} tii[38,85] := {109, 263, 1205, 1535} tii[38,86] := {1014, 1420} tii[38,87] := {433, 886} tii[38,88] := {213, 363, 888, 1304} tii[38,89] := {478, 712, 1500, 1602} tii[38,90] := {1131, 1298} tii[38,91] := {1192} tii[38,92] := {44, 125, 1289, 1439} tii[38,93] := {780, 1264} tii[38,94] := {191, 348, 1294, 1559} tii[38,95] := {337, 521, 989, 1380} tii[38,96] := {652, 849, 1541, 1606} tii[38,97] := {1267, 1396} tii[38,98] := {993, 1229} tii[38,99] := {169, 417, 1328, 1562} tii[38,100] := {939} tii[38,101] := {1132, 1488} tii[38,102] := {107, 319, 1238, 1533} tii[38,103] := {866, 1331} tii[38,104] := {814} tii[38,105] := {77, 427, 623, 1142} tii[38,106] := {362, 614, 1454, 1593} tii[38,107] := {320, 820} tii[38,108] := {1237, 1384} tii[38,109] := {189, 403, 1316, 1557} tii[38,110] := {1034, 1437} tii[38,111] := {65, 229, 1143, 1494} tii[38,112] := {692, 922} tii[38,113] := {157, 576, 725, 1228} tii[38,114] := {1361, 1463} tii[38,115] := {520, 790, 1518, 1599} tii[38,116] := {1332, 1453} tii[38,117] := {482, 483, 1385, 1576} tii[38,118] := {437, 953} tii[38,119] := {382, 383, 1307, 1554} tii[38,120] := {1438, 1517} tii[38,121] := {334, 535, 829, 1060} tii[38,122] := {656, 657, 1464, 1588} tii[38,123] := {798, 799, 1523, 1568} tii[38,124] := {537} tii[38,125] := {248, 1483} tii[38,126] := {541} tii[38,127] := {1177} tii[38,128] := {594, 864} tii[38,129] := {947} tii[38,130] := {751, 1243} tii[38,131] := {216, 435, 1341, 1550} tii[38,132] := {551, 741} tii[38,133] := {874, 1090} tii[38,134] := {340, 533, 1407, 1571} tii[38,135] := {703, 917} tii[38,136] := {1042, 1216} tii[38,137] := {670} tii[38,138] := {300, 1442} tii[38,139] := {304, 1529} tii[38,140] := {303, 1232} tii[38,141] := {1280} tii[38,142] := {416} tii[38,143] := {804} tii[38,144] := {351, 597, 1295, 1563} tii[38,145] := {938} tii[38,146] := {727, 994} tii[38,147] := {210, 1369} tii[38,148] := {687} tii[38,149] := {218, 1485} tii[38,150] := {818} tii[38,151] := {310, 481, 1018, 1389} tii[38,152] := {1184} tii[38,153] := {940} tii[38,154] := {474, 1002} tii[38,155] := {260, 488, 1388, 1575} tii[38,156] := {486, 1016} tii[38,157] := {884, 1336} tii[38,158] := {425, 611} tii[38,159] := {140, 1284} tii[38,160] := {176, 368, 1093, 1490} tii[38,161] := {1007, 1199} tii[38,162] := {608, 843, 1445, 1594} tii[38,163] := {145, 286, 1430, 1519} tii[38,164] := {451, 655, 1113, 1451} tii[38,165] := {1082} tii[38,166] := {648, 1156} tii[38,167] := {394, 589, 1450, 1587} tii[38,168] := {574, 787} tii[38,169] := {85, 196, 1189, 1362} tii[38,170] := {284, 463, 1195, 1524} tii[38,171] := {1161, 1312} tii[38,172] := {784, 980, 1502, 1600} tii[38,173] := {540} tii[38,174] := {208, 1180} tii[38,175] := {860, 1117} tii[38,176] := {1063} tii[38,177] := {252, 543, 1231, 1531} tii[38,178] := {946} tii[38,179] := {678} tii[38,180] := {142, 1068} tii[38,181] := {357, 616, 1455, 1592} tii[38,182] := {1011, 1419} tii[38,183] := {559} tii[38,184] := {943} tii[38,185] := {172, 432, 1133, 1486} tii[38,186] := {731, 1233} tii[38,187] := {366, 949} tii[38,188] := {215, 364, 890, 1346} tii[38,189] := {311, 737} tii[38,190] := {108, 553, 713, 1248} tii[38,191] := {479, 745, 1386, 1577} tii[38,192] := {1130, 1297} tii[38,193] := {87, 198, 955, 1165} tii[38,194] := {831} tii[38,195] := {824, 1048} tii[38,196] := {280, 528, 1219, 1520} tii[38,197] := {907, 1357} tii[38,198] := {515, 718, 1503, 1598} tii[38,199] := {452, 913} tii[38,200] := {266, 494, 1390, 1579} tii[38,201] := {114, 326, 1022, 1431} tii[38,202] := {339, 522, 991, 1412} tii[38,203] := {190, 705, 841, 1326} tii[38,204] := {1266, 1395} tii[38,205] := {653, 921, 1465, 1589} tii[38,206] := {691} tii[38,207] := {138, 314, 823, 1247} tii[38,208] := {423, 868} tii[38,209] := {1235, 1383} tii[38,210] := {490, 1076} tii[38,211] := {612, 613, 1299, 1549} tii[38,212] := {568, 802} tii[38,213] := {632, 846, 1539, 1605} tii[38,214] := {91, 235, 696, 1149} tii[38,215] := {386, 591, 958, 1175} tii[38,216] := {242, 455, 934, 1325} tii[38,217] := {503, 504, 1210, 1514} tii[38,218] := {572, 1036} tii[38,219] := {1359, 1462} tii[38,220] := {788, 789, 1397, 1570} tii[38,221] := {346, 582, 797, 1222} tii[38,222] := {929, 930, 1471, 1542} tii[38,223] := {536} tii[38,224] := {305, 1413} tii[38,225] := {1176} tii[38,226] := {593, 862} tii[38,227] := {672} tii[38,228] := {219, 1333} tii[38,229] := {750, 1241} tii[38,230] := {261, 489, 1204, 1509} tii[38,231] := {1069} tii[38,232] := {808} tii[38,233] := {358, 869} tii[38,234] := {873, 1088} tii[38,235] := {146, 287, 1250, 1399} tii[38,236] := {395, 590, 1293, 1543} tii[38,237] := {959} tii[38,238] := {516, 1037} tii[38,239] := {1041, 1214} tii[38,240] := {726, 992} tii[38,241] := {1179} tii[38,242] := {539} tii[38,243] := {352, 676, 1120, 1484} tii[38,244] := {356, 615, 1301, 1546} tii[38,245] := {881, 1335} tii[38,246] := {1067} tii[38,247] := {174, 683, 844, 1345} tii[38,248] := {677} tii[38,249] := {317, 1239} tii[38,250] := {945} tii[38,251] := {598, 1122} tii[38,252] := {487, 1073} tii[38,253] := {259, 736} tii[38,254] := {257, 556, 1012, 1418} tii[38,255] := {609, 879, 1300, 1551} tii[38,256] := {1006, 1198} tii[38,257] := {954, 1164} tii[38,258] := {282, 836, 967, 1411} tii[38,259] := {774, 1258} tii[38,260] := {514, 717, 1377, 1567} tii[38,261] := {830} tii[38,262] := {265, 493, 1206, 1512} tii[38,263] := {227, 399, 1144, 1317} tii[38,264] := {393, 912} tii[38,265] := {391, 661, 1107, 1468} tii[38,266] := {1160, 1311} tii[38,267] := {181, 439, 892, 1349} tii[38,268] := {785, 1047, 1398, 1572} tii[38,269] := {112, 554, 754, 1246} tii[38,270] := {950} tii[38,271] := {547} tii[38,272] := {354, 867} tii[38,273] := {1124, 1296} tii[38,274] := {743, 744, 1200, 1510} tii[38,275] := {621, 1188} tii[38,276] := {327, 501, 1028, 1392} tii[38,277] := {631, 845, 1446, 1584} tii[38,278] := {70, 443, 640, 1148} tii[38,279] := {826, 1057} tii[38,280] := {635, 636, 1098, 1460} tii[38,281] := {512, 1035} tii[38,282] := {1260, 1394} tii[38,283] := {194, 706, 858, 1324} tii[38,284] := {508, 723, 1081, 1277} tii[38,285] := {919, 920, 1313, 1544} tii[38,286] := {699} tii[38,287] := {707, 926} tii[38,288] := {295, 720, 840, 1221} tii[38,289] := {1054, 1055, 1403, 1504} tii[38,290] := {592, 936} tii[38,291] := {355, 684, 1092, 1487} tii[38,292] := {747, 1287} tii[38,293] := {468, 1066} tii[38,294] := {872, 1129} tii[38,295] := {513, 791, 1194, 1521} tii[38,296] := {642, 1193} tii[38,297] := {267, 563, 972, 1432} tii[38,298] := {1040, 1265} tii[38,299] := {753, 1288} tii[38,300] := {353, 942} tii[38,301] := {999, 1236} tii[38,302] := {877, 878, 1089, 1492} tii[38,303] := {630, 901, 1291, 1556} tii[38,304] := {639, 857, 1191, 1366} tii[38,305] := {184, 693, 847, 1350} tii[38,306] := {1153, 1360} tii[38,307] := {511, 1084} tii[38,308] := {767, 768, 974, 1435} tii[38,309] := {1045, 1046, 1215, 1526} tii[38,310] := {529, 719, 1085, 1275} tii[38,311] := {1170, 1171, 1320, 1472} tii[38,312] := {1126, 1127} tii[38,313] := {896, 897, 1100, 1497} tii[38,314] := {1262, 1263} tii[38,315] := {1273, 1274, 1405, 1406} tii[38,316] := {347} tii[38,317] := {312, 560} tii[38,318] := {453, 667} tii[38,319] := {418} tii[38,320] := {103, 1330} tii[38,321] := {542} tii[38,322] := {315} tii[38,323] := {948} tii[38,324] := {360, 619} tii[38,325] := {78, 223, 1139, 1458} tii[38,326] := {552, 742} tii[38,327] := {225, 397} tii[38,328] := {518, 721} tii[38,329] := {158, 297, 1225, 1506} tii[38,330] := {704, 918} tii[38,331] := {674} tii[38,332] := {57, 1283} tii[38,333] := {473, 749} tii[38,334] := {1071} tii[38,335] := {810} tii[38,336] := {28, 1183} tii[38,337] := {39, 144, 1021, 1429} tii[38,338] := {426, 871} tii[38,339] := {11, 53, 1079, 1270} tii[38,340] := {647, 853} tii[38,341] := {961} tii[38,342] := {370, 627} tii[38,343] := {94, 205, 1116, 1479} tii[38,344] := {575, 1039} tii[38,345] := {549, 1001} tii[38,346] := {17, 105, 952, 1344} tii[38,347] := {765, 976} tii[38,348] := {51, 165, 1059, 1410} tii[38,349] := {5, 60, 828, 1255} tii[38,350] := {701, 1155} tii[38,351] := {101, 102, 928, 1322} tii[38,352] := {209, 1481} tii[38,353] := {544} tii[38,354] := {302} tii[38,355] := {139, 1416} tii[38,356] := {429} tii[38,357] := {686} tii[38,358] := {175, 367, 1303, 1548} tii[38,359] := {477, 752} tii[38,360] := {309, 480} tii[38,361] := {84, 195, 1347, 1466} tii[38,362] := {323, 523} tii[38,363] := {283, 462, 1379, 1569} tii[38,364] := {651, 856} tii[38,365] := {450, 654} tii[38,366] := {805} tii[38,367] := {76, 1372} tii[38,368] := {131, 1064} tii[38,369] := {413} tii[38,370] := {941} tii[38,371] := {41, 1285} tii[38,372] := {1185} tii[38,373] := {555} tii[38,374] := {255, 484, 1387, 1574} tii[38,375] := {603, 882} tii[38,376] := {815} tii[38,377] := {545} tii[38,378] := {434} tii[38,379] := {104, 1334} tii[38,380] := {61, 178, 1094, 1493} tii[38,381] := {475, 1003} tii[38,382] := {136, 262, 755, 1249} tii[38,383] := {214, 605} tii[38,384] := {81, 944} tii[38,385] := {19, 73, 1190, 1363} tii[38,386] := {1083} tii[38,387] := {438, 658} tii[38,388] := {45, 126, 825, 1049} tii[38,389] := {389, 585, 1449, 1586} tii[38,390] := {779, 983} tii[38,391] := {179, 372, 1305, 1552} tii[38,392] := {491, 757} tii[38,393] := {649, 1157} tii[38,394] := {121, 250, 1196, 1527} tii[38,395] := {59, 160, 1251, 1400} tii[38,396] := {338, 781} tii[38,397] := {697} tii[38,398] := {240, 396, 859, 1327} tii[38,399] := {811} tii[38,400] := {18, 1187} tii[38,401] := {31, 143, 1019, 1425} tii[38,402] := {561} tii[38,403] := {79, 217, 690, 1140} tii[38,404] := {600, 1125} tii[38,405] := {307, 733} tii[38,406] := {564, 766} tii[38,407] := {498, 714, 1501, 1597} tii[38,408] := {88, 236, 1147, 1461} tii[38,409] := {900, 1099} tii[38,410] := {6, 38, 1080, 1276} tii[38,411] := {445, 668} tii[38,412] := {71, 204, 1114, 1475} tii[38,413] := {962} tii[38,414] := {49, 153, 567, 1031} tii[38,415] := {776, 1261} tii[38,416] := {159, 341, 801, 1226} tii[38,417] := {13, 92, 904, 1352} tii[38,418] := {448, 909} tii[38,419] := {1, 26, 965, 1169} tii[38,420] := {128, 129, 986, 1404} tii[38,421] := {247, 459, 665, 1110} tii[38,422] := {301} tii[38,423] := {171, 365, 1302, 1564} tii[38,424] := {735, 1010} tii[38,425] := {685} tii[38,426] := {420} tii[38,427] := {135, 476} tii[38,428] := {141, 1013} tii[38,429] := {279, 460, 1378, 1582} tii[38,430] := {911, 1105} tii[38,431] := {86, 197, 893, 1108} tii[38,432] := {113, 268, 1207, 1537} tii[38,433] := {239, 650} tii[38,434] := {625, 891} tii[38,435] := {569} tii[38,436] := {732, 1234} tii[38,437] := {689} tii[38,438] := {40, 313, 562, 1020} tii[38,439] := {62, 222, 1138, 1491} tii[38,440] := {306} tii[38,441] := {211, 601} tii[38,442] := {66, 187, 1102, 1496} tii[38,443] := {495, 1024} tii[38,444] := {150, 274, 771, 1213} tii[38,445] := {378, 583, 1447, 1595} tii[38,446] := {1027, 1209} tii[38,447] := {566, 800} tii[38,448] := {122, 296, 1224, 1525} tii[38,449] := {908, 1358} tii[38,450] := {33, 154, 1029, 1434} tii[38,451] := {335, 777} tii[38,452] := {95, 454, 669, 1115} tii[38,453] := {21, 234, 446, 905} tii[38,454] := {447} tii[38,455] := {14, 98, 923, 1364} tii[38,456] := {199, 200, 1109, 1470} tii[38,457] := {456, 664} tii[38,458] := {164, 531, 581, 987} tii[38,459] := {134, 550} tii[38,460] := {273, 505, 1391, 1580} tii[38,461] := {48, 330, 510, 1033} tii[38,462] := {1146, 1306} tii[38,463] := {238, 702} tii[38,464] := {290, 291, 1218, 1522} tii[38,465] := {246, 408, 710, 931} tii[38,466] := {419} tii[38,467] := {316} tii[38,468] := {361, 620} tii[38,469] := {226, 398} tii[38,470] := {519, 722} tii[38,471] := {673} tii[38,472] := {133, 1282} tii[38,473] := {167, 1417} tii[38,474] := {809} tii[38,475] := {82, 1182} tii[38,476] := {1070} tii[38,477] := {430} tii[38,478] := {472, 748} tii[38,479] := {359, 870} tii[38,480] := {110, 264, 971, 1428} tii[38,481] := {106, 243, 1348, 1467} tii[38,482] := {960} tii[38,483] := {46, 127, 1078, 1269} tii[38,484] := {517, 1038} tii[38,485] := {324, 524} tii[38,486] := {646, 852} tii[38,487] := {192, 349, 1087, 1478} tii[38,488] := {369, 626} tii[38,489] := {679} tii[38,490] := {470, 1000} tii[38,491] := {42, 1074} tii[38,492] := {64, 224, 889, 1343} tii[38,493] := {149, 332, 1252, 1515} tii[38,494] := {440, 633} tii[38,495] := {764, 975} tii[38,496] := {124, 298, 990, 1409} tii[38,497] := {22, 74, 956, 1173} tii[38,498] := {832} tii[38,499] := {644, 1154} tii[38,500] := {35, 156, 772, 1254} tii[38,501] := {7, 55, 837, 1052} tii[38,502] := {202, 203, 855, 1321} tii[38,503] := {414} tii[38,504] := {221, 1134} tii[38,505] := {256, 485, 1203, 1534} tii[38,506] := {602, 880} tii[38,507] := {318} tii[38,508] := {546} tii[38,509] := {816} tii[38,510] := {173, 606} tii[38,511] := {148, 289, 1023, 1220} tii[38,512] := {228, 400} tii[38,513] := {698} tii[38,514] := {390, 586, 1292, 1558} tii[38,515] := {778, 981} tii[38,516] := {281, 782} tii[38,517] := {180, 373, 1095, 1495} tii[38,518] := {492, 756} tii[38,519] := {548} tii[38,520] := {422} tii[38,521] := {822} tii[38,522] := {63, 428, 622, 1141} tii[38,523] := {599, 1123} tii[38,524] := {83, 951} tii[38,525] := {111, 322, 1017, 1424} tii[38,526] := {253, 734} tii[38,527] := {232, 381, 903, 1310} tii[38,528] := {182, 384, 1309, 1553} tii[38,529] := {695, 933} tii[38,530] := {375, 894} tii[38,531] := {328, 502} tii[38,532] := {899, 1097} tii[38,533] := {50, 130, 827, 1058} tii[38,534] := {571} tii[38,535] := {116, 277, 977, 1433} tii[38,536] := {499, 715, 1376, 1581} tii[38,537] := {193, 410, 1112, 1474} tii[38,538] := {700} tii[38,539] := {775, 1259} tii[38,540] := {123, 577, 724, 1227} tii[38,541] := {69, 237, 902, 1351} tii[38,542] := {387, 910} tii[38,543] := {34, 331, 509, 1032} tii[38,544] := {579, 796} tii[38,545] := {36, 163, 792, 1271} tii[38,546] := {293, 294, 985, 1402} tii[38,547] := {24, 100, 708, 927} tii[38,548] := {201, 587, 711, 1111} tii[38,549] := {308} tii[38,550] := {170, 681} tii[38,551] := {152, 275, 773, 1257} tii[38,552] := {233, 629} tii[38,553] := {379, 637, 1308, 1555} tii[38,554] := {1026, 1208} tii[38,555] := {449} tii[38,556] := {278, 834} tii[38,557] := {67, 442, 584, 1150} tii[38,558] := {458, 666} tii[38,559] := {52, 162, 580, 1051} tii[38,560] := {401, 402, 1106, 1469} tii[38,561] := {292, 461, 839, 1056} tii[38,562] := {471, 746} tii[38,563] := {645, 850} tii[38,564] := {371, 624} tii[38,565] := {469, 998} tii[38,566] := {177, 436, 887, 1342} tii[38,567] := {183, 385, 1101, 1459} tii[38,568] := {271, 759} tii[38,569] := {763, 973} tii[38,570] := {643, 1152} tii[38,571] := {285, 534, 988, 1408} tii[38,572] := {119, 333, 770, 1253} tii[38,573] := {406, 407, 854, 1319} tii[38,574] := {72, 245, 662, 1166} tii[38,575] := {254, 812} tii[38,576] := {118, 565, 716, 1256} tii[38,577] := {500, 769, 1211, 1516} tii[38,578] := {185, 628} tii[38,579] := {898, 1096} tii[38,580] := {388, 963} tii[38,581] := {526, 527, 982, 1401} tii[38,582] := {37, 343, 530, 1050} tii[38,583] := {405, 588, 966, 1172} tii[38,584] := {762, 1025} tii[38,585] := {659, 660, 851, 1365} tii[38,586] := {249} tii[38,587] := {168, 342} tii[38,588] := {230, 444} tii[38,589] := {431} tii[38,590] := {58, 1240} tii[38,591] := {325, 525} tii[38,592] := {29, 96, 1145, 1318} tii[38,593] := {680} tii[38,594] := {10, 1075} tii[38,595] := {269, 506} tii[38,596] := {47, 155, 1030, 1393} tii[38,597] := {441, 634} tii[38,598] := {3, 27, 957, 1174} tii[38,599] := {833} tii[38,600] := {0, 12, 838, 1053} tii[38,601] := {329, 761} tii[38,602] := {20, 93, 906, 1356} tii[38,603] := {2, 30, 709, 1168} tii[38,604] := {220} tii[38,605] := {147, 288} tii[38,606] := {421} tii[38,607] := {43, 821} tii[38,608] := {115, 276, 1212, 1513} tii[38,609] := {374, 638} tii[38,610] := {231, 380} tii[38,611] := {23, 75, 694, 932} tii[38,612] := {570} tii[38,613] := {8, 56, 578, 795} tii[38,614] := {212} tii[38,615] := {90, 186, 641, 1151} tii[38,616] := {32, 120, 978, 1436} tii[38,617] := {151, 496} tii[38,618] := {376, 895} tii[38,619] := {336} tii[38,620] := {25, 97, 457, 924} tii[38,621] := {4, 54, 793, 1272} tii[38,622] := {345, 532} tii[38,623] := {89, 377} tii[38,624] := {9, 161, 344, 794} tii[38,625] := {270, 507} tii[38,626] := {272, 760} tii[38,627] := {68, 188, 848, 1355} tii[38,628] := {15, 99, 663, 1167} tii[38,629] := {117, 497} tii[38,630] := {16, 244, 404, 925} cell#36 , |C| = 672 special orbit = [7, 3, 3, 3, 1] special rep = [[3, 1], [2, 2]] , dim = 420 cell rep = phi[[3, 1],[2, 2]]+phi[[1, 1],[4, 2]] TII depth = 5 TII multiplicity polynomial = 168*X+252*X^2 TII subcells: tii[35,1] := {487} tii[35,2] := {512} tii[35,3] := {377, 565} tii[35,4] := {580} tii[35,5] := {511} tii[35,6] := {621} tii[35,7] := {342, 628} tii[35,8] := {583, 657} tii[35,9] := {619, 665} tii[35,10] := {592} tii[35,11] := {239, 658} tii[35,12] := {513, 643} tii[35,13] := {573, 659} tii[35,14] := {366, 669} tii[35,15] := {442, 671} tii[35,16] := {48} tii[35,17] := {423} tii[35,18] := {111} tii[35,19] := {458} tii[35,20] := {326} tii[35,21] := {304, 521} tii[35,22] := {305} tii[35,23] := {141, 233} tii[35,24] := {203, 315} tii[35,25] := {484} tii[35,26] := {218} tii[35,27] := {555} tii[35,28] := {396} tii[35,29] := {450} tii[35,30] := {275} tii[35,31] := {238, 566} tii[35,32] := {492} tii[35,33] := {115, 371} tii[35,34] := {491, 624} tii[35,35] := {452, 548} tii[35,36] := {183, 444} tii[35,37] := {547, 648} tii[35,38] := {456} tii[35,39] := {175, 600} tii[35,40] := {397} tii[35,41] := {54, 495} tii[35,42] := {365, 562} tii[35,43] := {356, 472} tii[35,44] := {97, 545} tii[35,45] := {441, 609} tii[35,46] := {229, 623} tii[35,47] := {316, 651} tii[35,48] := {191, 614} tii[35,49] := {84} tii[35,50] := {392} tii[35,51] := {161} tii[35,52] := {378} tii[35,53] := {196, 297} tii[35,54] := {265, 383} tii[35,55] := {103} tii[35,56] := {536} tii[35,57] := {428} tii[35,58] := {593} tii[35,59] := {286} tii[35,60] := {159} tii[35,61] := {205} tii[35,62] := {506} tii[35,63] := {457} tii[35,64] := {375} tii[35,65] := {225} tii[35,66] := {408} tii[35,67] := {539, 644} tii[35,68] := {341} tii[35,69] := {540} tii[35,70] := {165, 436} tii[35,71] := {226, 339} tii[35,72] := {276, 601} tii[35,73] := {310} tii[35,74] := {590, 660} tii[35,75] := {508, 591} tii[35,76] := {246, 503} tii[35,77] := {311, 413} tii[35,78] := {266} tii[35,79] := {557} tii[35,80] := {509} tii[35,81] := {468} tii[35,82] := {334} tii[35,83] := {516} tii[35,84] := {210, 627} tii[35,85] := {459} tii[35,86] := {72, 541} tii[35,87] := {493, 626} tii[35,88] := {195, 403} tii[35,89] := {398, 596} tii[35,90] := {488, 576} tii[35,91] := {411} tii[35,92] := {421, 527} tii[35,93] := {127, 588} tii[35,94] := {264, 474} tii[35,95] := {549, 650} tii[35,96] := {473, 633} tii[35,97] := {227, 462} tii[35,98] := {434, 599} tii[35,99] := {272, 642} tii[35,100] := {393, 570} tii[35,101] := {312, 525} tii[35,102] := {351, 661} tii[35,103] := {221, 639} tii[35,104] := {504, 636} tii[35,105] := {448, 612} tii[35,106] := {552} tii[35,107] := {358} tii[35,108] := {407} tii[35,109] := {584} tii[35,110] := {224, 497} tii[35,111] := {554, 620} tii[35,112] := {309, 551} tii[35,113] := {556} tii[35,114] := {395} tii[35,115] := {467} tii[35,116] := {333} tii[35,117] := {460, 625} tii[35,118] := {515} tii[35,119] := {55, 585} tii[35,120] := {594} tii[35,121] := {176, 645} tii[35,122] := {166, 519} tii[35,123] := {410} tii[35,124] := {528, 649} tii[35,125] := {486, 575} tii[35,126] := {98, 618} tii[35,127] := {581, 632} tii[35,128] := {247, 577} tii[35,129] := {208, 561} tii[35,130] := {401, 598} tii[35,131] := {230, 656} tii[35,132] := {553, 646} tii[35,133] := {362, 569} tii[35,134] := {282, 606} tii[35,135] := {317, 666} tii[35,136] := {192, 654} tii[35,137] := {477, 635} tii[35,138] := {419, 653} tii[35,139] := {558} tii[35,140] := {91, 615} tii[35,141] := {535, 607} tii[35,142] := {147, 641} tii[35,143] := {294, 664} tii[35,144] := {120, 622} tii[35,145] := {483, 629} tii[35,146] := {385, 670} tii[35,147] := {258, 663} tii[35,148] := {187, 647} tii[35,149] := {320, 667} tii[35,150] := {324, 668} tii[35,151] := {24} tii[35,152] := {68} tii[35,153] := {256} tii[35,154] := {8} tii[35,155] := {240} tii[35,156] := {92, 171} tii[35,157] := {19} tii[35,158] := {148, 252} tii[35,159] := {9, 44} tii[35,160] := {112} tii[35,161] := {322} tii[35,162] := {71} tii[35,163] := {177} tii[35,164] := {367} tii[35,165] := {56, 232} tii[35,166] := {34, 126} tii[35,167] := {325, 443} tii[35,168] := {99, 314} tii[35,169] := {231} tii[35,170] := {31, 292} tii[35,171] := {193, 318} tii[35,172] := {13, 220} tii[35,173] := {59, 381} tii[35,174] := {95, 438} tii[35,175] := {61} tii[35,176] := {21} tii[35,177] := {363} tii[35,178] := {109} tii[35,179] := {149} tii[35,180] := {39} tii[35,181] := {343} tii[35,182] := {302} tii[35,183] := {167} tii[35,184] := {168, 274} tii[35,185] := {22, 82} tii[35,186] := {248} tii[35,187] := {249, 350} tii[35,188] := {389} tii[35,189] := {204} tii[35,190] := {162} tii[35,191] := {510} tii[35,192] := {86} tii[35,193] := {406} tii[35,194] := {431} tii[35,195] := {269} tii[35,196] := {70} tii[35,197] := {211} tii[35,198] := {139} tii[35,199] := {430, 597} tii[35,200] := {260} tii[35,201] := {461} tii[35,202] := {114} tii[35,203] := {73, 296} tii[35,204] := {140, 338} tii[35,205] := {391, 502} tii[35,206] := {347} tii[35,207] := {49, 135} tii[35,208] := {424, 529} tii[35,209] := {63, 182} tii[35,210] := {202, 412} tii[35,211] := {201} tii[35,212] := {501, 634} tii[35,213] := {128, 382} tii[35,214] := {370} tii[35,215] := {169, 399} tii[35,216] := {369, 564} tii[35,217] := {42, 368} tii[35,218] := {273} tii[35,219] := {170} tii[35,220] := {88, 181} tii[35,221] := {328, 447} tii[35,222] := {327, 524} tii[35,223] := {17, 287} tii[35,224] := {250, 471} tii[35,225] := {222, 352} tii[35,226] := {446, 611} tii[35,227] := {80, 440} tii[35,228] := {251} tii[35,229] := {387, 579} tii[35,230] := {123, 498} tii[35,231] := {262, 388} tii[35,232] := {267} tii[35,233] := {163} tii[35,234] := {340} tii[35,235] := {206} tii[35,236] := {514} tii[35,237] := {90, 404} tii[35,238] := {106, 244} tii[35,239] := {280} tii[35,240] := {146, 475} tii[35,241] := {485, 574} tii[35,242] := {335} tii[35,243] := {151} tii[35,244] := {119, 463} tii[35,245] := {293, 520} tii[35,246] := {29, 432} tii[35,247] := {65, 306} tii[35,248] := {288, 414} tii[35,249] := {451, 602} tii[35,250] := {186, 526} tii[35,251] := {213} tii[35,252] := {257, 470} tii[35,253] := {11, 359} tii[35,254] := {384, 578} tii[35,255] := {57, 499} tii[35,256] := {235, 353} tii[35,257] := {319, 613} tii[35,258] := {93, 543} tii[35,259] := {76, 517} tii[35,260] := {26, 425} tii[35,261] := {323, 522} tii[35,262] := {129, 571} tii[35,263] := {253, 637} tii[35,264] := {142, 586} tii[35,265] := {45} tii[35,266] := {69} tii[35,267] := {46, 134} tii[35,268] := {136} tii[35,269] := {453} tii[35,270] := {219} tii[35,271] := {194} tii[35,272] := {329} tii[35,273] := {494} tii[35,274] := {113} tii[35,275] := {117, 372} tii[35,276] := {164} tii[35,277] := {277} tii[35,278] := {263} tii[35,279] := {455, 550} tii[35,280] := {105, 245} tii[35,281] := {185, 445} tii[35,282] := {85, 190} tii[35,283] := {228} tii[35,284] := {337} tii[35,285] := {74, 433} tii[35,286] := {435} tii[35,287] := {138, 243} tii[35,288] := {290, 416} tii[35,289] := {394, 505} tii[35,290] := {313} tii[35,291] := {132, 500} tii[35,292] := {35, 360} tii[35,293] := {178, 544} tii[35,294] := {331, 449} tii[35,295] := {332} tii[35,296] := {559} tii[35,297] := {223} tii[35,298] := {405} tii[35,299] := {268} tii[35,300] := {150} tii[35,301] := {116, 466} tii[35,302] := {537, 608} tii[35,303] := {104, 216} tii[35,304] := {157, 308} tii[35,305] := {346} tii[35,306] := {184, 530} tii[35,307] := {271} tii[35,308] := {400} tii[35,309] := {41, 496} tii[35,310] := {465} tii[35,311] := {336, 563} tii[35,312] := {152, 518} tii[35,313] := {207} tii[35,314] := {507, 630} tii[35,315] := {107, 379} tii[35,316] := {160, 279} tii[35,317] := {361, 476} tii[35,318] := {429, 532} tii[35,319] := {289, 523} tii[35,320] := {16, 426} tii[35,321] := {214, 572} tii[35,322] := {79, 546} tii[35,323] := {349} tii[35,324] := {415, 610} tii[35,325] := {281} tii[35,326] := {122, 587} tii[35,327] := {300, 418} tii[35,328] := {376, 482} tii[35,329] := {354, 638} tii[35,330] := {101, 560} tii[35,331] := {454, 604} tii[35,332] := {37, 489} tii[35,333] := {137, 344} tii[35,334] := {357, 567} tii[35,335] := {154, 605} tii[35,336] := {330, 534} tii[35,337] := {173, 616} tii[35,338] := {284, 652} tii[35,339] := {291} tii[35,340] := {217, 380} tii[35,341] := {270} tii[35,342] := {464} tii[35,343] := {30, 542} tii[35,344] := {158, 439} tii[35,345] := {427, 531} tii[35,346] := {58, 589} tii[35,347] := {12, 490} tii[35,348] := {348} tii[35,349] := {94, 617} tii[35,350] := {374, 481} tii[35,351] := {77, 595} tii[35,352] := {422, 603} tii[35,353] := {27, 538} tii[35,354] := {108, 469} tii[35,355] := {130, 631} tii[35,356] := {301, 533} tii[35,357] := {143, 640} tii[35,358] := {254, 662} tii[35,359] := {52, 582} tii[35,360] := {199, 655} tii[35,361] := {0} tii[35,362] := {15} tii[35,363] := {3, 33} tii[35,364] := {32} tii[35,365] := {14, 60} tii[35,366] := {5, 96} tii[35,367] := {50} tii[35,368] := {40} tii[35,369] := {89} tii[35,370] := {197} tii[35,371] := {25, 83} tii[35,372] := {145} tii[35,373] := {295} tii[35,374] := {121} tii[35,375] := {43} tii[35,376] := {53, 125} tii[35,377] := {259, 386} tii[35,378] := {18, 81} tii[35,379] := {188} tii[35,380] := {10, 124} tii[35,381] := {200, 321} tii[35,382] := {78} tii[35,383] := {28, 180} tii[35,384] := {131} tii[35,385] := {4, 172} tii[35,386] := {144, 255} tii[35,387] := {100} tii[35,388] := {62, 156} tii[35,389] := {209} tii[35,390] := {75} tii[35,391] := {402} tii[35,392] := {110, 212} tii[35,393] := {283} tii[35,394] := {36, 133} tii[35,395] := {364, 478} tii[35,396] := {303, 420} tii[35,397] := {23, 179} tii[35,398] := {102} tii[35,399] := {38, 242} tii[35,400] := {87, 278} tii[35,401] := {390, 568} tii[35,402] := {155} tii[35,403] := {261, 480} tii[35,404] := {7, 234} tii[35,405] := {174, 285} tii[35,406] := {51, 345} tii[35,407] := {1, 298} tii[35,408] := {198, 417} tii[35,409] := {118} tii[35,410] := {64, 189} tii[35,411] := {47, 241} tii[35,412] := {153} tii[35,413] := {67, 307} tii[35,414] := {215} tii[35,415] := {20, 299} tii[35,416] := {237, 355} tii[35,417] := {66, 409} tii[35,418] := {6, 373} tii[35,419] := {236, 479} tii[35,420] := {2, 437} cell#37 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {273} tii[48,2] := {256} tii[48,3] := {277, 324} tii[48,4] := {326, 340} tii[48,5] := {337, 346} tii[48,6] := {301} tii[48,7] := {231} tii[48,8] := {208} tii[48,9] := {113} tii[48,10] := {233, 305} tii[48,11] := {104, 216} tii[48,12] := {307, 330} tii[48,13] := {162, 258} tii[48,14] := {328, 342} tii[48,15] := {321} tii[48,16] := {151} tii[48,17] := {302} tii[48,18] := {42} tii[48,19] := {177, 278} tii[48,20] := {271} tii[48,21] := {291} tii[48,22] := {24, 128} tii[48,23] := {280, 313} tii[48,24] := {272, 319} tii[48,25] := {83, 169} tii[48,26] := {312, 334} tii[48,27] := {207} tii[48,28] := {232, 304} tii[48,29] := {149} tii[48,30] := {180} tii[48,31] := {122, 239} tii[48,32] := {306, 329} tii[48,33] := {150, 252} tii[48,34] := {201, 267} tii[48,35] := {327, 341} tii[48,36] := {276, 322} tii[48,37] := {237, 303} tii[48,38] := {325, 339} tii[48,39] := {289, 316} tii[48,40] := {172, 315} tii[48,41] := {336, 345} tii[48,42] := {335, 344} tii[48,43] := {323, 338} tii[48,44] := {343, 348} tii[48,45] := {347, 349} tii[48,46] := {174} tii[48,47] := {91} tii[48,48] := {66, 188} tii[48,49] := {140, 224} tii[48,50] := {230} tii[48,51] := {173} tii[48,52] := {60} tii[48,53] := {178} tii[48,54] := {152} tii[48,55] := {125} tii[48,56] := {55, 160} tii[48,57] := {123, 243} tii[48,58] := {74, 164} tii[48,59] := {106, 213} tii[48,60] := {202, 269} tii[48,61] := {229} tii[48,62] := {209} tii[48,63] := {40} tii[48,64] := {170} tii[48,65] := {154} tii[48,66] := {214} tii[48,67] := {184, 284} tii[48,68] := {23, 127} tii[48,69] := {99, 204} tii[48,70] := {171, 264} tii[48,71] := {255, 300} tii[48,72] := {82, 167} tii[48,73] := {87} tii[48,74] := {117} tii[48,75] := {238, 309} tii[48,76] := {64, 186} tii[48,77] := {88, 199} tii[48,78] := {290, 320} tii[48,79] := {138, 221} tii[48,80] := {192, 286} tii[48,81] := {119, 235} tii[48,82] := {311, 333} tii[48,83] := {58, 260} tii[48,84] := {196, 261} tii[48,85] := {241, 292} tii[48,86] := {275} tii[48,87] := {92} tii[48,88] := {234} tii[48,89] := {185} tii[48,90] := {67, 189} tii[48,91] := {129, 219} tii[48,92] := {141, 225} tii[48,93] := {274} tii[48,94] := {153} tii[48,95] := {227} tii[48,96] := {179} tii[48,97] := {20} tii[48,98] := {259} tii[48,99] := {126} tii[48,100] := {97} tii[48,101] := {124, 244} tii[48,102] := {9, 98} tii[48,103] := {228, 297} tii[48,104] := {50, 146} tii[48,105] := {75, 165} tii[48,106] := {203, 270} tii[48,107] := {52, 148} tii[48,108] := {175} tii[48,109] := {53} tii[48,110] := {215} tii[48,111] := {69} tii[48,112] := {183, 282} tii[48,113] := {94} tii[48,114] := {45, 155} tii[48,115] := {176, 265} tii[48,116] := {29, 107} tii[48,117] := {54, 157} tii[48,118] := {254, 299} tii[48,119] := {130, 246} tii[48,120] := {101, 206} tii[48,121] := {159} tii[48,122] := {95, 210} tii[48,123] := {56, 161} tii[48,124] := {288, 318} tii[48,125] := {114, 218} tii[48,126] := {39, 249} tii[48,127] := {156, 250} tii[48,128] := {70, 257} tii[48,129] := {211, 285} tii[48,130] := {93} tii[48,131] := {48} tii[48,132] := {68, 190} tii[48,133] := {17, 86} tii[48,134] := {142, 226} tii[48,135] := {89} tii[48,136] := {118} tii[48,137] := {12} tii[48,138] := {121, 240} tii[48,139] := {65, 187} tii[48,140] := {90, 200} tii[48,141] := {2, 38} tii[48,142] := {198, 268} tii[48,143] := {76, 193} tii[48,144] := {139, 223} tii[48,145] := {63} tii[48,146] := {120, 236} tii[48,147] := {8, 81} tii[48,148] := {247, 294} tii[48,149] := {59, 262} tii[48,150] := {43, 144} tii[48,151] := {197, 263} tii[48,152] := {13, 168} tii[48,153] := {242, 293} tii[48,154] := {182, 281} tii[48,155] := {253, 298} tii[48,156] := {131, 245} tii[48,157] := {181, 279} tii[48,158] := {79, 191} tii[48,159] := {287, 317} tii[48,160] := {251, 296} tii[48,161] := {112, 295} tii[48,162] := {283, 314} tii[48,163] := {73, 266} tii[48,164] := {310, 332} tii[48,165] := {308, 331} tii[48,166] := {115} tii[48,167] := {71} tii[48,168] := {30, 108} tii[48,169] := {46} tii[48,170] := {15, 84} tii[48,171] := {32, 135} tii[48,172] := {116} tii[48,173] := {72} tii[48,174] := {31, 109} tii[48,175] := {110} tii[48,176] := {158} tii[48,177] := {25} tii[48,178] := {96} tii[48,179] := {111, 217} tii[48,180] := {49, 145} tii[48,181] := {6, 57} tii[48,182] := {103} tii[48,183] := {22, 105} tii[48,184] := {77, 194} tii[48,185] := {61, 163} tii[48,186] := {26, 212} tii[48,187] := {10} tii[48,188] := {1, 37} tii[48,189] := {62} tii[48,190] := {134, 248} tii[48,191] := {7, 80} tii[48,192] := {41, 143} tii[48,193] := {11, 166} tii[48,194] := {35, 132} tii[48,195] := {27, 220} tii[48,196] := {47} tii[48,197] := {16, 85} tii[48,198] := {33, 136} tii[48,199] := {4} tii[48,200] := {0, 19} tii[48,201] := {44} tii[48,202] := {78, 195} tii[48,203] := {3, 51} tii[48,204] := {21, 102} tii[48,205] := {5, 147} tii[48,206] := {18, 100} tii[48,207] := {14, 205} tii[48,208] := {34, 137} tii[48,209] := {36, 133} tii[48,210] := {28, 222} cell#38 , |C| = 840 special orbit = [9, 3, 3, 1, 1] special rep = [[4, 1], [2, 1]] , dim = 448 cell rep = phi[[4, 1],[2, 1]]+phi[[4],[2, 2]]+phi[[1, 1],[5, 1]]+phi[[1],[5, 2]] TII depth = 4 TII multiplicity polynomial = 224*X+140*X^2+84*X^4 TII subcells: tii[46,1] := {795} tii[46,2] := {732} tii[46,3] := {563} tii[46,4] := {438, 610} tii[46,5] := {331, 834} tii[46,6] := {819} tii[46,7] := {383, 826} tii[46,8] := {809} tii[46,9] := {667} tii[46,10] := {767} tii[46,11] := {509, 803} tii[46,12] := {477} tii[46,13] := {742} tii[46,14] := {352, 526} tii[46,15] := {568, 678, 783, 828} tii[46,16] := {657, 752, 817, 835} tii[46,17] := {831} tii[46,18] := {211, 775} tii[46,19] := {731} tii[46,20] := {836} tii[46,21] := {335, 709} tii[46,22] := {640} tii[46,23] := {388} tii[46,24] := {832} tii[46,25] := {608} tii[46,26] := {270, 440} tii[46,27] := {837} tii[46,28] := {391, 517, 676, 785} tii[46,29] := {833, 839} tii[46,30] := {496, 626, 750, 805} tii[46,31] := {774} tii[46,32] := {172, 559} tii[46,33] := {475} tii[46,34] := {758} tii[46,35] := {436} tii[46,36] := {187, 525} tii[46,37] := {780} tii[46,38] := {222, 348, 515, 684} tii[46,39] := {759, 815} tii[46,40] := {317, 459, 625, 727} tii[46,41] := {557} tii[46,42] := {269, 607} tii[46,43] := {595} tii[46,44] := {86, 347, 500, 681} tii[46,45] := {558, 693} tii[46,46] := {158, 461, 583, 726} tii[46,47] := {345, 671} tii[46,48] := {303, 463, 722, 723} tii[46,49] := {137} tii[46,50] := {142} tii[46,51] := {706} tii[46,52] := {148} tii[46,53] := {562} tii[46,54] := {400} tii[46,55] := {155, 266} tii[46,56] := {236, 372} tii[46,57] := {208} tii[46,58] := {245, 822} tii[46,59] := {760} tii[46,60] := {296, 808} tii[46,61] := {295} tii[46,62] := {777} tii[46,63] := {170} tii[46,64] := {168, 798} tii[46,65] := {422, 765} tii[46,66] := {713} tii[46,67] := {174} tii[46,68] := {712} tii[46,69] := {385} tii[46,70] := {593} tii[46,71] := {133, 764} tii[46,72] := {683} tii[46,73] := {439} tii[46,74] := {650} tii[46,75] := {480} tii[46,76] := {482, 602, 739, 813} tii[46,77] := {175, 715} tii[46,78] := {183, 325} tii[46,79] := {580} tii[46,80] := {582, 695, 790, 824} tii[46,81] := {134, 279, 653, 755} tii[46,82] := {284, 417} tii[46,83] := {248} tii[46,84] := {214, 776} tii[46,85] := {807} tii[46,86] := {670} tii[46,87] := {336, 711} tii[46,88] := {334} tii[46,89] := {138, 734} tii[46,90] := {643} tii[46,91] := {149} tii[46,92] := {796} tii[46,93] := {609} tii[46,94] := {425} tii[46,95] := {177, 680} tii[46,96] := {606} tii[46,97] := {401} tii[46,98] := {811} tii[46,99] := {394, 518, 677, 786} tii[46,100] := {156, 267} tii[46,101] := {538} tii[46,102] := {139, 281, 615, 725} tii[46,103] := {797, 829} tii[46,104] := {499, 627, 751, 806} tii[46,105] := {237, 373} tii[46,106] := {219} tii[46,107] := {707} tii[46,108] := {252, 646} tii[46,109] := {488} tii[46,110] := {307} tii[46,111] := {737} tii[46,112] := {179, 571} tii[46,113] := {524} tii[46,114] := {308, 433, 601, 744} tii[46,115] := {184, 346} tii[46,116] := {143, 283, 494, 634} tii[46,117] := {708, 789} tii[46,118] := {411} tii[46,119] := {285, 458} tii[46,120] := {412, 545, 696, 773} tii[46,121] := {260, 429} tii[46,122] := {599} tii[46,123] := {227, 501, 519, 685} tii[46,124] := {564, 698} tii[46,125] := {150, 416, 448, 621} tii[46,126] := {362, 542} tii[46,127] := {322, 584, 630, 728} tii[46,128] := {402, 553, 662, 663} tii[46,129] := {292} tii[46,130] := {246, 823} tii[46,131] := {799} tii[46,132] := {103} tii[46,133] := {382} tii[46,134] := {206, 802} tii[46,135] := {510} tii[46,136] := {105} tii[46,137] := {766} tii[46,138] := {472} tii[46,139] := {253, 769} tii[46,140] := {353} tii[46,141] := {717} tii[46,142] := {566} tii[46,143] := {115, 239} tii[46,144] := {207, 365, 720, 792} tii[46,145] := {655} tii[46,146] := {201, 329} tii[46,147] := {825} tii[46,148] := {420} tii[46,149] := {169} tii[46,150] := {140, 730} tii[46,151] := {592} tii[46,152] := {820} tii[46,153] := {249} tii[46,154] := {508} tii[46,155] := {293, 810} tii[46,156] := {779} tii[46,157] := {251, 639} tii[46,158] := {560} tii[46,159] := {82} tii[46,160] := {71, 668} tii[46,161] := {827} tii[46,162] := {339} tii[46,163] := {337, 784} tii[46,164] := {596} tii[46,165] := {741} tii[46,166] := {521} tii[46,167] := {523} tii[46,168] := {311} tii[46,169] := {107, 603} tii[46,170] := {89, 186} tii[46,171] := {305, 432, 600, 743} tii[46,172] := {821, 838} tii[46,173] := {450} tii[46,174] := {294, 456, 745, 804} tii[46,175] := {691} tii[46,176] := {72, 196, 529, 658} tii[46,177] := {161, 287} tii[46,178] := {409, 544, 694, 772} tii[46,179] := {800} tii[46,180] := {473} tii[46,181] := {146} tii[46,182] := {173, 565} tii[46,183] := {637} tii[46,184] := {398} tii[46,185] := {223} tii[46,186] := {812} tii[46,187] := {567} tii[46,188] := {718} tii[46,189] := {423, 770} tii[46,190] := {110, 484} tii[46,191] := {437} tii[46,192] := {673} tii[46,193] := {224, 349, 516, 686} tii[46,194] := {116, 264} tii[46,195] := {76, 199, 405, 550} tii[46,196] := {801, 830} tii[46,197] := {656} tii[46,198] := {318} tii[46,199] := {384, 543, 721, 793} tii[46,200] := {638, 749} tii[46,201] := {202, 370} tii[46,202] := {319, 460, 628, 729} tii[46,203] := {782} tii[46,204] := {597} tii[46,205] := {181, 344} tii[46,206] := {514} tii[46,207] := {154, 414, 434, 612} tii[46,208] := {474, 619, 746, 814} tii[46,209] := {478, 631} tii[46,210] := {768, 818} tii[46,211] := {83, 328, 358, 535} tii[46,212] := {277, 455} tii[46,213] := {235, 503, 547, 665} tii[46,214] := {692} tii[46,215] := {719, 794} tii[46,216] := {312, 467, 588, 589} tii[46,217] := {247} tii[46,218] := {135, 733} tii[46,219] := {669} tii[46,220] := {36} tii[46,221] := {333} tii[46,222] := {229} tii[46,223] := {176, 679} tii[46,224] := {424} tii[46,225] := {605} tii[46,226] := {42, 117} tii[46,227] := {136, 280, 614, 724} tii[46,228] := {537} tii[46,229] := {96, 203} tii[46,230] := {704} tii[46,231] := {298} tii[46,232] := {80} tii[46,233] := {104, 479} tii[46,234] := {309} tii[46,235] := {736} tii[46,236] := {151} tii[46,237] := {255, 647} tii[46,238] := {572} tii[46,239] := {351} tii[46,240] := {390} tii[46,241] := {52, 395} tii[46,242] := {152, 265, 431, 613} tii[46,243] := {58, 185} tii[46,244] := {705, 788} tii[46,245] := {232} tii[46,246] := {212, 367, 577, 699} tii[46,247] := {495} tii[46,248] := {30, 124, 314, 464} tii[46,249] := {127, 286} tii[46,250] := {233, 371, 546, 666} tii[46,251] := {674} tii[46,252] := {427} tii[46,253] := {113, 262} tii[46,254] := {88, 326, 350, 528} tii[46,255] := {430} tii[46,256] := {299, 445, 617, 747} tii[46,257] := {37, 241, 275, 449} tii[46,258] := {195, 364} tii[46,259] := {641, 753} tii[46,260] := {389, 548} tii[46,261] := {160, 418, 462, 591} tii[46,262] := {540} tii[46,263] := {573, 702} tii[46,264] := {230, 378, 505, 506} tii[46,265] := {144} tii[46,266] := {109, 483} tii[46,267] := {396} tii[46,268] := {221} tii[46,269] := {23, 263} tii[46,270] := {75, 198, 404, 549} tii[46,271] := {316} tii[46,272] := {65, 369} tii[46,273] := {513} tii[46,274] := {258} tii[46,275] := {55, 343} tii[46,276] := {41, 268, 413, 611} tii[46,277] := {145, 273, 443, 620} tii[46,278] := {476, 629} tii[46,279] := {123, 454} tii[46,280] := {360} tii[46,281] := {8, 193, 327, 534} tii[46,282] := {95, 374, 502, 664} tii[46,283] := {397, 552} tii[46,284] := {157, 290, 586, 587} tii[46,285] := {112, 426} tii[46,286] := {35, 272, 415, 616} tii[46,287] := {194, 539} tii[46,288] := {228, 379, 660, 661} tii[46,289] := {77} tii[46,290] := {38} tii[46,291] := {12} tii[46,292] := {4, 28} tii[46,293] := {213} tii[46,294] := {102, 763} tii[46,295] := {300} tii[46,296] := {73, 710} tii[46,297] := {642} tii[46,298] := {84} tii[46,299] := {392} tii[46,300] := {574} tii[46,301] := {108, 648} tii[46,302] := {43} tii[46,303] := {497} tii[46,304] := {74, 197, 578, 700} tii[46,305] := {17, 69} tii[46,306] := {218} tii[46,307] := {31, 645} tii[46,308] := {306} tii[46,309] := {53, 570} tii[46,310] := {487} tii[46,311] := {90} tii[46,312] := {32, 125, 493, 633} tii[46,313] := {410} tii[46,314] := {47, 130} tii[46,315] := {225} tii[46,316] := {20, 490} tii[46,317] := {93, 191} tii[46,318] := {9, 66, 406, 555} tii[46,319] := {320} tii[46,320] := {0, 99, 323, 469} tii[46,321] := {332} tii[46,322] := {209, 778} tii[46,323] := {106} tii[46,324] := {421} tii[46,325] := {735} tii[46,326] := {254, 740} tii[46,327] := {59} tii[46,328] := {511} tii[46,329] := {682} tii[46,330] := {210, 366, 687, 771} tii[46,331] := {25, 97} tii[46,332] := {623} tii[46,333] := {250} tii[46,334] := {386} tii[46,335] := {78, 672} tii[46,336] := {761} tii[46,337] := {481} tii[46,338] := {781} tii[46,339] := {651} tii[46,340] := {338, 716} tii[46,341] := {118} tii[46,342] := {340} tii[46,343] := {111, 604} tii[46,344] := {522} tii[46,345] := {581} tii[46,346] := {762, 816} tii[46,347] := {79, 200, 530, 659} tii[46,348] := {451} tii[46,349] := {297, 457, 654, 756} tii[46,350] := {61, 164} tii[46,351] := {738} tii[46,352] := {512} tii[46,353] := {261} tii[46,354] := {56, 527} tii[46,355] := {387, 533, 688, 787} tii[46,356] := {119, 240} tii[46,357] := {714, 791} tii[46,358] := {39, 128, 447, 590} tii[46,359] := {624} tii[46,360] := {363} tii[46,361] := {652, 757} tii[46,362] := {13, 166, 375, 504} tii[46,363] := {301} tii[46,364] := {256, 649} tii[46,365] := {393} tii[46,366] := {91} tii[46,367] := {575} tii[46,368] := {215, 368, 579, 701} tii[46,369] := {48, 131} tii[46,370] := {498} tii[46,371] := {675} tii[46,372] := {226} tii[46,373] := {428} tii[46,374] := {114, 491} tii[46,375] := {302, 446, 618, 748} tii[46,376] := {94, 192} tii[46,377] := {644, 754} tii[46,378] := {85, 204, 407, 556} tii[46,379] := {541} tii[46,380] := {321} tii[46,381] := {576, 703} tii[46,382] := {44, 244, 324, 470} tii[46,383] := {342} tii[46,384] := {220, 356, 532, 690} tii[46,385] := {120, 271} tii[46,386] := {453} tii[46,387] := {92, 330, 376, 551} tii[46,388] := {489, 636} tii[46,389] := {51} tii[46,390] := {24} tii[46,391] := {6, 50} tii[46,392] := {171} tii[46,393] := {33, 594} tii[46,394] := {257} tii[46,395] := {435} tii[46,396] := {54, 520} tii[46,397] := {60} tii[46,398] := {359} tii[46,399] := {34, 126, 442, 585} tii[46,400] := {26, 98} tii[46,401] := {182} tii[46,402] := {21, 441} tii[46,403] := {62, 163} tii[46,404] := {10, 67, 357, 507} tii[46,405] := {278} tii[46,406] := {1, 100, 288, 419} tii[46,407] := {216} tii[46,408] := {178, 569} tii[46,409] := {45} tii[46,410] := {304} tii[46,411] := {485} tii[46,412] := {141, 282, 492, 632} tii[46,413] := {18, 70} tii[46,414] := {408} tii[46,415] := {153} tii[46,416] := {57, 403} tii[46,417] := {598} tii[46,418] := {341} tii[46,419] := {49, 122} tii[46,420] := {217, 355, 531, 689} tii[46,421] := {40, 129, 315, 471} tii[46,422] := {561, 697} tii[46,423] := {234} tii[46,424] := {452} tii[46,425] := {486, 635} tii[46,426] := {14, 167, 238, 380} tii[46,427] := {259} tii[46,428] := {147, 274, 444, 622} tii[46,429] := {63, 189} tii[46,430] := {361} tii[46,431] := {46, 243, 289, 466} tii[46,432] := {399, 554} tii[46,433] := {15} tii[46,434] := {5, 29} tii[46,435] := {87} tii[46,436] := {22, 313} tii[46,437] := {19, 64} tii[46,438] := {159} tii[46,439] := {11, 68, 231, 381} tii[46,440] := {2, 101, 162, 291} tii[46,441] := {180} tii[46,442] := {81, 190, 354, 536} tii[46,443] := {27, 121} tii[46,444] := {276} tii[46,445] := {16, 165, 205, 377} tii[46,446] := {310, 468} tii[46,447] := {7, 188} tii[46,448] := {3, 132, 242, 465} cell#39 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {104} tii[40,2] := {163} tii[40,3] := {193} tii[40,4] := {206} tii[40,5] := {125} tii[40,6] := {60} tii[40,7] := {177} tii[40,8] := {112} tii[40,9] := {201} tii[40,10] := {144} tii[40,11] := {212} tii[40,12] := {145} tii[40,13] := {107} tii[40,14] := {190} tii[40,15] := {152} tii[40,16] := {67} tii[40,17] := {208} tii[40,18] := {176} tii[40,19] := {102} tii[40,20] := {216} tii[40,21] := {162} tii[40,22] := {199} tii[40,23] := {146} tii[40,24] := {129} tii[40,25] := {181} tii[40,26] := {213} tii[40,27] := {103} tii[40,28] := {157} tii[40,29] := {198} tii[40,30] := {219} tii[40,31] := {207} tii[40,32] := {200} tii[40,33] := {218} tii[40,34] := {211} tii[40,35] := {189} tii[40,36] := {221} tii[40,37] := {220} tii[40,38] := {217} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {36} tii[40,42] := {90} tii[40,43] := {124} tii[40,44] := {35} tii[40,45] := {59} tii[40,46] := {23} tii[40,47] := {89} tii[40,48] := {111} tii[40,49] := {55} tii[40,50] := {123} tii[40,51] := {143} tii[40,52] := {82} tii[40,53] := {58} tii[40,54] := {64} tii[40,55] := {131} tii[40,56] := {110} tii[40,57] := {21} tii[40,58] := {99} tii[40,59] := {46} tii[40,60] := {142} tii[40,61] := {159} tii[40,62] := {53} tii[40,63] := {81} tii[40,64] := {62} tii[40,65] := {149} tii[40,66] := {130} tii[40,67] := {97} tii[40,68] := {34} tii[40,69] := {173} tii[40,70] := {158} tii[40,71] := {136} tii[40,72] := {148} tii[40,73] := {184} tii[40,74] := {128} tii[40,75] := {172} tii[40,76] := {182} tii[40,77] := {84} tii[40,78] := {44} tii[40,79] := {133} tii[40,80] := {79} tii[40,81] := {161} tii[40,82] := {106} tii[40,83] := {83} tii[40,84] := {87} tii[40,85] := {24} tii[40,86] := {151} tii[40,87] := {132} tii[40,88] := {43} tii[40,89] := {69} tii[40,90] := {121} tii[40,91] := {56} tii[40,92] := {175} tii[40,93] := {160} tii[40,94] := {78} tii[40,95] := {105} tii[40,96] := {42} tii[40,97] := {166} tii[40,98] := {85} tii[40,99] := {22} tii[40,100] := {150} tii[40,101] := {77} tii[40,102] := {27} tii[40,103] := {57} tii[40,104] := {119} tii[40,105] := {54} tii[40,106] := {186} tii[40,107] := {174} tii[40,108] := {154} tii[40,109] := {39} tii[40,110] := {165} tii[40,111] := {96} tii[40,112] := {195} tii[40,113] := {17} tii[40,114] := {147} tii[40,115] := {74} tii[40,116] := {185} tii[40,117] := {92} tii[40,118] := {194} tii[40,119] := {127} tii[40,120] := {109} tii[40,121] := {168} tii[40,122] := {141} tii[40,123] := {93} tii[40,124] := {188} tii[40,125] := {126} tii[40,126] := {108} tii[40,127] := {88} tii[40,128] := {180} tii[40,129] := {167} tii[40,130] := {80} tii[40,131] := {140} tii[40,132] := {122} tii[40,133] := {70} tii[40,134] := {197} tii[40,135] := {170} tii[40,136] := {187} tii[40,137] := {86} tii[40,138] := {179} tii[40,139] := {139} tii[40,140] := {49} tii[40,141] := {203} tii[40,142] := {164} tii[40,143] := {61} tii[40,144] := {120} tii[40,145] := {196} tii[40,146] := {135} tii[40,147] := {45} tii[40,148] := {202} tii[40,149] := {192} tii[40,150] := {205} tii[40,151] := {183} tii[40,152] := {191} tii[40,153] := {171} tii[40,154] := {210} tii[40,155] := {204} tii[40,156] := {178} tii[40,157] := {209} tii[40,158] := {169} tii[40,159] := {215} tii[40,160] := {214} tii[40,161] := {6} tii[40,162] := {32} tii[40,163] := {20} tii[40,164] := {52} tii[40,165] := {11} tii[40,166] := {72} tii[40,167] := {7} tii[40,168] := {33} tii[40,169] := {19} tii[40,170] := {41} tii[40,171] := {5} tii[40,172] := {51} tii[40,173] := {31} tii[40,174] := {76} tii[40,175] := {26} tii[40,176] := {10} tii[40,177] := {18} tii[40,178] := {12} tii[40,179] := {71} tii[40,180] := {95} tii[40,181] := {4} tii[40,182] := {50} tii[40,183] := {68} tii[40,184] := {40} tii[40,185] := {75} tii[40,186] := {28} tii[40,187] := {38} tii[40,188] := {94} tii[40,189] := {116} tii[40,190] := {73} tii[40,191] := {16} tii[40,192] := {14} tii[40,193] := {91} tii[40,194] := {8} tii[40,195] := {115} tii[40,196] := {113} tii[40,197] := {66} tii[40,198] := {101} tii[40,199] := {47} tii[40,200] := {29} tii[40,201] := {118} tii[40,202] := {65} tii[40,203] := {100} tii[40,204] := {48} tii[40,205] := {63} tii[40,206] := {13} tii[40,207] := {138} tii[40,208] := {117} tii[40,209] := {30} tii[40,210] := {37} tii[40,211] := {98} tii[40,212] := {114} tii[40,213] := {25} tii[40,214] := {15} tii[40,215] := {137} tii[40,216] := {9} tii[40,217] := {134} tii[40,218] := {156} tii[40,219] := {155} tii[40,220] := {153} tii[40,221] := {1} tii[40,222] := {2} tii[40,223] := {3} tii[40,224] := {0} cell#40 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {273} tii[48,2] := {256} tii[48,3] := {277, 324} tii[48,4] := {326, 340} tii[48,5] := {337, 346} tii[48,6] := {301} tii[48,7] := {231} tii[48,8] := {208} tii[48,9] := {113} tii[48,10] := {233, 305} tii[48,11] := {104, 216} tii[48,12] := {307, 330} tii[48,13] := {162, 258} tii[48,14] := {328, 342} tii[48,15] := {321} tii[48,16] := {151} tii[48,17] := {302} tii[48,18] := {42} tii[48,19] := {177, 278} tii[48,20] := {271} tii[48,21] := {291} tii[48,22] := {24, 128} tii[48,23] := {280, 313} tii[48,24] := {272, 319} tii[48,25] := {83, 169} tii[48,26] := {312, 334} tii[48,27] := {207} tii[48,28] := {232, 304} tii[48,29] := {149} tii[48,30] := {180} tii[48,31] := {122, 239} tii[48,32] := {306, 329} tii[48,33] := {150, 252} tii[48,34] := {201, 267} tii[48,35] := {327, 341} tii[48,36] := {276, 322} tii[48,37] := {237, 303} tii[48,38] := {325, 339} tii[48,39] := {289, 316} tii[48,40] := {172, 315} tii[48,41] := {336, 345} tii[48,42] := {335, 344} tii[48,43] := {323, 338} tii[48,44] := {343, 348} tii[48,45] := {347, 349} tii[48,46] := {174} tii[48,47] := {91} tii[48,48] := {66, 188} tii[48,49] := {140, 224} tii[48,50] := {230} tii[48,51] := {173} tii[48,52] := {60} tii[48,53] := {178} tii[48,54] := {152} tii[48,55] := {125} tii[48,56] := {55, 160} tii[48,57] := {123, 243} tii[48,58] := {74, 164} tii[48,59] := {106, 213} tii[48,60] := {202, 269} tii[48,61] := {229} tii[48,62] := {209} tii[48,63] := {40} tii[48,64] := {170} tii[48,65] := {154} tii[48,66] := {214} tii[48,67] := {184, 284} tii[48,68] := {23, 127} tii[48,69] := {99, 204} tii[48,70] := {171, 264} tii[48,71] := {255, 300} tii[48,72] := {82, 167} tii[48,73] := {87} tii[48,74] := {117} tii[48,75] := {238, 309} tii[48,76] := {64, 186} tii[48,77] := {88, 199} tii[48,78] := {290, 320} tii[48,79] := {138, 221} tii[48,80] := {192, 286} tii[48,81] := {119, 235} tii[48,82] := {311, 333} tii[48,83] := {58, 260} tii[48,84] := {196, 261} tii[48,85] := {241, 292} tii[48,86] := {275} tii[48,87] := {92} tii[48,88] := {234} tii[48,89] := {185} tii[48,90] := {67, 189} tii[48,91] := {129, 219} tii[48,92] := {141, 225} tii[48,93] := {274} tii[48,94] := {153} tii[48,95] := {227} tii[48,96] := {179} tii[48,97] := {20} tii[48,98] := {259} tii[48,99] := {126} tii[48,100] := {97} tii[48,101] := {124, 244} tii[48,102] := {9, 98} tii[48,103] := {228, 297} tii[48,104] := {50, 146} tii[48,105] := {75, 165} tii[48,106] := {203, 270} tii[48,107] := {52, 148} tii[48,108] := {175} tii[48,109] := {53} tii[48,110] := {215} tii[48,111] := {69} tii[48,112] := {183, 282} tii[48,113] := {94} tii[48,114] := {45, 155} tii[48,115] := {176, 265} tii[48,116] := {29, 107} tii[48,117] := {54, 157} tii[48,118] := {254, 299} tii[48,119] := {130, 246} tii[48,120] := {101, 206} tii[48,121] := {159} tii[48,122] := {95, 210} tii[48,123] := {56, 161} tii[48,124] := {288, 318} tii[48,125] := {114, 218} tii[48,126] := {39, 249} tii[48,127] := {156, 250} tii[48,128] := {70, 257} tii[48,129] := {211, 285} tii[48,130] := {93} tii[48,131] := {48} tii[48,132] := {68, 190} tii[48,133] := {17, 86} tii[48,134] := {142, 226} tii[48,135] := {89} tii[48,136] := {118} tii[48,137] := {12} tii[48,138] := {121, 240} tii[48,139] := {65, 187} tii[48,140] := {90, 200} tii[48,141] := {2, 38} tii[48,142] := {198, 268} tii[48,143] := {76, 193} tii[48,144] := {139, 223} tii[48,145] := {63} tii[48,146] := {120, 236} tii[48,147] := {8, 81} tii[48,148] := {247, 294} tii[48,149] := {59, 262} tii[48,150] := {43, 144} tii[48,151] := {197, 263} tii[48,152] := {13, 168} tii[48,153] := {242, 293} tii[48,154] := {182, 281} tii[48,155] := {253, 298} tii[48,156] := {131, 245} tii[48,157] := {181, 279} tii[48,158] := {79, 191} tii[48,159] := {287, 317} tii[48,160] := {251, 296} tii[48,161] := {112, 295} tii[48,162] := {283, 314} tii[48,163] := {73, 266} tii[48,164] := {310, 332} tii[48,165] := {308, 331} tii[48,166] := {115} tii[48,167] := {71} tii[48,168] := {30, 108} tii[48,169] := {46} tii[48,170] := {15, 84} tii[48,171] := {32, 135} tii[48,172] := {116} tii[48,173] := {72} tii[48,174] := {31, 109} tii[48,175] := {110} tii[48,176] := {158} tii[48,177] := {25} tii[48,178] := {96} tii[48,179] := {111, 217} tii[48,180] := {49, 145} tii[48,181] := {6, 57} tii[48,182] := {103} tii[48,183] := {22, 105} tii[48,184] := {77, 194} tii[48,185] := {61, 163} tii[48,186] := {26, 212} tii[48,187] := {10} tii[48,188] := {1, 37} tii[48,189] := {62} tii[48,190] := {134, 248} tii[48,191] := {7, 80} tii[48,192] := {41, 143} tii[48,193] := {11, 166} tii[48,194] := {35, 132} tii[48,195] := {27, 220} tii[48,196] := {47} tii[48,197] := {16, 85} tii[48,198] := {33, 136} tii[48,199] := {4} tii[48,200] := {0, 19} tii[48,201] := {44} tii[48,202] := {78, 195} tii[48,203] := {3, 51} tii[48,204] := {21, 102} tii[48,205] := {5, 147} tii[48,206] := {18, 100} tii[48,207] := {14, 205} tii[48,208] := {34, 137} tii[48,209] := {36, 133} tii[48,210] := {28, 222} cell#41 , |C| = 840 special orbit = [9, 3, 3, 1, 1] special rep = [[4, 1], [2, 1]] , dim = 448 cell rep = phi[[4, 1],[2, 1]]+phi[[4],[2, 2]]+phi[[1, 1],[5, 1]]+phi[[1],[5, 2]] TII depth = 4 TII multiplicity polynomial = 224*X+140*X^2+84*X^4 TII subcells: tii[46,1] := {795} tii[46,2] := {732} tii[46,3] := {563} tii[46,4] := {438, 610} tii[46,5] := {331, 834} tii[46,6] := {819} tii[46,7] := {383, 826} tii[46,8] := {809} tii[46,9] := {667} tii[46,10] := {767} tii[46,11] := {509, 803} tii[46,12] := {477} tii[46,13] := {742} tii[46,14] := {352, 526} tii[46,15] := {568, 678, 783, 828} tii[46,16] := {657, 752, 817, 835} tii[46,17] := {831} tii[46,18] := {211, 775} tii[46,19] := {731} tii[46,20] := {836} tii[46,21] := {335, 709} tii[46,22] := {640} tii[46,23] := {388} tii[46,24] := {832} tii[46,25] := {608} tii[46,26] := {270, 440} tii[46,27] := {837} tii[46,28] := {391, 517, 676, 785} tii[46,29] := {833, 839} tii[46,30] := {496, 626, 750, 805} tii[46,31] := {774} tii[46,32] := {172, 559} tii[46,33] := {475} tii[46,34] := {758} tii[46,35] := {436} tii[46,36] := {187, 525} tii[46,37] := {780} tii[46,38] := {222, 348, 515, 684} tii[46,39] := {759, 815} tii[46,40] := {317, 459, 625, 727} tii[46,41] := {557} tii[46,42] := {269, 607} tii[46,43] := {595} tii[46,44] := {86, 347, 500, 681} tii[46,45] := {558, 693} tii[46,46] := {158, 461, 583, 726} tii[46,47] := {345, 671} tii[46,48] := {303, 463, 722, 723} tii[46,49] := {137} tii[46,50] := {142} tii[46,51] := {706} tii[46,52] := {148} tii[46,53] := {562} tii[46,54] := {400} tii[46,55] := {155, 266} tii[46,56] := {236, 372} tii[46,57] := {208} tii[46,58] := {245, 822} tii[46,59] := {760} tii[46,60] := {296, 808} tii[46,61] := {295} tii[46,62] := {777} tii[46,63] := {170} tii[46,64] := {168, 798} tii[46,65] := {422, 765} tii[46,66] := {713} tii[46,67] := {174} tii[46,68] := {712} tii[46,69] := {385} tii[46,70] := {593} tii[46,71] := {133, 764} tii[46,72] := {683} tii[46,73] := {439} tii[46,74] := {650} tii[46,75] := {480} tii[46,76] := {482, 602, 739, 813} tii[46,77] := {175, 715} tii[46,78] := {183, 325} tii[46,79] := {580} tii[46,80] := {582, 695, 790, 824} tii[46,81] := {134, 279, 653, 755} tii[46,82] := {284, 417} tii[46,83] := {248} tii[46,84] := {214, 776} tii[46,85] := {807} tii[46,86] := {670} tii[46,87] := {336, 711} tii[46,88] := {334} tii[46,89] := {138, 734} tii[46,90] := {643} tii[46,91] := {149} tii[46,92] := {796} tii[46,93] := {609} tii[46,94] := {425} tii[46,95] := {177, 680} tii[46,96] := {606} tii[46,97] := {401} tii[46,98] := {811} tii[46,99] := {394, 518, 677, 786} tii[46,100] := {156, 267} tii[46,101] := {538} tii[46,102] := {139, 281, 615, 725} tii[46,103] := {797, 829} tii[46,104] := {499, 627, 751, 806} tii[46,105] := {237, 373} tii[46,106] := {219} tii[46,107] := {707} tii[46,108] := {252, 646} tii[46,109] := {488} tii[46,110] := {307} tii[46,111] := {737} tii[46,112] := {179, 571} tii[46,113] := {524} tii[46,114] := {308, 433, 601, 744} tii[46,115] := {184, 346} tii[46,116] := {143, 283, 494, 634} tii[46,117] := {708, 789} tii[46,118] := {411} tii[46,119] := {285, 458} tii[46,120] := {412, 545, 696, 773} tii[46,121] := {260, 429} tii[46,122] := {599} tii[46,123] := {227, 501, 519, 685} tii[46,124] := {564, 698} tii[46,125] := {150, 416, 448, 621} tii[46,126] := {362, 542} tii[46,127] := {322, 584, 630, 728} tii[46,128] := {402, 553, 662, 663} tii[46,129] := {292} tii[46,130] := {246, 823} tii[46,131] := {799} tii[46,132] := {103} tii[46,133] := {382} tii[46,134] := {206, 802} tii[46,135] := {510} tii[46,136] := {105} tii[46,137] := {766} tii[46,138] := {472} tii[46,139] := {253, 769} tii[46,140] := {353} tii[46,141] := {717} tii[46,142] := {566} tii[46,143] := {115, 239} tii[46,144] := {207, 365, 720, 792} tii[46,145] := {655} tii[46,146] := {201, 329} tii[46,147] := {825} tii[46,148] := {420} tii[46,149] := {169} tii[46,150] := {140, 730} tii[46,151] := {592} tii[46,152] := {820} tii[46,153] := {249} tii[46,154] := {508} tii[46,155] := {293, 810} tii[46,156] := {779} tii[46,157] := {251, 639} tii[46,158] := {560} tii[46,159] := {82} tii[46,160] := {71, 668} tii[46,161] := {827} tii[46,162] := {339} tii[46,163] := {337, 784} tii[46,164] := {596} tii[46,165] := {741} tii[46,166] := {521} tii[46,167] := {523} tii[46,168] := {311} tii[46,169] := {107, 603} tii[46,170] := {89, 186} tii[46,171] := {305, 432, 600, 743} tii[46,172] := {821, 838} tii[46,173] := {450} tii[46,174] := {294, 456, 745, 804} tii[46,175] := {691} tii[46,176] := {72, 196, 529, 658} tii[46,177] := {161, 287} tii[46,178] := {409, 544, 694, 772} tii[46,179] := {800} tii[46,180] := {473} tii[46,181] := {146} tii[46,182] := {173, 565} tii[46,183] := {637} tii[46,184] := {398} tii[46,185] := {223} tii[46,186] := {812} tii[46,187] := {567} tii[46,188] := {718} tii[46,189] := {423, 770} tii[46,190] := {110, 484} tii[46,191] := {437} tii[46,192] := {673} tii[46,193] := {224, 349, 516, 686} tii[46,194] := {116, 264} tii[46,195] := {76, 199, 405, 550} tii[46,196] := {801, 830} tii[46,197] := {656} tii[46,198] := {318} tii[46,199] := {384, 543, 721, 793} tii[46,200] := {638, 749} tii[46,201] := {202, 370} tii[46,202] := {319, 460, 628, 729} tii[46,203] := {782} tii[46,204] := {597} tii[46,205] := {181, 344} tii[46,206] := {514} tii[46,207] := {154, 414, 434, 612} tii[46,208] := {474, 619, 746, 814} tii[46,209] := {478, 631} tii[46,210] := {768, 818} tii[46,211] := {83, 328, 358, 535} tii[46,212] := {277, 455} tii[46,213] := {235, 503, 547, 665} tii[46,214] := {692} tii[46,215] := {719, 794} tii[46,216] := {312, 467, 588, 589} tii[46,217] := {247} tii[46,218] := {135, 733} tii[46,219] := {669} tii[46,220] := {36} tii[46,221] := {333} tii[46,222] := {229} tii[46,223] := {176, 679} tii[46,224] := {424} tii[46,225] := {605} tii[46,226] := {42, 117} tii[46,227] := {136, 280, 614, 724} tii[46,228] := {537} tii[46,229] := {96, 203} tii[46,230] := {704} tii[46,231] := {298} tii[46,232] := {80} tii[46,233] := {104, 479} tii[46,234] := {309} tii[46,235] := {736} tii[46,236] := {151} tii[46,237] := {255, 647} tii[46,238] := {572} tii[46,239] := {351} tii[46,240] := {390} tii[46,241] := {52, 395} tii[46,242] := {152, 265, 431, 613} tii[46,243] := {58, 185} tii[46,244] := {705, 788} tii[46,245] := {232} tii[46,246] := {212, 367, 577, 699} tii[46,247] := {495} tii[46,248] := {30, 124, 314, 464} tii[46,249] := {127, 286} tii[46,250] := {233, 371, 546, 666} tii[46,251] := {674} tii[46,252] := {427} tii[46,253] := {113, 262} tii[46,254] := {88, 326, 350, 528} tii[46,255] := {430} tii[46,256] := {299, 445, 617, 747} tii[46,257] := {37, 241, 275, 449} tii[46,258] := {195, 364} tii[46,259] := {641, 753} tii[46,260] := {389, 548} tii[46,261] := {160, 418, 462, 591} tii[46,262] := {540} tii[46,263] := {573, 702} tii[46,264] := {230, 378, 505, 506} tii[46,265] := {144} tii[46,266] := {109, 483} tii[46,267] := {396} tii[46,268] := {221} tii[46,269] := {23, 263} tii[46,270] := {75, 198, 404, 549} tii[46,271] := {316} tii[46,272] := {65, 369} tii[46,273] := {513} tii[46,274] := {258} tii[46,275] := {55, 343} tii[46,276] := {41, 268, 413, 611} tii[46,277] := {145, 273, 443, 620} tii[46,278] := {476, 629} tii[46,279] := {123, 454} tii[46,280] := {360} tii[46,281] := {8, 193, 327, 534} tii[46,282] := {95, 374, 502, 664} tii[46,283] := {397, 552} tii[46,284] := {157, 290, 586, 587} tii[46,285] := {112, 426} tii[46,286] := {35, 272, 415, 616} tii[46,287] := {194, 539} tii[46,288] := {228, 379, 660, 661} tii[46,289] := {77} tii[46,290] := {38} tii[46,291] := {12} tii[46,292] := {4, 28} tii[46,293] := {213} tii[46,294] := {102, 763} tii[46,295] := {300} tii[46,296] := {73, 710} tii[46,297] := {642} tii[46,298] := {84} tii[46,299] := {392} tii[46,300] := {574} tii[46,301] := {108, 648} tii[46,302] := {43} tii[46,303] := {497} tii[46,304] := {74, 197, 578, 700} tii[46,305] := {17, 69} tii[46,306] := {218} tii[46,307] := {31, 645} tii[46,308] := {306} tii[46,309] := {53, 570} tii[46,310] := {487} tii[46,311] := {90} tii[46,312] := {32, 125, 493, 633} tii[46,313] := {410} tii[46,314] := {47, 130} tii[46,315] := {225} tii[46,316] := {20, 490} tii[46,317] := {93, 191} tii[46,318] := {9, 66, 406, 555} tii[46,319] := {320} tii[46,320] := {0, 99, 323, 469} tii[46,321] := {332} tii[46,322] := {209, 778} tii[46,323] := {106} tii[46,324] := {421} tii[46,325] := {735} tii[46,326] := {254, 740} tii[46,327] := {59} tii[46,328] := {511} tii[46,329] := {682} tii[46,330] := {210, 366, 687, 771} tii[46,331] := {25, 97} tii[46,332] := {623} tii[46,333] := {250} tii[46,334] := {386} tii[46,335] := {78, 672} tii[46,336] := {761} tii[46,337] := {481} tii[46,338] := {781} tii[46,339] := {651} tii[46,340] := {338, 716} tii[46,341] := {118} tii[46,342] := {340} tii[46,343] := {111, 604} tii[46,344] := {522} tii[46,345] := {581} tii[46,346] := {762, 816} tii[46,347] := {79, 200, 530, 659} tii[46,348] := {451} tii[46,349] := {297, 457, 654, 756} tii[46,350] := {61, 164} tii[46,351] := {738} tii[46,352] := {512} tii[46,353] := {261} tii[46,354] := {56, 527} tii[46,355] := {387, 533, 688, 787} tii[46,356] := {119, 240} tii[46,357] := {714, 791} tii[46,358] := {39, 128, 447, 590} tii[46,359] := {624} tii[46,360] := {363} tii[46,361] := {652, 757} tii[46,362] := {13, 166, 375, 504} tii[46,363] := {301} tii[46,364] := {256, 649} tii[46,365] := {393} tii[46,366] := {91} tii[46,367] := {575} tii[46,368] := {215, 368, 579, 701} tii[46,369] := {48, 131} tii[46,370] := {498} tii[46,371] := {675} tii[46,372] := {226} tii[46,373] := {428} tii[46,374] := {114, 491} tii[46,375] := {302, 446, 618, 748} tii[46,376] := {94, 192} tii[46,377] := {644, 754} tii[46,378] := {85, 204, 407, 556} tii[46,379] := {541} tii[46,380] := {321} tii[46,381] := {576, 703} tii[46,382] := {44, 244, 324, 470} tii[46,383] := {342} tii[46,384] := {220, 356, 532, 690} tii[46,385] := {120, 271} tii[46,386] := {453} tii[46,387] := {92, 330, 376, 551} tii[46,388] := {489, 636} tii[46,389] := {51} tii[46,390] := {24} tii[46,391] := {6, 50} tii[46,392] := {171} tii[46,393] := {33, 594} tii[46,394] := {257} tii[46,395] := {435} tii[46,396] := {54, 520} tii[46,397] := {60} tii[46,398] := {359} tii[46,399] := {34, 126, 442, 585} tii[46,400] := {26, 98} tii[46,401] := {182} tii[46,402] := {21, 441} tii[46,403] := {62, 163} tii[46,404] := {10, 67, 357, 507} tii[46,405] := {278} tii[46,406] := {1, 100, 288, 419} tii[46,407] := {216} tii[46,408] := {178, 569} tii[46,409] := {45} tii[46,410] := {304} tii[46,411] := {485} tii[46,412] := {141, 282, 492, 632} tii[46,413] := {18, 70} tii[46,414] := {408} tii[46,415] := {153} tii[46,416] := {57, 403} tii[46,417] := {598} tii[46,418] := {341} tii[46,419] := {49, 122} tii[46,420] := {217, 355, 531, 689} tii[46,421] := {40, 129, 315, 471} tii[46,422] := {561, 697} tii[46,423] := {234} tii[46,424] := {452} tii[46,425] := {486, 635} tii[46,426] := {14, 167, 238, 380} tii[46,427] := {259} tii[46,428] := {147, 274, 444, 622} tii[46,429] := {63, 189} tii[46,430] := {361} tii[46,431] := {46, 243, 289, 466} tii[46,432] := {399, 554} tii[46,433] := {15} tii[46,434] := {5, 29} tii[46,435] := {87} tii[46,436] := {22, 313} tii[46,437] := {19, 64} tii[46,438] := {159} tii[46,439] := {11, 68, 231, 381} tii[46,440] := {2, 101, 162, 291} tii[46,441] := {180} tii[46,442] := {81, 190, 354, 536} tii[46,443] := {27, 121} tii[46,444] := {276} tii[46,445] := {16, 165, 205, 377} tii[46,446] := {310, 468} tii[46,447] := {7, 188} tii[46,448] := {3, 132, 242, 465} cell#42 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {104} tii[40,2] := {163} tii[40,3] := {193} tii[40,4] := {206} tii[40,5] := {125} tii[40,6] := {60} tii[40,7] := {177} tii[40,8] := {112} tii[40,9] := {201} tii[40,10] := {144} tii[40,11] := {212} tii[40,12] := {145} tii[40,13] := {107} tii[40,14] := {190} tii[40,15] := {152} tii[40,16] := {67} tii[40,17] := {208} tii[40,18] := {176} tii[40,19] := {102} tii[40,20] := {216} tii[40,21] := {162} tii[40,22] := {199} tii[40,23] := {146} tii[40,24] := {129} tii[40,25] := {181} tii[40,26] := {213} tii[40,27] := {103} tii[40,28] := {157} tii[40,29] := {198} tii[40,30] := {219} tii[40,31] := {207} tii[40,32] := {200} tii[40,33] := {218} tii[40,34] := {211} tii[40,35] := {189} tii[40,36] := {221} tii[40,37] := {220} tii[40,38] := {217} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {36} tii[40,42] := {90} tii[40,43] := {124} tii[40,44] := {35} tii[40,45] := {59} tii[40,46] := {23} tii[40,47] := {89} tii[40,48] := {111} tii[40,49] := {55} tii[40,50] := {123} tii[40,51] := {143} tii[40,52] := {82} tii[40,53] := {58} tii[40,54] := {64} tii[40,55] := {131} tii[40,56] := {110} tii[40,57] := {21} tii[40,58] := {99} tii[40,59] := {46} tii[40,60] := {142} tii[40,61] := {159} tii[40,62] := {53} tii[40,63] := {81} tii[40,64] := {62} tii[40,65] := {149} tii[40,66] := {130} tii[40,67] := {97} tii[40,68] := {34} tii[40,69] := {173} tii[40,70] := {158} tii[40,71] := {136} tii[40,72] := {148} tii[40,73] := {184} tii[40,74] := {128} tii[40,75] := {172} tii[40,76] := {182} tii[40,77] := {84} tii[40,78] := {44} tii[40,79] := {133} tii[40,80] := {79} tii[40,81] := {161} tii[40,82] := {106} tii[40,83] := {83} tii[40,84] := {87} tii[40,85] := {24} tii[40,86] := {151} tii[40,87] := {132} tii[40,88] := {43} tii[40,89] := {69} tii[40,90] := {121} tii[40,91] := {56} tii[40,92] := {175} tii[40,93] := {160} tii[40,94] := {78} tii[40,95] := {105} tii[40,96] := {42} tii[40,97] := {166} tii[40,98] := {85} tii[40,99] := {22} tii[40,100] := {150} tii[40,101] := {77} tii[40,102] := {27} tii[40,103] := {57} tii[40,104] := {119} tii[40,105] := {54} tii[40,106] := {186} tii[40,107] := {174} tii[40,108] := {154} tii[40,109] := {39} tii[40,110] := {165} tii[40,111] := {96} tii[40,112] := {195} tii[40,113] := {17} tii[40,114] := {147} tii[40,115] := {74} tii[40,116] := {185} tii[40,117] := {92} tii[40,118] := {194} tii[40,119] := {127} tii[40,120] := {109} tii[40,121] := {168} tii[40,122] := {141} tii[40,123] := {93} tii[40,124] := {188} tii[40,125] := {126} tii[40,126] := {108} tii[40,127] := {88} tii[40,128] := {180} tii[40,129] := {167} tii[40,130] := {80} tii[40,131] := {140} tii[40,132] := {122} tii[40,133] := {70} tii[40,134] := {197} tii[40,135] := {170} tii[40,136] := {187} tii[40,137] := {86} tii[40,138] := {179} tii[40,139] := {139} tii[40,140] := {49} tii[40,141] := {203} tii[40,142] := {164} tii[40,143] := {61} tii[40,144] := {120} tii[40,145] := {196} tii[40,146] := {135} tii[40,147] := {45} tii[40,148] := {202} tii[40,149] := {192} tii[40,150] := {205} tii[40,151] := {183} tii[40,152] := {191} tii[40,153] := {171} tii[40,154] := {210} tii[40,155] := {204} tii[40,156] := {178} tii[40,157] := {209} tii[40,158] := {169} tii[40,159] := {215} tii[40,160] := {214} tii[40,161] := {6} tii[40,162] := {32} tii[40,163] := {20} tii[40,164] := {52} tii[40,165] := {11} tii[40,166] := {72} tii[40,167] := {7} tii[40,168] := {33} tii[40,169] := {19} tii[40,170] := {41} tii[40,171] := {5} tii[40,172] := {51} tii[40,173] := {31} tii[40,174] := {76} tii[40,175] := {26} tii[40,176] := {10} tii[40,177] := {18} tii[40,178] := {12} tii[40,179] := {71} tii[40,180] := {95} tii[40,181] := {4} tii[40,182] := {50} tii[40,183] := {68} tii[40,184] := {40} tii[40,185] := {75} tii[40,186] := {28} tii[40,187] := {38} tii[40,188] := {94} tii[40,189] := {116} tii[40,190] := {73} tii[40,191] := {16} tii[40,192] := {14} tii[40,193] := {91} tii[40,194] := {8} tii[40,195] := {115} tii[40,196] := {113} tii[40,197] := {66} tii[40,198] := {101} tii[40,199] := {47} tii[40,200] := {29} tii[40,201] := {118} tii[40,202] := {65} tii[40,203] := {100} tii[40,204] := {48} tii[40,205] := {63} tii[40,206] := {13} tii[40,207] := {138} tii[40,208] := {117} tii[40,209] := {30} tii[40,210] := {37} tii[40,211] := {98} tii[40,212] := {114} tii[40,213] := {25} tii[40,214] := {15} tii[40,215] := {137} tii[40,216] := {9} tii[40,217] := {134} tii[40,218] := {156} tii[40,219] := {155} tii[40,220] := {153} tii[40,221] := {1} tii[40,222] := {2} tii[40,223] := {3} tii[40,224] := {0} cell#43 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1232} tii[38,2] := {1375, 1376} tii[38,3] := {1461, 1462} tii[38,4] := {605, 1491} tii[38,5] := {1108} tii[38,6] := {753} tii[38,7] := {972, 973, 1576, 1577} tii[38,8] := {1280, 1281} tii[38,9] := {850, 851} tii[38,10] := {1389, 1390} tii[38,11] := {1247, 1248, 1604, 1605} tii[38,12] := {1361, 1362, 1608, 1609} tii[38,13] := {325, 1336} tii[38,14] := {967} tii[38,15] := {122, 1160} tii[38,16] := {672, 673, 1500, 1501} tii[38,17] := {676} tii[38,18] := {1167, 1168} tii[38,19] := {470} tii[38,20] := {789, 790} tii[38,21] := {1463, 1464} tii[38,22] := {275, 276, 1343, 1344} tii[38,23] := {984, 985, 1580, 1581} tii[38,24] := {448, 449, 1439, 1440} tii[38,25] := {1148, 1149, 1598, 1599} tii[38,26] := {1107} tii[38,27] := {970, 971, 1371, 1372} tii[38,28] := {1278, 1279} tii[38,29] := {968} tii[38,30] := {1063, 1064} tii[38,31] := {1516, 1517} tii[38,32] := {893} tii[38,33] := {681, 682, 1177, 1178} tii[38,34] := {1243, 1244, 1508, 1509} tii[38,35] := {999, 1000} tii[38,36] := {874, 875, 1320, 1321} tii[38,37] := {1357, 1358, 1564, 1565} tii[38,38] := {1369, 1370} tii[38,39] := {1554, 1555} tii[38,40] := {1282, 1283} tii[38,41] := {1425, 1426, 1510, 1511} tii[38,42] := {1230, 1231, 1409, 1410} tii[38,43] := {1496, 1497, 1566, 1567} tii[38,44] := {1578, 1579} tii[38,45] := {1574, 1575, 1602, 1603} tii[38,46] := {209} tii[38,47] := {529, 530} tii[38,48] := {898} tii[38,49] := {997, 998} tii[38,50] := {840, 841} tii[38,51] := {1023, 1024} tii[38,52] := {462, 1423} tii[38,53] := {253} tii[38,54] := {329} tii[38,55] := {824, 825, 1546, 1547} tii[38,56] := {213, 1272} tii[38,57] := {977} tii[38,58] := {629, 630} tii[38,59] := {609} tii[38,60] := {756} tii[38,61] := {1067, 1068} tii[38,62] := {552, 553} tii[38,63] := {698, 699} tii[38,64] := {1128, 1129, 1594, 1595} tii[38,65] := {412, 413, 1427, 1428} tii[38,66] := {923, 924} tii[38,67] := {740, 741} tii[38,68] := {1265, 1266, 1606, 1607} tii[38,69] := {595, 596, 1498, 1499} tii[38,70] := {1091, 1092} tii[38,71] := {378} tii[38,72] := {326, 1337} tii[38,73] := {1117} tii[38,74] := {37, 895} tii[38,75] := {674, 675, 1502, 1503} tii[38,76] := {526} tii[38,77] := {212, 1234} tii[38,78] := {769, 770} tii[38,79] := {465} tii[38,80] := {240} tii[38,81] := {996} tii[38,82] := {683} tii[38,83] := {116, 1159} tii[38,84] := {781, 782} tii[38,85] := {410, 411, 1385, 1386} tii[38,86] := {1191, 1192} tii[38,87] := {557, 558} tii[38,88] := {132, 133, 1120, 1121} tii[38,89] := {986, 987, 1582, 1583} tii[38,90] := {1053, 1054} tii[38,91] := {876} tii[38,92] := {184, 185, 1251, 1252} tii[38,93] := {953, 954} tii[38,94] := {593, 594, 1485, 1486} tii[38,95] := {233, 234, 1263, 1264} tii[38,96] := {1150, 1151, 1600, 1601} tii[38,97] := {1209, 1210} tii[38,98] := {907, 908} tii[38,99] := {822, 823, 1445, 1446} tii[38,100] := {607} tii[38,101] := {1300, 1301} tii[38,102] := {679, 680, 1381, 1382} tii[38,103] := {1045, 1046} tii[38,104] := {484} tii[38,105] := {334, 335, 836, 837} tii[38,106] := {1124, 1125, 1552, 1553} tii[38,107] := {696, 697} tii[38,108] := {1175, 1176} tii[38,109] := {872, 873, 1481, 1482} tii[38,110] := {1205, 1206} tii[38,111] := {522, 523, 1304, 1305} tii[38,112] := {614, 615} tii[38,113] := {478, 479, 1025, 1026} tii[38,114] := {1316, 1317} tii[38,115] := {1261, 1262, 1590, 1591} tii[38,116] := {1284, 1285} tii[38,117] := {1239, 1240, 1514, 1515} tii[38,118] := {832, 833} tii[38,119] := {1113, 1114, 1475, 1476} tii[38,120] := {1403, 1404} tii[38,121] := {754, 755, 1029, 1030} tii[38,122] := {1355, 1356, 1570, 1571} tii[38,123] := {1431, 1432, 1538, 1539} tii[38,124] := {154} tii[38,125] := {328, 1366} tii[38,126] := {214} tii[38,127] := {827} tii[38,128] := {488, 489} tii[38,129] := {610} tii[38,130] := {931, 932} tii[38,131] := {550, 551, 1492, 1493} tii[38,132] := {414, 415} tii[38,133] := {783, 784} tii[38,134] := {738, 739, 1544, 1545} tii[38,135] := {597, 598} tii[38,136] := {955, 956} tii[38,137] := {252} tii[38,138] := {210, 1229} tii[38,139] := {463, 1424} tii[38,140] := {55, 1035} tii[38,141] := {976} tii[38,142] := {146} tii[38,143] := {382} tii[38,144] := {527, 528, 1443, 1444} tii[38,145] := {531} tii[38,146] := {627, 628} tii[38,147] := {121, 1109} tii[38,148] := {338} tii[38,149] := {324, 1365} tii[38,150] := {486} tii[38,151] := {166, 167, 1241, 1242} tii[38,152] := {846} tii[38,153] := {534} tii[38,154] := {641, 642} tii[38,155] := {688, 689, 1506, 1507} tii[38,156] := {645, 646} tii[38,157] := {1065, 1066} tii[38,158] := {336, 337} tii[38,159] := {50, 1033} tii[38,160] := {273, 274, 1292, 1293} tii[38,161] := {921, 922} tii[38,162] := {838, 839, 1550, 1551} tii[38,163] := {421, 422, 1433, 1434} tii[38,164] := {312, 313, 1359, 1360} tii[38,165] := {722} tii[38,166] := {809, 810} tii[38,167] := {881, 882, 1562, 1563} tii[38,168] := {480, 481} tii[38,169] := {97, 98, 1134, 1135} tii[38,170] := {446, 447, 1415, 1416} tii[38,171] := {1089, 1090} tii[38,172] := {1021, 1022, 1588, 1589} tii[38,173] := {215} tii[38,174] := {21, 896} tii[38,175] := {767, 768} tii[38,176] := {669} tii[38,177] := {670, 671, 1373, 1374} tii[38,178] := {611} tii[38,179] := {333} tii[38,180] := {5, 765} tii[38,181] := {834, 835, 1548, 1549} tii[38,182] := {1189, 1190} tii[38,183] := {224} tii[38,184] := {606} tii[38,185] := {532, 533, 1290, 1291} tii[38,186] := {913, 914} tii[38,187] := {787, 788} tii[38,188] := {87, 88, 1126, 1127} tii[38,189] := {416, 417} tii[38,190] := {392, 393, 919, 920} tii[38,191] := {980, 981, 1512, 1513} tii[38,192] := {1049, 1050} tii[38,193] := {16, 17, 901, 902} tii[38,194] := {477} tii[38,195] := {708, 709} tii[38,196] := {720, 721, 1411, 1412} tii[38,197] := {1085, 1086} tii[38,198] := {1019, 1020, 1586, 1587} tii[38,199] := {599, 600} tii[38,200] := {706, 707, 1518, 1519} tii[38,201] := {380, 381, 1195, 1196} tii[38,202] := {204, 205, 1267, 1268} tii[38,203] := {575, 576, 1093, 1094} tii[38,204] := {1207, 1208} tii[38,205] := {1146, 1147, 1568, 1569} tii[38,206] := {331} tii[38,207] := {164, 165, 988, 989} tii[38,208] := {538, 539} tii[38,209] := {1169, 1170} tii[38,210] := {917, 918} tii[38,211] := {1118, 1119, 1459, 1460} tii[38,212] := {435, 436} tii[38,213] := {1144, 1145, 1596, 1597} tii[38,214] := {85, 86, 868, 869} tii[38,215] := {828, 829, 1097, 1098} tii[38,216] := {310, 311, 1154, 1155} tii[38,217] := {974, 975, 1401, 1402} tii[38,218] := {726, 727} tii[38,219] := {1312, 1313} tii[38,220] := {1257, 1258, 1536, 1537} tii[38,221] := {419, 420, 1031, 1032} tii[38,222] := {1347, 1348, 1489, 1490} tii[38,223] := {379} tii[38,224] := {211, 1233} tii[38,225] := {826} tii[38,226] := {771, 772} tii[38,227] := {254} tii[38,228] := {117, 1158} tii[38,229] := {929, 930} tii[38,230] := {408, 409, 1383, 1384} tii[38,231] := {692} tii[38,232] := {390} tii[38,233] := {498, 499} tii[38,234] := {1055, 1056} tii[38,235] := {186, 187, 1249, 1250} tii[38,236] := {591, 592, 1483, 1484} tii[38,237] := {573} tii[38,238] := {661, 662} tii[38,239] := {1211, 1212} tii[38,240] := {909, 910} tii[38,241] := {819} tii[38,242] := {156} tii[38,243] := {820, 821, 1276, 1277} tii[38,244] := {544, 545, 1449, 1450} tii[38,245] := {1061, 1062} tii[38,246] := {750} tii[38,247] := {536, 537, 1051, 1052} tii[38,248] := {264} tii[38,249] := {52, 1041} tii[38,250] := {556} tii[38,251] := {773, 774} tii[38,252] := {927, 928} tii[38,253] := {362, 363} tii[38,254] := {677, 678, 1173, 1174} tii[38,255] := {1122, 1123, 1455, 1456} tii[38,256] := {1179, 1180} tii[38,257] := {856, 857} tii[38,258] := {724, 725, 1213, 1214} tii[38,259] := {945, 946} tii[38,260] := {732, 733, 1526, 1527} tii[38,261] := {437} tii[38,262] := {423, 424, 1391, 1392} tii[38,263] := {101, 102, 1162, 1163} tii[38,264] := {514, 515} tii[38,265] := {870, 871, 1314, 1315} tii[38,266] := {1318, 1319} tii[38,267] := {520, 521, 1069, 1070} tii[38,268] := {1259, 1260, 1532, 1533} tii[38,269] := {400, 401, 925, 926} tii[38,270] := {608} tii[38,271] := {218} tii[38,272] := {492, 493} tii[38,273] := {1286, 1287} tii[38,274] := {1237, 1238, 1387, 1388} tii[38,275] := {1047, 1048} tii[38,276] := {196, 197, 1253, 1254} tii[38,277] := {862, 863, 1556, 1557} tii[38,278] := {260, 261, 797, 798} tii[38,279] := {716, 717} tii[38,280] := {1111, 1112, 1310, 1311} tii[38,281] := {655, 656} tii[38,282] := {1405, 1406} tii[38,283] := {583, 584, 1095, 1096} tii[38,284] := {978, 979, 1219, 1220} tii[38,285] := {1353, 1354, 1487, 1488} tii[38,286] := {346} tii[38,287] := {601, 602} tii[38,288] := {702, 703, 963, 964} tii[38,289] := {1429, 1430, 1540, 1541} tii[38,290] := {1043, 1044} tii[38,291] := {830, 831, 1288, 1289} tii[38,292] := {1187, 1188} tii[38,293] := {911, 912} tii[38,294] := {1294, 1295} tii[38,295] := {1017, 1018, 1407, 1408} tii[38,296] := {1083, 1084} tii[38,297] := {667, 668, 1193, 1194} tii[38,298] := {1413, 1414} tii[38,299] := {1171, 1172} tii[38,300] := {775, 776} tii[38,301] := {1377, 1378} tii[38,302] := {1341, 1342, 1457, 1458} tii[38,303] := {1142, 1143, 1469, 1470} tii[38,304] := {1115, 1116, 1324, 1325} tii[38,305] := {524, 525, 1071, 1072} tii[38,306] := {1477, 1478} tii[38,307] := {947, 948} tii[38,308] := {1235, 1236, 1399, 1400} tii[38,309] := {1437, 1438, 1534, 1535} tii[38,310] := {994, 995, 1223, 1224} tii[38,311] := {1494, 1495, 1572, 1573} tii[38,312] := {1447, 1448} tii[38,313] := {1339, 1340, 1471, 1472} tii[38,314] := {1524, 1525} tii[38,315] := {1542, 1543, 1592, 1593} tii[38,316] := {54} tii[38,317] := {174, 175} tii[38,318] := {320, 321} tii[38,319] := {120} tii[38,320] := {123, 1161} tii[38,321] := {237} tii[38,322] := {78} tii[38,323] := {626} tii[38,324] := {283, 284} tii[38,325] := {277, 278, 1345, 1346} tii[38,326] := {468, 469} tii[38,327] := {136, 137} tii[38,328] := {456, 457} tii[38,329] := {450, 451, 1441, 1442} tii[38,330] := {620, 621} tii[38,331] := {330} tii[38,332] := {56, 1036} tii[38,333] := {406, 407} tii[38,334] := {757} tii[38,335] := {467} tii[38,336] := {18, 906} tii[38,337] := {170, 171, 1245, 1246} tii[38,338] := {554, 555} tii[38,339] := {41, 42, 1039, 1040} tii[38,340] := {589, 590} tii[38,341] := {619} tii[38,342] := {295, 296} tii[38,343] := {316, 317, 1363, 1364} tii[38,344] := {742, 743} tii[38,345] := {684, 685} tii[38,346] := {269, 270, 1130, 1131} tii[38,347] := {714, 715} tii[38,348] := {442, 443, 1269, 1270} tii[38,349] := {159, 160, 1015, 1016} tii[38,350] := {877, 878} tii[38,351] := {561, 562, 1156, 1157} tii[38,352] := {327, 1338} tii[38,353] := {155} tii[38,354] := {80} tii[38,355] := {206, 1271} tii[38,356] := {115} tii[38,357] := {356} tii[38,358] := {548, 549, 1453, 1454} tii[38,359] := {364, 365} tii[38,360] := {222, 223} tii[38,361] := {289, 290, 1349, 1350} tii[38,362] := {182, 183} tii[38,363] := {736, 737, 1530, 1531} tii[38,364] := {516, 517} tii[38,365] := {350, 351} tii[38,366] := {383} tii[38,367] := {124, 1110} tii[38,368] := {13, 751} tii[38,369] := {125} tii[38,370] := {535} tii[38,371] := {51, 1034} tii[38,372] := {847} tii[38,373] := {208} tii[38,374] := {686, 687, 1504, 1505} tii[38,375] := {496, 497} tii[38,376] := {471} tii[38,377] := {219} tii[38,378] := {148} tii[38,379] := {118, 1166} tii[38,380] := {281, 282, 1296, 1297} tii[38,381] := {643, 644} tii[38,382] := {62, 63, 982, 983} tii[38,383] := {279, 280} tii[38,384] := {2, 624} tii[38,385] := {99, 100, 1136, 1137} tii[38,386] := {723} tii[38,387] := {293, 294} tii[38,388] := {8, 9, 758, 759} tii[38,389] := {879, 880, 1560, 1561} tii[38,390] := {659, 660} tii[38,391] := {565, 566, 1465, 1466} tii[38,392] := {368, 369} tii[38,393] := {811, 812} tii[38,394] := {454, 455, 1417, 1418} tii[38,395] := {188, 189, 1273, 1274} tii[38,396] := {452, 453} tii[38,397] := {347} tii[38,398] := {143, 144, 1152, 1153} tii[38,399] := {466} tii[38,400] := {35, 897} tii[38,401] := {402, 403, 1185, 1186} tii[38,402] := {238} tii[38,403] := {130, 131, 842, 843} tii[38,404] := {779, 780} tii[38,405] := {396, 397} tii[38,406] := {431, 432} tii[38,407] := {1011, 1012, 1584, 1585} tii[38,408] := {303, 304, 1351, 1352} tii[38,409] := {795, 796} tii[38,410] := {72, 73, 1013, 1014} tii[38,411] := {344, 345} tii[38,412] := {585, 586, 1328, 1329} tii[38,413] := {618} tii[38,414] := {59, 60, 718, 719} tii[38,415] := {951, 952} tii[38,416] := {231, 232, 1027, 1028} tii[38,417] := {262, 263, 1081, 1082} tii[38,418] := {579, 580} tii[38,419] := {134, 135, 885, 886} tii[38,420] := {704, 705, 1227, 1228} tii[38,421] := {340, 341, 889, 890} tii[38,422] := {58} tii[38,423] := {546, 547, 1451, 1452} tii[38,424] := {637, 638} tii[38,425] := {339} tii[38,426] := {129} tii[38,427] := {168, 169} tii[38,428] := {12, 764} tii[38,429] := {734, 735, 1528, 1529} tii[38,430] := {805, 806} tii[38,431] := {30, 31, 899, 900} tii[38,432] := {425, 426, 1393, 1394} tii[38,433] := {314, 315} tii[38,434] := {502, 503} tii[38,435] := {230} tii[38,436] := {915, 916} tii[38,437] := {354} tii[38,438] := {220, 221, 690, 691} tii[38,439] := {542, 543, 1298, 1299} tii[38,440] := {81} tii[38,441] := {265, 266} tii[38,442] := {301, 302, 1308, 1309} tii[38,443] := {647, 648} tii[38,444] := {76, 77, 1003, 1004} tii[38,445] := {864, 865, 1558, 1559} tii[38,446] := {937, 938} tii[38,447] := {474, 475} tii[38,448] := {730, 731, 1419, 1420} tii[38,449] := {1087, 1088} tii[38,450] := {388, 389, 1203, 1204} tii[38,451] := {438, 439} tii[38,452] := {348, 349, 883, 884} tii[38,453] := {126, 127, 571, 572} tii[38,454] := {149} tii[38,455] := {285, 286, 1099, 1100} tii[38,456] := {854, 855, 1334, 1335} tii[38,457] := {352, 353} tii[38,458] := {472, 473, 748, 749} tii[38,459] := {394, 395} tii[38,460] := {1009, 1010, 1522, 1523} tii[38,461] := {216, 217, 710, 711} tii[38,462] := {1073, 1074} tii[38,463] := {577, 578} tii[38,464] := {992, 993, 1421, 1422} tii[38,465] := {612, 613, 891, 892} tii[38,466] := {83} tii[38,467] := {49} tii[38,468] := {244, 245} tii[38,469] := {95, 96} tii[38,470] := {376, 377} tii[38,471] := {255} tii[38,472] := {57, 969} tii[38,473] := {207, 1275} tii[38,474] := {391} tii[38,475] := {19, 894} tii[38,476] := {693} tii[38,477] := {119} tii[38,478] := {360, 361} tii[38,479] := {500, 501} tii[38,480] := {172, 173, 1181, 1182} tii[38,481] := {291, 292, 1367, 1368} tii[38,482] := {574} tii[38,483] := {43, 44, 1001, 1002} tii[38,484] := {663, 664} tii[38,485] := {190, 191} tii[38,486] := {512, 513} tii[38,487] := {318, 319, 1322, 1323} tii[38,488] := {246, 247} tii[38,489] := {332} tii[38,490] := {635, 636} tii[38,491] := {11, 752} tii[38,492] := {271, 272, 1059, 1060} tii[38,493] := {429, 430, 1435, 1436} tii[38,494] := {305, 306} tii[38,495] := {649, 650} tii[38,496] := {444, 445, 1217, 1218} tii[38,497] := {28, 29, 866, 867} tii[38,498] := {476} tii[38,499] := {803, 804} tii[38,500] := {161, 162, 943, 944} tii[38,501] := {66, 67, 744, 745} tii[38,502] := {563, 564, 1103, 1104} tii[38,503] := {84} tii[38,504] := {20, 905} tii[38,505] := {404, 405, 1379, 1380} tii[38,506] := {494, 495} tii[38,507] := {79} tii[38,508] := {163} tii[38,509] := {418} tii[38,510] := {242, 243} tii[38,511] := {45, 46, 1037, 1038} tii[38,512] := {138, 139} tii[38,513] := {309} tii[38,514] := {587, 588, 1479, 1480} tii[38,515] := {657, 658} tii[38,516] := {374, 375} tii[38,517] := {297, 298, 1302, 1303} tii[38,518] := {366, 367} tii[38,519] := {239} tii[38,520] := {128} tii[38,521] := {464} tii[38,522] := {267, 268, 785, 786} tii[38,523] := {777, 778} tii[38,524] := {1, 625} tii[38,525] := {398, 399, 1183, 1184} tii[38,526] := {358, 359} tii[38,527] := {107, 108, 1138, 1139} tii[38,528] := {567, 568, 1467, 1468} tii[38,529] := {569, 570} tii[38,530] := {506, 507} tii[38,531] := {227, 228} tii[38,532] := {793, 794} tii[38,533] := {6, 7, 760, 761} tii[38,534] := {229} tii[38,535] := {194, 195, 1197, 1198} tii[38,536] := {712, 713, 1520, 1521} tii[38,537] := {581, 582, 1326, 1327} tii[38,538] := {357} tii[38,539] := {949, 950} tii[38,540] := {440, 441, 957, 958} tii[38,541] := {258, 259, 1079, 1080} tii[38,542] := {510, 511} tii[38,543] := {157, 158, 651, 652} tii[38,544] := {458, 459} tii[38,545] := {176, 177, 959, 960} tii[38,546] := {700, 701, 1225, 1226} tii[38,547] := {22, 23, 622, 623} tii[38,548] := {559, 560, 817, 818} tii[38,549] := {61} tii[38,550] := {490, 491} tii[38,551] := {47, 48, 1005, 1006} tii[38,552] := {307, 308} tii[38,553] := {860, 861, 1473, 1474} tii[38,554] := {933, 934} tii[38,555] := {142} tii[38,556] := {653, 654} tii[38,557] := {256, 257, 791, 792} tii[38,558] := {322, 323} tii[38,559] := {39, 40, 746, 747} tii[38,560] := {844, 845, 1332, 1333} tii[38,561] := {694, 695, 965, 966} tii[38,562] := {639, 640} tii[38,563] := {807, 808} tii[38,564] := {504, 505} tii[38,565] := {633, 634} tii[38,566] := {540, 541, 1057, 1058} tii[38,567] := {299, 300, 1306, 1307} tii[38,568] := {370, 371} tii[38,569] := {939, 940} tii[38,570] := {801, 802} tii[38,571] := {728, 729, 1215, 1216} tii[38,572] := {386, 387, 941, 942} tii[38,573] := {852, 853, 1101, 1102} tii[38,574] := {287, 288, 813, 814} tii[38,575] := {631, 632} tii[38,576] := {384, 385, 935, 936} tii[38,577] := {1007, 1008, 1397, 1398} tii[38,578] := {250, 251} tii[38,579] := {1077, 1078} tii[38,580] := {799, 800} tii[38,581] := {990, 991, 1221, 1222} tii[38,582] := {180, 181, 665, 666} tii[38,583] := {848, 849, 1105, 1106} tii[38,584] := {1201, 1202} tii[38,585] := {1132, 1133, 1330, 1331} tii[38,586] := {34} tii[38,587] := {70, 71} tii[38,588] := {105, 106} tii[38,589] := {145} tii[38,590] := {53, 1042} tii[38,591] := {225, 226} tii[38,592] := {103, 104, 1164, 1165} tii[38,593] := {355} tii[38,594] := {10, 766} tii[38,595] := {192, 193} tii[38,596] := {198, 199, 1255, 1256} tii[38,597] := {342, 343} tii[38,598] := {26, 27, 903, 904} tii[38,599] := {487} tii[38,600] := {64, 65, 762, 763} tii[38,601] := {433, 434} tii[38,602] := {109, 110, 1140, 1141} tii[38,603] := {89, 90, 887, 888} tii[38,604] := {36} tii[38,605] := {74, 75} tii[38,606] := {147} tii[38,607] := {0, 485} tii[38,608] := {427, 428, 1395, 1396} tii[38,609] := {248, 249} tii[38,610] := {140, 141} tii[38,611] := {3, 4, 616, 617} tii[38,612] := {241} tii[38,613] := {14, 15, 482, 483} tii[38,614] := {38} tii[38,615] := {32, 33, 858, 859} tii[38,616] := {200, 201, 1199, 1200} tii[38,617] := {202, 203} tii[38,618] := {508, 509} tii[38,619] := {82} tii[38,620] := {24, 25, 603, 604} tii[38,621] := {178, 179, 961, 962} tii[38,622] := {235, 236} tii[38,623] := {113, 114} tii[38,624] := {68, 69, 460, 461} tii[38,625] := {150, 151} tii[38,626] := {372, 373} tii[38,627] := {111, 112, 1075, 1076} tii[38,628] := {91, 92, 815, 816} tii[38,629] := {152, 153} tii[38,630] := {93, 94, 518, 519} cell#44 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {973} tii[38,2] := {732, 1404} tii[38,3] := {1152, 1545} tii[38,4] := {1290, 1291} tii[38,5] := {1114} tii[38,6] := {672} tii[38,7] := {1237, 1238, 1474, 1475} tii[38,8] := {583, 1461} tii[38,9] := {252, 1132} tii[38,10] := {1022, 1572} tii[38,11] := {1379, 1380, 1550, 1551} tii[38,12] := {1452, 1453, 1577, 1578} tii[38,13] := {1288, 1289} tii[38,14] := {1233} tii[38,15] := {1059, 1060} tii[38,16] := {978, 979, 1472, 1473} tii[38,17] := {982} tii[38,18] := {439, 1506} tii[38,19] := {701} tii[38,20] := {108, 1339} tii[38,21] := {882, 1590} tii[38,22] := {771, 772, 1268, 1269} tii[38,23] := {1197, 1198, 1548, 1549} tii[38,24] := {898, 899, 1369, 1370} tii[38,25] := {1314, 1315, 1575, 1576} tii[38,26] := {1328} tii[38,27] := {668, 669, 1486, 1487} tii[38,28] := {582, 1542} tii[38,29] := {1234} tii[38,30] := {312, 1467} tii[38,31] := {1021, 1598} tii[38,32] := {1113} tii[38,33] := {382, 383, 1377, 1378} tii[38,34] := {916, 917, 1556, 1557} tii[38,35] := {1203, 1204} tii[38,36] := {486, 487, 1450, 1451} tii[38,37] := {1093, 1094, 1583, 1584} tii[38,38] := {731, 1570} tii[38,39] := {1151, 1604} tii[38,40] := {581, 1541} tii[38,41] := {989, 990, 1592, 1593} tii[38,42] := {711, 712, 1560, 1561} tii[38,43] := {1141, 1142, 1600, 1601} tii[38,44] := {1261, 1607} tii[38,45] := {1342, 1343, 1608, 1609} tii[38,46] := {366} tii[38,47] := {303, 825} tii[38,48] := {516} tii[38,49] := {199, 1001} tii[38,50] := {587, 1127} tii[38,51] := {739, 1256} tii[38,52] := {1183, 1184} tii[38,53] := {510} tii[38,54] := {234} tii[38,55] := {1119, 1120, 1418, 1419} tii[38,56] := {912, 913} tii[38,57] := {671} tii[38,58] := {369, 976} tii[38,59] := {515} tii[38,60] := {394} tii[38,61] := {313, 1131} tii[38,62] := {69, 526} tii[38,63] := {150, 1000} tii[38,64] := {1300, 1301, 1515, 1516} tii[38,65] := {688, 689, 1157, 1158} tii[38,66] := {685, 1243} tii[38,67] := {169, 726} tii[38,68] := {1393, 1394, 1552, 1553} tii[38,69] := {803, 804, 1284, 1285} tii[38,70] := {877, 1348} tii[38,71] := {664} tii[38,72] := {1053, 1054} tii[38,73] := {826} tii[38,74] := {757, 758} tii[38,75] := {980, 981, 1349, 1350} tii[38,76] := {512} tii[38,77] := {908, 909} tii[38,78] := {304, 1116} tii[38,79] := {670} tii[38,80] := {392} tii[38,81] := {692} tii[38,82] := {375} tii[38,83] := {773, 774} tii[38,84] := {101, 838} tii[38,85] := {693, 694, 1153, 1154} tii[38,86] := {445, 1245} tii[38,87] := {107, 1130} tii[38,88] := {460, 461, 1025, 1026} tii[38,89] := {1199, 1200, 1476, 1477} tii[38,90] := {588, 1334} tii[38,91] := {567} tii[38,92] := {623, 624, 900, 901} tii[38,93] := {208, 1011} tii[38,94] := {809, 810, 1280, 1281} tii[38,95] := {593, 594, 1171, 1172} tii[38,96] := {1316, 1317, 1523, 1524} tii[38,97] := {740, 1416} tii[38,98] := {438, 1235} tii[38,99] := {831, 832, 1292, 1293} tii[38,100] := {823} tii[38,101] := {589, 1336} tii[38,102] := {699, 700, 1191, 1192} tii[38,103] := {309, 1121} tii[38,104] := {665} tii[38,105] := {247, 248, 1063, 1064} tii[38,106] := {1073, 1074, 1440, 1441} tii[38,107] := {197, 1244} tii[38,108] := {735, 1407} tii[38,109] := {817, 818, 1308, 1309} tii[38,110] := {450, 1250} tii[38,111] := {555, 556, 1079, 1080} tii[38,112] := {789, 790} tii[38,113] := {348, 349, 1213, 1214} tii[38,114] := {885, 1470} tii[38,115] := {1223, 1224, 1500, 1501} tii[38,116] := {881, 1463} tii[38,117] := {993, 994, 1490, 1491} tii[38,118] := {307, 1331} tii[38,119] := {866, 867, 1444, 1445} tii[38,120] := {1024, 1512} tii[38,121] := {418, 419, 1385, 1386} tii[38,122] := {1145, 1146, 1537, 1538} tii[38,123] := {1259, 1260, 1568, 1569} tii[38,124] := {663} tii[38,125] := {1061, 1062} tii[38,126] := {368} tii[38,127] := {830} tii[38,128] := {236, 1117} tii[38,129] := {543} tii[38,130] := {200, 1247} tii[38,131] := {846, 847, 1270, 1271} tii[38,132] := {138, 684} tii[38,133] := {528, 1335} tii[38,134] := {960, 961, 1371, 1372} tii[38,135] := {282, 876} tii[38,136] := {728, 1417} tii[38,137] := {821} tii[38,138] := {1185, 1186} tii[38,139] := {1189, 1190} tii[38,140] := {910, 911} tii[38,141] := {977} tii[38,142] := {235} tii[38,143] := {666} tii[38,144] := {827, 828, 1420, 1421} tii[38,145] := {829} tii[38,146] := {188, 1236} tii[38,147] := {1057, 1058} tii[38,148] := {542} tii[38,149] := {1075, 1076} tii[38,150] := {395} tii[38,151] := {609, 610, 1155, 1156} tii[38,152] := {850} tii[38,153] := {521} tii[38,154] := {48, 991} tii[38,155] := {995, 996, 1357, 1358} tii[38,156] := {65, 1246} tii[38,157] := {314, 1338} tii[38,158] := {70, 527} tii[38,159] := {928, 929} tii[38,160] := {529, 530, 1266, 1267} tii[38,161] := {442, 1408} tii[38,162] := {1067, 1068, 1517, 1518} tii[38,163] := {934, 935, 1179, 1180} tii[38,164] := {745, 746, 1282, 1283} tii[38,165] := {721} tii[38,166] := {120, 1143} tii[38,167] := {1103, 1104, 1434, 1435} tii[38,168] := {170, 727} tii[38,169] := {783, 784, 1047, 1048} tii[38,170] := {641, 642, 1367, 1368} tii[38,171] := {592, 1471} tii[38,172] := {1217, 1218, 1554, 1555} tii[38,173] := {372} tii[38,174] := {763, 764} tii[38,175] := {306, 1329} tii[38,176] := {975} tii[38,177] := {673, 674, 1373, 1374} tii[38,178] := {537} tii[38,179] := {244} tii[38,180] := {617, 618} tii[38,181] := {1128, 1129, 1424, 1425} tii[38,182] := {444, 1409} tii[38,183] := {393} tii[38,184] := {822} tii[38,185] := {538, 539, 1294, 1295} tii[38,186] := {193, 1239} tii[38,187] := {126, 1337} tii[38,188] := {466, 467, 1031, 1032} tii[38,189] := {31, 682} tii[38,190] := {195, 196, 1193, 1194} tii[38,191] := {924, 925, 1488, 1489} tii[38,192] := {586, 1464} tii[38,193] := {480, 481, 753, 754} tii[38,194] := {424} tii[38,195] := {938, 939} tii[38,196] := {653, 654, 1387, 1388} tii[38,197] := {320, 1344} tii[38,198] := {1225, 1226, 1484, 1485} tii[38,199] := {84, 874} tii[38,200] := {1002, 1003, 1361, 1362} tii[38,201] := {406, 407, 1205, 1206} tii[38,202] := {599, 600, 1177, 1178} tii[38,203] := {290, 291, 1310, 1311} tii[38,204] := {738, 1513} tii[38,205] := {1101, 1102, 1535, 1536} tii[38,206] := {520} tii[38,207] := {328, 329, 922, 923} tii[38,208] := {76, 836} tii[38,209] := {734, 1508} tii[38,210] := {212, 1405} tii[38,211] := {844, 845, 1527, 1528} tii[38,212] := {639, 640} tii[38,213] := {1306, 1307, 1521, 1522} tii[38,214] := {217, 218, 797, 798} tii[38,215] := {317, 318, 1446, 1447} tii[38,216] := {454, 455, 1099, 1100} tii[38,217] := {719, 720, 1494, 1495} tii[38,218] := {166, 1009} tii[38,219] := {884, 1546} tii[38,220] := {1017, 1018, 1566, 1567} tii[38,221] := {354, 355, 1231, 1232} tii[38,222] := {1149, 1150, 1587, 1588} tii[38,223] := {972} tii[38,224] := {1187, 1188} tii[38,225] := {1118} tii[38,226] := {99, 1330} tii[38,227] := {824} tii[38,228] := {1077, 1078} tii[38,229] := {201, 1411} tii[38,230] := {690, 691, 1355, 1356} tii[38,231] := {997} tii[38,232] := {676} tii[38,233] := {18, 1126} tii[38,234] := {310, 1465} tii[38,235] := {936, 937, 1181, 1182} tii[38,236] := {805, 806, 1432, 1433} tii[38,237] := {868} tii[38,238] := {61, 1255} tii[38,239] := {451, 1514} tii[38,240] := {189, 1403} tii[38,241] := {1115} tii[38,242] := {667} tii[38,243] := {517, 518, 1436, 1437} tii[38,244] := {851, 852, 1422, 1423} tii[38,245] := {311, 1466} tii[38,246] := {974} tii[38,247] := {249, 250, 1296, 1297} tii[38,248] := {522} tii[38,249] := {932, 933} tii[38,250] := {855} tii[38,251] := {103, 1332} tii[38,252] := {198, 1410} tii[38,253] := {6, 992} tii[38,254] := {386, 387, 1375, 1376} tii[38,255] := {769, 770, 1525, 1526} tii[38,256] := {441, 1509} tii[38,257] := {1081, 1082} tii[38,258] := {350, 351, 1389, 1390} tii[38,259] := {203, 1414} tii[38,260] := {966, 967, 1482, 1483} tii[38,261] := {722} tii[38,262] := {706, 707, 1359, 1360} tii[38,263] := {787, 788, 1051, 1052} tii[38,264] := {22, 1144} tii[38,265] := {492, 493, 1448, 1449} tii[38,266] := {591, 1547} tii[38,267] := {263, 264, 1302, 1303} tii[38,268] := {958, 959, 1564, 1565} tii[38,269] := {153, 154, 1201, 1202} tii[38,270] := {833} tii[38,271] := {378} tii[38,272] := {20, 1124} tii[38,273] := {584, 1543} tii[38,274] := {686, 687, 1558, 1559} tii[38,275] := {308, 1462} tii[38,276] := {621, 622, 1167, 1168} tii[38,277] := {1087, 1088, 1519, 1520} tii[38,278] := {81, 82, 1091, 1092} tii[38,279] := {952, 953} tii[38,280] := {563, 564, 1531, 1532} tii[38,281] := {58, 1253} tii[38,282] := {736, 1573} tii[38,283] := {231, 232, 1318, 1319} tii[38,284] := {420, 421, 1496, 1497} tii[38,285] := {878, 879, 1585, 1586} tii[38,286] := {570} tii[38,287] := {819, 820} tii[38,288] := {181, 182, 1401, 1402} tii[38,289] := {1019, 1020, 1596, 1597} tii[38,290] := {305, 1460} tii[38,291] := {533, 534, 1438, 1439} tii[38,292] := {443, 1510} tii[38,293] := {192, 1406} tii[38,294] := {585, 1544} tii[38,295] := {645, 646, 1498, 1499} tii[38,296] := {319, 1469} tii[38,297] := {404, 405, 1381, 1382} tii[38,298] := {737, 1574} tii[38,299] := {440, 1507} tii[38,300] := {104, 1333} tii[38,301] := {733, 1571} tii[38,302] := {842, 843, 1579, 1580} tii[38,303] := {791, 792, 1529, 1530} tii[38,304] := {565, 566, 1533, 1534} tii[38,305] := {261, 262, 1304, 1305} tii[38,306] := {883, 1591} tii[38,307] := {204, 1415} tii[38,308] := {717, 718, 1562, 1563} tii[38,309] := {1015, 1016, 1594, 1595} tii[38,310] := {432, 433, 1504, 1505} tii[38,311] := {1147, 1148, 1602, 1603} tii[38,312] := {880, 1589} tii[38,313] := {862, 863, 1581, 1582} tii[38,314] := {1023, 1599} tii[38,315] := {1257, 1258, 1605, 1606} tii[38,316] := {137} tii[38,317] := {46, 381} tii[38,318] := {118, 574} tii[38,319] := {233} tii[38,320] := {759, 760} tii[38,321] := {136} tii[38,322] := {140} tii[38,323] := {253} tii[38,324] := {100, 525} tii[38,325] := {531, 532, 1027, 1028} tii[38,326] := {32, 380} tii[38,327] := {95, 284} tii[38,328] := {207, 725} tii[38,329] := {643, 644, 1173, 1174} tii[38,330] := {85, 573} tii[38,331] := {238} tii[38,332] := {607, 608} tii[38,333] := {190, 679} tii[38,334] := {385} tii[38,335] := {145} tii[38,336] := {464, 465} tii[38,337] := {388, 389, 888, 889} tii[38,338] := {16, 524} tii[38,339] := {338, 339, 597, 598} tii[38,340] := {322, 871} tii[38,341] := {277} tii[38,342] := {124, 554} tii[38,343] := {494, 495, 1043, 1044} tii[38,344] := {59, 724} tii[38,345] := {52, 678} tii[38,346] := {255, 256, 767, 768} tii[38,347] := {448, 1006} tii[38,348] := {360, 361, 956, 957} tii[38,349] := {159, 160, 633, 634} tii[38,350] := {115, 870} tii[38,351] := {296, 297, 1111, 1112} tii[38,352] := {1055, 1056} tii[38,353] := {367} tii[38,354] := {135} tii[38,355] := {926, 927} tii[38,356] := {239} tii[38,357] := {254} tii[38,358] := {848, 849, 1264, 1265} tii[38,359] := {139, 683} tii[38,360] := {33, 379} tii[38,361] := {781, 782, 1045, 1046} tii[38,362] := {185, 427} tii[38,363] := {962, 963, 1365, 1366} tii[38,364] := {283, 875} tii[38,365] := {86, 572} tii[38,366] := {371} tii[38,367] := {761, 762} tii[38,368] := {605, 606} tii[38,369] := {237} tii[38,370] := {243} tii[38,371] := {615, 616} tii[38,372] := {536} tii[38,373] := {141} tii[38,374] := {998, 999, 1351, 1352} tii[38,375] := {241, 837} tii[38,376] := {384} tii[38,377] := {144} tii[38,378] := {251} tii[38,379] := {775, 776} tii[38,380] := {540, 541, 1029, 1030} tii[38,381] := {47, 681} tii[38,382] := {326, 327, 886, 887} tii[38,383] := {12, 523} tii[38,384] := {462, 463} tii[38,385] := {478, 479, 751, 752} tii[38,386] := {423} tii[38,387] := {96, 285} tii[38,388] := {336, 337, 595, 596} tii[38,389] := {1107, 1108, 1428, 1429} tii[38,390] := {429, 1010} tii[38,391] := {858, 859, 1272, 1273} tii[38,392] := {187, 710} tii[38,393] := {119, 873} tii[38,394] := {655, 656, 1175, 1176} tii[38,395] := {625, 626, 902, 903} tii[38,396] := {35, 723} tii[38,397] := {276} tii[38,398] := {452, 453, 1041, 1042} tii[38,399] := {148} tii[38,400] := {468, 469} tii[38,401] := {396, 397, 920, 921} tii[38,402] := {373} tii[38,403] := {213, 214, 765, 766} tii[38,404] := {105, 835} tii[38,405] := {34, 677} tii[38,406] := {40, 413} tii[38,407] := {1211, 1212, 1478, 1479} tii[38,408] := {546, 547, 1037, 1038} tii[38,409] := {562, 1134} tii[38,410] := {342, 343, 601, 602} tii[38,411] := {484, 485} tii[38,412] := {506, 507, 1097, 1098} tii[38,413] := {280} tii[38,414] := {127, 128, 631, 632} tii[38,415] := {205, 1008} tii[38,416] := {324, 325, 954, 955} tii[38,417] := {272, 273, 795, 796} tii[38,418] := {83, 869} tii[38,419] := {223, 224, 502, 503} tii[38,420] := {434, 435, 1229, 1230} tii[38,421] := {227, 228, 1109, 1110} tii[38,422] := {370} tii[38,423] := {853, 854, 1262, 1263} tii[38,424] := {191, 987} tii[38,425] := {535} tii[38,426] := {242} tii[38,427] := {5, 680} tii[38,428] := {611, 612} tii[38,429] := {968, 969, 1363, 1364} tii[38,430] := {323, 1139} tii[38,431] := {474, 475, 747, 748} tii[38,432] := {708, 709, 1161, 1162} tii[38,433] := {21, 872} tii[38,434] := {125, 860} tii[38,435] := {422} tii[38,436] := {194, 984} tii[38,437] := {519} tii[38,438] := {151, 152, 918, 919} tii[38,439] := {544, 545, 1065, 1066} tii[38,440] := {146} tii[38,441] := {19, 834} tii[38,442] := {550, 551, 1033, 1034} tii[38,443] := {63, 713} tii[38,444] := {334, 335, 890, 891} tii[38,445] := {1089, 1090, 1426, 1427} tii[38,446] := {449, 1248} tii[38,447] := {637, 638} tii[38,448] := {661, 662, 1215, 1216} tii[38,449] := {321, 1136} tii[38,450] := {416, 417, 942, 943} tii[38,451] := {57, 1007} tii[38,452] := {229, 230, 1095, 1096} tii[38,453] := {79, 80, 793, 794} tii[38,454] := {278} tii[38,455] := {288, 289, 807, 808} tii[38,456] := {579, 580, 1322, 1323} tii[38,457] := {498, 499} tii[38,458] := {179, 180, 1227, 1228} tii[38,459] := {50, 983} tii[38,460] := {950, 951, 1383, 1384} tii[38,461] := {155, 156, 940, 941} tii[38,462] := {590, 1340} tii[38,463] := {113, 1135} tii[38,464] := {729, 730, 1395, 1396} tii[38,465] := {292, 293, 1320, 1321} tii[38,466] := {511} tii[38,467] := {374} tii[38,468] := {71, 841} tii[38,469] := {302, 571} tii[38,470] := {171, 1014} tii[38,471] := {514} tii[38,472] := {914, 915} tii[38,473] := {930, 931} tii[38,474] := {377} tii[38,475] := {779, 780} tii[38,476] := {698} tii[38,477] := {240} tii[38,478] := {143, 988} tii[38,479] := {17, 840} tii[38,480] := {390, 391, 1159, 1160} tii[38,481] := {785, 786, 1049, 1050} tii[38,482] := {569} tii[38,483] := {629, 630, 906, 907} tii[38,484] := {60, 1013} tii[38,485] := {186, 428} tii[38,486] := {287, 1140} tii[38,487] := {496, 497, 1286, 1287} tii[38,488] := {98, 861} tii[38,489] := {246} tii[38,490] := {53, 986} tii[38,491] := {619, 620} tii[38,492] := {257, 258, 1071, 1072} tii[38,493] := {702, 703, 1169, 1170} tii[38,494] := {93, 561} tii[38,495] := {415, 1249} tii[38,496] := {362, 363, 1221, 1222} tii[38,497] := {482, 483, 755, 756} tii[38,498] := {426} tii[38,499] := {116, 1138} tii[38,500] := {161, 162, 948, 949} tii[38,501] := {346, 347, 659, 660} tii[38,502] := {298, 299, 1326, 1327} tii[38,503] := {513} tii[38,504] := {777, 778} tii[38,505] := {695, 696, 1353, 1354} tii[38,506] := {102, 1125} tii[38,507] := {142} tii[38,508] := {376} tii[38,509] := {697} tii[38,510] := {3, 839} tii[38,511] := {627, 628, 904, 905} tii[38,512] := {97, 286} tii[38,513] := {568} tii[38,514] := {811, 812, 1430, 1431} tii[38,515] := {209, 1254} tii[38,516] := {11, 1012} tii[38,517] := {552, 553, 1274, 1275} tii[38,518] := {64, 1004} tii[38,519] := {149} tii[38,520] := {245} tii[38,521] := {675} tii[38,522] := {109, 110, 1069, 1070} tii[38,523] := {106, 1123} tii[38,524] := {470, 471} tii[38,525] := {398, 399, 1195, 1196} tii[38,526] := {10, 985} tii[38,527] := {472, 473, 1035, 1036} tii[38,528] := {856, 857, 1278, 1279} tii[38,529] := {801, 802} tii[38,530] := {27, 864} tii[38,531] := {41, 414} tii[38,532] := {316, 1341} tii[38,533] := {344, 345, 603, 604} tii[38,534] := {425} tii[38,535] := {400, 401, 1165, 1166} tii[38,536] := {944, 945, 1480, 1481} tii[38,537] := {508, 509, 1312, 1313} tii[38,538] := {281} tii[38,539] := {206, 1252} tii[38,540] := {183, 184, 1219, 1220} tii[38,541] := {274, 275, 1085, 1086} tii[38,542] := {30, 1137} tii[38,543] := {55, 56, 946, 947} tii[38,544] := {657, 658} tii[38,545] := {177, 178, 964, 965} tii[38,546] := {436, 437, 1399, 1400} tii[38,547] := {225, 226, 504, 505} tii[38,548] := {122, 123, 1324, 1325} tii[38,549] := {147} tii[38,550] := {29, 1122} tii[38,551] := {340, 341, 896, 897} tii[38,552] := {13, 559} tii[38,553] := {799, 800, 1442, 1443} tii[38,554] := {447, 1412} tii[38,555] := {279} tii[38,556] := {66, 1251} tii[38,557] := {111, 112, 1083, 1084} tii[38,558] := {500, 501} tii[38,559] := {129, 130, 651, 652} tii[38,560] := {577, 578, 1454, 1455} tii[38,561] := {210, 211, 1397, 1398} tii[38,562] := {49, 1242} tii[38,563] := {121, 1347} tii[38,564] := {28, 1133} tii[38,565] := {54, 1241} tii[38,566] := {259, 260, 1298, 1299} tii[38,567] := {548, 549, 1276, 1277} tii[38,568] := {9, 1005} tii[38,569] := {202, 1413} tii[38,570] := {117, 1346} tii[38,571] := {364, 365, 1391, 1392} tii[38,572] := {163, 164, 1209, 1210} tii[38,573] := {300, 301, 1458, 1459} tii[38,574] := {91, 92, 1105, 1106} tii[38,575] := {51, 1240} tii[38,576] := {157, 158, 1207, 1208} tii[38,577] := {635, 636, 1492, 1493} tii[38,578] := {2, 865} tii[38,579] := {315, 1468} tii[38,580] := {114, 1345} tii[38,581] := {430, 431, 1502, 1503} tii[38,582] := {38, 39, 970, 971} tii[38,583] := {294, 295, 1456, 1457} tii[38,584] := {446, 1511} tii[38,585] := {575, 576, 1539, 1540} tii[38,586] := {72} tii[38,587] := {43, 172} tii[38,588] := {25, 271} tii[38,589] := {74} tii[38,590] := {613, 614} tii[38,591] := {45, 174} tii[38,592] := {476, 477, 749, 750} tii[38,593] := {77} tii[38,594] := {330, 331} tii[38,595] := {62, 412} tii[38,596] := {402, 403, 892, 893} tii[38,597] := {14, 270} tii[38,598] := {219, 220, 456, 457} tii[38,599] := {167} tii[38,600] := {131, 132, 356, 357} tii[38,601] := {7, 411} tii[38,602] := {265, 266, 743, 744} tii[38,603] := {87, 88, 490, 491} tii[38,604] := {73} tii[38,605] := {44, 173} tii[38,606] := {78} tii[38,607] := {332, 333} tii[38,608] := {704, 705, 1163, 1164} tii[38,609] := {94, 560} tii[38,610] := {15, 269} tii[38,611] := {221, 222, 458, 459} tii[38,612] := {168} tii[38,613] := {133, 134, 358, 359} tii[38,614] := {75} tii[38,615] := {215, 216, 741, 742} tii[38,616] := {408, 409, 894, 895} tii[38,617] := {4, 410} tii[38,618] := {26, 558} tii[38,619] := {165} tii[38,620] := {67, 68, 488, 489} tii[38,621] := {175, 176, 649, 650} tii[38,622] := {352, 353} tii[38,623] := {1, 557} tii[38,624] := {36, 37, 647, 648} tii[38,625] := {42, 716} tii[38,626] := {8, 715} tii[38,627] := {267, 268, 1039, 1040} tii[38,628] := {89, 90, 815, 816} tii[38,629] := {0, 714} tii[38,630] := {23, 24, 813, 814} cell#45 , |C| = 77 special orbit = [11, 1, 1, 1, 1, 1, 1] special rep = [[5], [1, 1, 1]] , dim = 56 cell rep = phi[[5],[1, 1, 1]]+phi[[],[6, 1, 1]] TII depth = 1 TII multiplicity polynomial = 35*X+21*X^2 TII subcells: tii[51,1] := {65} tii[51,2] := {46} tii[51,3] := {61} tii[51,4] := {47} tii[51,5] := {62} tii[51,6] := {48, 72} tii[51,7] := {37} tii[51,8] := {51} tii[51,9] := {38} tii[51,10] := {54} tii[51,11] := {40, 70} tii[51,12] := {66} tii[51,13] := {49} tii[51,14] := {63} tii[51,15] := {50, 73} tii[51,16] := {39} tii[51,17] := {55} tii[51,18] := {41, 71} tii[51,19] := {67} tii[51,20] := {53, 75} tii[51,21] := {42, 76} tii[51,22] := {19} tii[51,23] := {28} tii[51,24] := {20} tii[51,25] := {31} tii[51,26] := {22, 59} tii[51,27] := {52} tii[51,28] := {26} tii[51,29] := {43} tii[51,30] := {27, 64} tii[51,31] := {21} tii[51,32] := {32} tii[51,33] := {23, 60} tii[51,34] := {56} tii[51,35] := {30, 69} tii[51,36] := {24, 74} tii[51,37] := {29} tii[51,38] := {12} tii[51,39] := {25} tii[51,40] := {13, 45} tii[51,41] := {9} tii[51,42] := {15} tii[51,43] := {10, 36} tii[51,44] := {33} tii[51,45] := {14, 58} tii[51,46] := {11, 68} tii[51,47] := {3} tii[51,48] := {7} tii[51,49] := {4, 18} tii[51,50] := {16} tii[51,51] := {6, 35} tii[51,52] := {5, 57} tii[51,53] := {8} tii[51,54] := {2, 17} tii[51,55] := {1, 34} tii[51,56] := {0, 44} cell#46 , |C| = 77 special orbit = [11, 1, 1, 1, 1, 1, 1] special rep = [[5], [1, 1, 1]] , dim = 56 cell rep = phi[[5],[1, 1, 1]]+phi[[],[6, 1, 1]] TII depth = 1 TII multiplicity polynomial = 35*X+21*X^2 TII subcells: tii[51,1] := {65} tii[51,2] := {46} tii[51,3] := {61} tii[51,4] := {47} tii[51,5] := {62} tii[51,6] := {48, 72} tii[51,7] := {37} tii[51,8] := {51} tii[51,9] := {38} tii[51,10] := {54} tii[51,11] := {40, 70} tii[51,12] := {66} tii[51,13] := {49} tii[51,14] := {63} tii[51,15] := {50, 73} tii[51,16] := {39} tii[51,17] := {55} tii[51,18] := {41, 71} tii[51,19] := {67} tii[51,20] := {53, 75} tii[51,21] := {42, 76} tii[51,22] := {19} tii[51,23] := {28} tii[51,24] := {20} tii[51,25] := {31} tii[51,26] := {22, 59} tii[51,27] := {52} tii[51,28] := {26} tii[51,29] := {43} tii[51,30] := {27, 64} tii[51,31] := {21} tii[51,32] := {32} tii[51,33] := {23, 60} tii[51,34] := {56} tii[51,35] := {30, 69} tii[51,36] := {24, 74} tii[51,37] := {29} tii[51,38] := {12} tii[51,39] := {25} tii[51,40] := {13, 45} tii[51,41] := {9} tii[51,42] := {15} tii[51,43] := {10, 36} tii[51,44] := {33} tii[51,45] := {14, 58} tii[51,46] := {11, 68} tii[51,47] := {3} tii[51,48] := {7} tii[51,49] := {4, 18} tii[51,50] := {16} tii[51,51] := {6, 35} tii[51,52] := {5, 57} tii[51,53] := {8} tii[51,54] := {2, 17} tii[51,55] := {1, 34} tii[51,56] := {0, 44} cell#47 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {162} tii[45,2] := {241} tii[45,3] := {252} tii[45,4] := {300, 301} tii[45,5] := {318, 319} tii[45,6] := {143} tii[45,7] := {212} tii[45,8] := {85} tii[45,9] := {239} tii[45,10] := {114} tii[45,11] := {86} tii[45,12] := {286, 287} tii[45,13] := {131, 132} tii[45,14] := {314, 315} tii[45,15] := {251} tii[45,16] := {253} tii[45,17] := {215} tii[45,18] := {164} tii[45,19] := {302, 303} tii[45,20] := {202, 203} tii[45,21] := {320, 321} tii[45,22] := {240} tii[45,23] := {196} tii[45,24] := {288, 289} tii[45,25] := {231, 232} tii[45,26] := {316, 317} tii[45,27] := {306, 307} tii[45,28] := {282, 283} tii[45,29] := {326, 327} tii[45,30] := {328, 329} tii[45,31] := {88} tii[45,32] := {167} tii[45,33] := {39} tii[45,34] := {197} tii[45,35] := {61} tii[45,36] := {40} tii[45,37] := {260, 261} tii[45,38] := {75, 76} tii[45,39] := {296, 297} tii[45,40] := {5} tii[45,41] := {213} tii[45,42] := {216} tii[45,43] := {171} tii[45,44] := {23} tii[45,45] := {110} tii[45,46] := {6} tii[45,47] := {274, 275} tii[45,48] := {154, 155} tii[45,49] := {24, 25} tii[45,50] := {304, 305} tii[45,51] := {62} tii[45,52] := {198} tii[45,53] := {147} tii[45,54] := {22} tii[45,55] := {262, 263} tii[45,56] := {191, 192} tii[45,57] := {54, 55} tii[45,58] := {298, 299} tii[45,59] := {7} tii[45,60] := {284, 285} tii[45,61] := {254, 255} tii[45,62] := {26, 27} tii[45,63] := {312, 313} tii[45,64] := {63, 64} tii[45,65] := {324, 325} tii[45,66] := {250} tii[45,67] := {173} tii[45,68] := {214} tii[45,69] := {165} tii[45,70] := {242, 243} tii[45,71] := {204, 205} tii[45,72] := {280, 281} tii[45,73] := {172} tii[45,74] := {148} tii[45,75] := {91} tii[45,76] := {112} tii[45,77] := {223, 224} tii[45,78] := {139, 140} tii[45,79] := {158, 159} tii[45,80] := {272, 273} tii[45,81] := {56} tii[45,82] := {258, 259} tii[45,83] := {219, 220} tii[45,84] := {100, 101} tii[45,85] := {294, 295} tii[45,86] := {150, 151} tii[45,87] := {310, 311} tii[45,88] := {92} tii[45,89] := {43} tii[45,90] := {177, 178} tii[45,91] := {81, 82} tii[45,92] := {237, 238} tii[45,93] := {9} tii[45,94] := {221, 222} tii[45,95] := {175, 176} tii[45,96] := {30, 31} tii[45,97] := {270, 271} tii[45,98] := {67, 68} tii[45,99] := {290, 291} tii[45,100] := {256, 257} tii[45,101] := {217, 218} tii[45,102] := {292, 293} tii[45,103] := {168, 169} tii[45,104] := {308, 309} tii[45,105] := {322, 323} tii[45,106] := {108} tii[45,107] := {149} tii[45,108] := {109} tii[45,109] := {152, 153} tii[45,110] := {36} tii[45,111] := {199} tii[45,112] := {60} tii[45,113] := {163} tii[45,114] := {37} tii[45,115] := {200, 201} tii[45,116] := {71, 72} tii[45,117] := {117} tii[45,118] := {210} tii[45,119] := {57} tii[45,120] := {244, 245} tii[45,121] := {102, 103} tii[45,122] := {38} tii[45,123] := {276, 277} tii[45,124] := {73, 74} tii[45,125] := {123, 124} tii[45,126] := {0} tii[45,127] := {170} tii[45,128] := {12} tii[45,129] := {1} tii[45,130] := {144} tii[45,131] := {13, 14} tii[45,132] := {185, 186} tii[45,133] := {45} tii[45,134] := {174} tii[45,135] := {11} tii[45,136] := {195} tii[45,137] := {111} tii[45,138] := {34, 35} tii[45,139] := {156, 157} tii[45,140] := {229, 230} tii[45,141] := {2} tii[45,142] := {87} tii[45,143] := {266, 267} tii[45,144] := {15, 16} tii[45,145] := {133, 134} tii[45,146] := {46, 47} tii[45,147] := {179, 180} tii[45,148] := {93} tii[45,149] := {211} tii[45,150] := {44} tii[45,151] := {83, 84} tii[45,152] := {246, 247} tii[45,153] := {10} tii[45,154] := {145} tii[45,155] := {278, 279} tii[45,156] := {32, 33} tii[45,157] := {187, 188} tii[45,158] := {69, 70} tii[45,159] := {225, 226} tii[45,160] := {4} tii[45,161] := {268, 269} tii[45,162] := {19, 20} tii[45,163] := {264, 265} tii[45,164] := {50, 51} tii[45,165] := {96, 97} tii[45,166] := {115} tii[45,167] := {89} tii[45,168] := {135, 136} tii[45,169] := {118} tii[45,170] := {146} tii[45,171] := {58} tii[45,172] := {189, 190} tii[45,173] := {104, 105} tii[45,174] := {41} tii[45,175] := {233, 234} tii[45,176] := {77, 78} tii[45,177] := {125, 126} tii[45,178] := {116} tii[45,179] := {166} tii[45,180] := {59} tii[45,181] := {106, 107} tii[45,182] := {206, 207} tii[45,183] := {21} tii[45,184] := {90} tii[45,185] := {248, 249} tii[45,186] := {137, 138} tii[45,187] := {52, 53} tii[45,188] := {98, 99} tii[45,189] := {181, 182} tii[45,190] := {8} tii[45,191] := {235, 236} tii[45,192] := {28, 29} tii[45,193] := {227, 228} tii[45,194] := {65, 66} tii[45,195] := {119, 120} tii[45,196] := {113} tii[45,197] := {160, 161} tii[45,198] := {42} tii[45,199] := {208, 209} tii[45,200] := {79, 80} tii[45,201] := {127, 128} tii[45,202] := {3} tii[45,203] := {193, 194} tii[45,204] := {17, 18} tii[45,205] := {183, 184} tii[45,206] := {48, 49} tii[45,207] := {94, 95} tii[45,208] := {141, 142} tii[45,209] := {129, 130} tii[45,210] := {121, 122} cell#48 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {284} tii[48,2] := {150} tii[48,3] := {82, 268} tii[48,4] := {172, 314} tii[48,5] := {222, 332} tii[48,6] := {311} tii[48,7] := {248} tii[48,8] := {121} tii[48,9] := {227} tii[48,10] := {56, 253} tii[48,11] := {159, 293} tii[48,12] := {128, 301} tii[48,13] := {198, 315} tii[48,14] := {195, 318} tii[48,15] := {328} tii[48,16] := {170} tii[48,17] := {309} tii[48,18] := {154} tii[48,19] := {100, 288} tii[48,20] := {319} tii[48,21] := {310} tii[48,22] := {80, 230} tii[48,23] := {179, 321} tii[48,24] := {322, 323} tii[48,25] := {120, 282} tii[48,26] := {242, 334} tii[48,27] := {217} tii[48,28] := {153, 312} tii[48,29] := {251} tii[48,30] := {218} tii[48,31] := {60, 300} tii[48,32] := {229, 337} tii[48,33] := {258, 259} tii[48,34] := {92, 326} tii[48,35] := {281, 341} tii[48,36] := {204, 329} tii[48,37] := {149, 335} tii[48,38] := {271, 342} tii[48,39] := {186, 343} tii[48,40] := {185, 330} tii[48,41] := {305, 345} tii[48,42] := {298, 346} tii[48,43] := {267, 347} tii[48,44] := {325, 348} tii[48,45] := {336, 349} tii[48,46] := {203} tii[48,47] := {104} tii[48,48] := {28, 184} tii[48,49] := {54, 225} tii[48,50] := {250} tii[48,51] := {201} tii[48,52] := {177} tii[48,53] := {208} tii[48,54] := {57} tii[48,55] := {160} tii[48,56] := {106, 261} tii[48,57] := {7, 130} tii[48,58] := {114, 199} tii[48,59] := {144, 296} tii[48,60] := {22, 175} tii[48,61] := {246} tii[48,62] := {102} tii[48,63] := {127} tii[48,64] := {265} tii[48,65] := {61} tii[48,66] := {247} tii[48,67] := {20, 182} tii[48,68] := {62, 219} tii[48,69] := {31, 93} tii[48,70] := {274, 275} tii[48,71] := {45, 224} tii[48,72] := {95, 263} tii[48,73] := {176} tii[48,74] := {151} tii[48,75] := {46, 232} tii[48,76] := {26, 260} tii[48,77] := {188, 189} tii[48,78] := {81, 264} tii[48,79] := {51, 295} tii[48,80] := {21, 187} tii[48,81] := {58, 292} tii[48,82] := {125, 294} tii[48,83] := {87, 269} tii[48,84] := {88, 316} tii[48,85] := {131, 331} tii[48,86] := {287} tii[48,87] := {39} tii[48,88] := {252} tii[48,89] := {209} tii[48,90] := {3, 110} tii[48,91] := {163, 243} tii[48,92] := {15, 148} tii[48,93] := {285} tii[48,94] := {77} tii[48,95] := {297} tii[48,96] := {206} tii[48,97] := {99} tii[48,98] := {286} tii[48,99] := {158} tii[48,100] := {41} tii[48,101] := {8, 161} tii[48,102] := {42, 178} tii[48,103] := {302, 303} tii[48,104] := {18, 74} tii[48,105] := {112, 196} tii[48,106] := {23, 200} tii[48,107] := {76, 241} tii[48,108] := {266} tii[48,109] := {152} tii[48,110] := {249} tii[48,111] := {180} tii[48,112] := {24, 210} tii[48,113] := {122} tii[48,114] := {17, 228} tii[48,115] := {276, 277} tii[48,116] := {133, 223} tii[48,117] := {165, 166} tii[48,118] := {48, 244} tii[48,119] := {9, 164} tii[48,120] := {38, 280} tii[48,121] := {207} tii[48,122] := {40, 270} tii[48,123] := {113, 262} tii[48,124] := {85, 279} tii[48,125] := {239, 240} tii[48,126] := {72, 254} tii[48,127] := {73, 307} tii[48,128] := {197, 273} tii[48,129] := {111, 317} tii[48,130] := {123} tii[48,131] := {79} tii[48,132] := {29, 212} tii[48,133] := {43, 118} tii[48,134] := {55, 245} tii[48,135] := {205} tii[48,136] := {171} tii[48,137] := {108} tii[48,138] := {64, 255} tii[48,139] := {27, 272} tii[48,140] := {215, 216} tii[48,141] := {69, 146} tii[48,142] := {97, 283} tii[48,143] := {34, 214} tii[48,144] := {53, 306} tii[48,145] := {124} tii[48,146] := {59, 299} tii[48,147] := {44, 192} tii[48,148] := {135, 304} tii[48,149] := {89, 289} tii[48,150] := {168, 169} tii[48,151] := {90, 327} tii[48,152] := {119, 213} tii[48,153] := {132, 333} tii[48,154] := {109, 290} tii[48,155] := {147, 308} tii[48,156] := {70, 257} tii[48,157] := {101, 320} tii[48,158] := {30, 278} tii[48,159] := {191, 324} tii[48,160] := {137, 339} tii[48,161] := {136, 313} tii[48,162] := {181, 340} tii[48,163] := {91, 291} tii[48,164] := {237, 338} tii[48,165] := {231, 344} tii[48,166] := {157} tii[48,167] := {107} tii[48,168] := {68, 145} tii[48,169] := {65} tii[48,170] := {35, 98} tii[48,171] := {13, 141} tii[48,172] := {155} tii[48,173] := {105} tii[48,174] := {66, 142} tii[48,175] := {226} tii[48,176] := {202} tii[48,177] := {129} tii[48,178] := {25} tii[48,179] := {235, 236} tii[48,180] := {10, 49} tii[48,181] := {84, 174} tii[48,182] := {156} tii[48,183] := {67, 221} tii[48,184] := {1, 86} tii[48,185] := {193, 194} tii[48,186] := {143, 234} tii[48,187] := {83} tii[48,188] := {47, 126} tii[48,189] := {103} tii[48,190] := {6, 138} tii[48,191] := {32, 173} tii[48,192] := {139, 140} tii[48,193] := {94, 183} tii[48,194] := {11, 220} tii[48,195] := {50, 233} tii[48,196] := {16} tii[48,197] := {4, 36} tii[48,198] := {0, 71} tii[48,199] := {63} tii[48,200] := {33, 96} tii[48,201] := {78} tii[48,202] := {2, 115} tii[48,203] := {19, 134} tii[48,204] := {116, 117} tii[48,205] := {75, 162} tii[48,206] := {5, 190} tii[48,207] := {37, 211} tii[48,208] := {14, 167} tii[48,209] := {12, 238} tii[48,210] := {52, 256} cell#49 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {117} tii[40,2] := {162} tii[40,3] := {193} tii[40,4] := {206} tii[40,5] := {141} tii[40,6] := {67} tii[40,7] := {177} tii[40,8] := {102} tii[40,9] := {201} tii[40,10] := {138} tii[40,11] := {212} tii[40,12] := {160} tii[40,13] := {121} tii[40,14] := {190} tii[40,15] := {149} tii[40,16] := {69} tii[40,17] := {208} tii[40,18] := {175} tii[40,19] := {87} tii[40,20] := {216} tii[40,21] := {176} tii[40,22] := {199} tii[40,23] := {161} tii[40,24] := {140} tii[40,25] := {181} tii[40,26] := {213} tii[40,27] := {151} tii[40,28] := {152} tii[40,29] := {198} tii[40,30] := {219} tii[40,31] := {207} tii[40,32] := {200} tii[40,33] := {218} tii[40,34] := {211} tii[40,35] := {189} tii[40,36] := {221} tii[40,37] := {220} tii[40,38] := {217} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {39} tii[40,42] := {76} tii[40,43] := {114} tii[40,44] := {38} tii[40,45] := {66} tii[40,46] := {21} tii[40,47] := {75} tii[40,48] := {101} tii[40,49] := {36} tii[40,50] := {113} tii[40,51] := {137} tii[40,52] := {93} tii[40,53] := {65} tii[40,54] := {70} tii[40,55] := {125} tii[40,56] := {100} tii[40,57] := {17} tii[40,58] := {88} tii[40,59] := {48} tii[40,60] := {136} tii[40,61] := {157} tii[40,62] := {31} tii[40,63] := {92} tii[40,64] := {64} tii[40,65] := {146} tii[40,66] := {124} tii[40,67] := {80} tii[40,68] := {79} tii[40,69] := {172} tii[40,70] := {156} tii[40,71] := {130} tii[40,72] := {145} tii[40,73] := {184} tii[40,74] := {123} tii[40,75] := {171} tii[40,76] := {182} tii[40,77] := {95} tii[40,78] := {46} tii[40,79] := {127} tii[40,80] := {63} tii[40,81] := {159} tii[40,82] := {120} tii[40,83] := {94} tii[40,84] := {97} tii[40,85] := {22} tii[40,86] := {148} tii[40,87] := {126} tii[40,88] := {42} tii[40,89] := {73} tii[40,90] := {115} tii[40,91] := {37} tii[40,92] := {174} tii[40,93] := {158} tii[40,94] := {59} tii[40,95] := {119} tii[40,96] := {45} tii[40,97] := {165} tii[40,98] := {91} tii[40,99] := {20} tii[40,100] := {147} tii[40,101] := {62} tii[40,102] := {26} tii[40,103] := {105} tii[40,104] := {106} tii[40,105] := {35} tii[40,106] := {186} tii[40,107] := {173} tii[40,108] := {153} tii[40,109] := {41} tii[40,110] := {164} tii[40,111] := {83} tii[40,112] := {195} tii[40,113] := {56} tii[40,114] := {144} tii[40,115] := {57} tii[40,116] := {185} tii[40,117] := {78} tii[40,118] := {194} tii[40,119] := {143} tii[40,120] := {122} tii[40,121] := {167} tii[40,122] := {139} tii[40,123] := {99} tii[40,124] := {188} tii[40,125] := {142} tii[40,126] := {118} tii[40,127] := {98} tii[40,128] := {180} tii[40,129] := {166} tii[40,130] := {131} tii[40,131] := {132} tii[40,132] := {116} tii[40,133] := {74} tii[40,134] := {197} tii[40,135] := {169} tii[40,136] := {187} tii[40,137] := {96} tii[40,138] := {179} tii[40,139] := {135} tii[40,140] := {47} tii[40,141] := {203} tii[40,142] := {163} tii[40,143] := {111} tii[40,144] := {112} tii[40,145] := {196} tii[40,146] := {129} tii[40,147] := {86} tii[40,148] := {202} tii[40,149] := {192} tii[40,150] := {205} tii[40,151] := {183} tii[40,152] := {191} tii[40,153] := {170} tii[40,154] := {210} tii[40,155] := {204} tii[40,156] := {178} tii[40,157] := {209} tii[40,158] := {168} tii[40,159] := {215} tii[40,160] := {214} tii[40,161] := {4} tii[40,162] := {14} tii[40,163] := {19} tii[40,164] := {33} tii[40,165] := {8} tii[40,166] := {53} tii[40,167] := {5} tii[40,168] := {15} tii[40,169] := {18} tii[40,170] := {44} tii[40,171] := {3} tii[40,172] := {32} tii[40,173] := {13} tii[40,174] := {61} tii[40,175] := {25} tii[40,176] := {7} tii[40,177] := {16} tii[40,178] := {10} tii[40,179] := {52} tii[40,180] := {82} tii[40,181] := {28} tii[40,182] := {29} tii[40,183] := {51} tii[40,184] := {43} tii[40,185] := {60} tii[40,186] := {24} tii[40,187] := {40} tii[40,188] := {81} tii[40,189] := {108} tii[40,190] := {55} tii[40,191] := {54} tii[40,192] := {6} tii[40,193] := {77} tii[40,194] := {30} tii[40,195] := {107} tii[40,196] := {103} tii[40,197] := {72} tii[40,198] := {90} tii[40,199] := {50} tii[40,200] := {27} tii[40,201] := {110} tii[40,202] := {71} tii[40,203] := {89} tii[40,204] := {49} tii[40,205] := {68} tii[40,206] := {11} tii[40,207] := {134} tii[40,208] := {109} tii[40,209] := {23} tii[40,210] := {84} tii[40,211] := {85} tii[40,212] := {104} tii[40,213] := {58} tii[40,214] := {9} tii[40,215] := {133} tii[40,216] := {34} tii[40,217] := {128} tii[40,218] := {155} tii[40,219] := {154} tii[40,220] := {150} tii[40,221] := {1} tii[40,222] := {2} tii[40,223] := {0} tii[40,224] := {12} cell#50 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1193} tii[38,2] := {630, 1343} tii[38,3] := {728, 1529} tii[38,4] := {993, 1415} tii[38,5] := {1299} tii[38,6] := {935} tii[38,7] := {558, 1127, 1342, 1536} tii[38,8] := {539, 1417} tii[38,9] := {727, 1019} tii[38,10] := {651, 1560} tii[38,11] := {867, 1312, 1482, 1583} tii[38,12] := {1052, 1386, 1533, 1597} tii[38,13] := {992, 1447} tii[38,14] := {1383} tii[38,15] := {702, 1303} tii[38,16] := {356, 937, 1341, 1558} tii[38,17] := {1199} tii[38,18] := {681, 1475} tii[38,19] := {1144} tii[38,20] := {504, 1262} tii[38,21] := {803, 1581} tii[38,22] := {789, 1011, 1254, 1431} tii[38,23] := {640, 1151, 1481, 1588} tii[38,24] := {961, 1177, 1376, 1472} tii[38,25] := {820, 1238, 1532, 1601} tii[38,26] := {1446} tii[38,27] := {355, 969, 1450, 1557} tii[38,28] := {827, 1522} tii[38,29] := {1381} tii[38,30] := {801, 1430} tii[38,31] := {950, 1595} tii[38,32] := {1420} tii[38,33] := {408, 942, 1311, 1483} tii[38,34] := {639, 1207, 1537, 1587} tii[38,35] := {1382, 1492} tii[38,36] := {547, 1095, 1401, 1515} tii[38,37] := {819, 1298, 1573, 1600} tii[38,38] := {967, 1556} tii[38,39] := {1087, 1604} tii[38,40] := {1080, 1521} tii[38,41] := {863, 1205, 1585, 1586} tii[38,42] := {968, 1209, 1542, 1543} tii[38,43] := {1049, 1295, 1598, 1599} tii[38,44] := {1201, 1607} tii[38,45] := {1278, 1279, 1608, 1609} tii[38,46] := {348} tii[38,47] := {80, 704} tii[38,48] := {784} tii[38,49] := {376, 876} tii[38,50] := {215, 1013} tii[38,51] := {336, 1179} tii[38,52] := {847, 1339} tii[38,53] := {482} tii[38,54] := {243} tii[38,55] := {424, 996, 1243, 1499} tii[38,56] := {559, 1128} tii[38,57] := {934} tii[38,58] := {37, 851} tii[38,59] := {782} tii[38,60] := {648} tii[38,61] := {264, 1018} tii[38,62] := {258, 440} tii[38,63] := {581, 875} tii[38,64] := {718, 1215, 1424, 1563} tii[38,65] := {360, 868, 878, 1313} tii[38,66] := {132, 1140} tii[38,67] := {397, 612} tii[38,68] := {908, 1307, 1495, 1584} tii[38,69] := {529, 990, 1053, 1387} tii[38,70] := {223, 1291} tii[38,71] := {625} tii[38,72] := {699, 1300} tii[38,73] := {1073} tii[38,74] := {423, 1074} tii[38,75] := {306, 852, 1126, 1477} tii[38,76] := {483} tii[38,77] := {556, 1197} tii[38,78] := {78, 994} tii[38,79] := {932} tii[38,80] := {873} tii[38,81] := {946} tii[38,82] := {632} tii[38,83] := {428, 1081} tii[38,84] := {88, 713} tii[38,85] := {154, 582, 865, 1357} tii[38,86] := {374, 1145} tii[38,87] := {443, 1017} tii[38,88] := {490, 717, 1007, 1264} tii[38,89] := {573, 1101, 1350, 1541} tii[38,90] := {214, 1255} tii[38,91] := {814} tii[38,92] := {344, 603, 954, 1183} tii[38,93] := {180, 904} tii[38,94] := {275, 697, 1050, 1411} tii[38,95] := {663, 907, 1176, 1334} tii[38,96] := {760, 1210, 1445, 1577} tii[38,97] := {335, 1377} tii[38,98] := {145, 1124} tii[38,99] := {206, 785, 1211, 1418} tii[38,100] := {1071} tii[38,101] := {501, 1258} tii[38,102] := {128, 642, 1097, 1352} tii[38,103] := {251, 998} tii[38,104] := {1130} tii[38,105] := {252, 716, 970, 1259} tii[38,106] := {438, 1023, 1390, 1503} tii[38,107] := {580, 1143} tii[38,108] := {318, 1348} tii[38,109] := {221, 767, 1221, 1404} tii[38,110] := {386, 1167} tii[38,111] := {77, 511, 974, 1269} tii[38,112] := {1072, 1287} tii[38,113] := {387, 912, 1107, 1326} tii[38,114] := {466, 1443} tii[38,115] := {610, 1122, 1464, 1551} tii[38,116] := {435, 1421} tii[38,117] := {548, 879, 1452, 1453} tii[38,118] := {711, 1246} tii[38,119] := {418, 747, 1395, 1396} tii[38,120] := {602, 1491} tii[38,121] := {631, 916, 1317, 1318} tii[38,122] := {693, 991, 1513, 1514} tii[38,123] := {843, 844, 1554, 1555} tii[38,124] := {626} tii[38,125] := {703, 1247} tii[38,126] := {358} tii[38,127] := {1077} tii[38,128] := {22, 995} tii[38,129] := {802} tii[38,130] := {198, 1147} tii[38,131] := {488, 1012, 1020, 1392} tii[38,132] := {369, 577} tii[38,133] := {91, 1256} tii[38,134] := {670, 1119, 1178, 1449} tii[38,135] := {530, 764} tii[38,136] := {183, 1378} tii[38,137] := {780} tii[38,138] := {848, 1384} tii[38,139] := {850, 1344} tii[38,140] := {557, 1198} tii[38,141] := {1196} tii[38,142] := {244} tii[38,143] := {627} tii[38,144] := {240, 786, 1244, 1524} tii[38,145] := {1075} tii[38,146] := {58, 1125} tii[38,147] := {701, 1305} tii[38,148] := {1016} tii[38,149] := {705, 1257} tii[38,150] := {649} tii[38,151] := {634, 866, 1137, 1358} tii[38,152] := {1084} tii[38,153] := {787} tii[38,154] := {64, 861} tii[38,155] := {359, 877, 1139, 1455} tii[38,156] := {373, 1146} tii[38,157] := {293, 1261} tii[38,158] := {259, 441} tii[38,159] := {562, 1204} tii[38,160] := {119, 508, 1010, 1433} tii[38,161] := {165, 1349} tii[38,162] := {498, 1024, 1425, 1568} tii[38,163] := {623, 901, 1154, 1323} tii[38,164] := {816, 1051, 1290, 1412} tii[38,165] := {959} tii[38,166] := {125, 1047} tii[38,167] := {528, 989, 1289, 1498} tii[38,168] := {398, 613} tii[38,169] := {479, 753, 1091, 1294} tii[38,170] := {202, 620, 1175, 1474} tii[38,171] := {282, 1444} tii[38,172] := {672, 1123, 1496, 1592} tii[38,173] := {353} tii[38,174] := {427, 1079} tii[38,175] := {115, 1241} tii[38,176] := {1194} tii[38,177] := {147, 683, 1309, 1476} tii[38,178] := {799} tii[38,179] := {492} tii[38,180] := {313, 945} tii[38,181] := {429, 1014, 1253, 1504} tii[38,182] := {409, 1351} tii[38,183] := {874} tii[38,184] := {1249} tii[38,185] := {83, 541, 1212, 1427} tii[38,186] := {194, 1129} tii[38,187] := {503, 1260} tii[38,188] := {493, 721, 1008, 1268} tii[38,189] := {317, 572} tii[38,190] := {195, 638, 1098, 1353} tii[38,191] := {371, 953, 1451, 1540} tii[38,192] := {260, 1422} tii[38,193] := {236, 464, 809, 1060} tii[38,194] := {665} tii[38,195] := {1195, 1375} tii[38,196] := {178, 675, 1320, 1467} tii[38,197] := {297, 1281} tii[38,198] := {604, 1111, 1374, 1535} tii[38,199] := {465, 759} tii[38,200] := {345, 882, 1156, 1456} tii[38,201] := {56, 414, 1102, 1361} tii[38,202] := {666, 911, 1180, 1338} tii[38,203] := {298, 821, 1222, 1405} tii[38,204] := {399, 1493} tii[38,205] := {532, 1070, 1512, 1576} tii[38,206] := {1003} tii[38,207] := {367, 833, 870, 1150} tii[38,208] := {434, 710} tii[38,209] := {368, 1479} tii[38,210] := {637, 1345} tii[38,211] := {442, 806, 1501, 1502} tii[38,212] := {936, 1182} tii[38,213] := {741, 1219, 1439, 1564} tii[38,214] := {245, 692, 746, 1036} tii[38,215] := {540, 823, 1398, 1399} tii[38,216] := {526, 981, 1056, 1237} tii[38,217] := {328, 661, 1458, 1459} tii[38,218] := {601, 900} tii[38,219] := {527, 1530} tii[38,220] := {614, 930, 1549, 1550} tii[38,221] := {650, 923, 1117, 1118} tii[38,222] := {775, 776, 1578, 1579} tii[38,223] := {931} tii[38,224] := {849, 1385} tii[38,225] := {1304} tii[38,226] := {117, 1242} tii[38,227] := {781} tii[38,228] := {706, 1306} tii[38,229] := {411, 1355} tii[38,230] := {193, 652, 1138, 1487} tii[38,231] := {1206} tii[38,232] := {940} tii[38,233] := {122, 1006} tii[38,234] := {261, 1423} tii[38,235] := {624, 902, 1208, 1380} tii[38,236] := {301, 777, 1288, 1520} tii[38,237] := {1094} tii[38,238] := {203, 1173} tii[38,239] := {400, 1494} tii[38,240] := {191, 1340} tii[38,241] := {1301} tii[38,242] := {628} tii[38,243] := {241, 829, 1388, 1523} tii[38,244] := {249, 793, 1252, 1528} tii[38,245] := {542, 1426} tii[38,246] := {1347} tii[38,247] := {292, 792, 1213, 1429} tii[38,248] := {788} tii[38,249] := {564, 1203} tii[38,250] := {1085} tii[38,251] := {291, 1248} tii[38,252] := {647, 1354} tii[38,253] := {164, 862} tii[38,254] := {156, 684, 1310, 1485} tii[38,255] := {499, 1089, 1500, 1567} tii[38,256] := {370, 1480} tii[38,257] := {1302, 1442} tii[38,258] := {417, 963, 1321, 1469} tii[38,259] := {416, 1371} tii[38,260] := {395, 917, 1373, 1553} tii[38,261] := {960} tii[38,262] := {189, 655, 1155, 1489} tii[38,263] := {481, 755, 1090, 1293} tii[38,264] := {281, 1048} tii[38,265] := {277, 824, 1400, 1518} tii[38,266] := {531, 1531} tii[38,267] := {113, 545, 1217, 1435} tii[38,268] := {673, 1192, 1548, 1591} tii[38,269] := {197, 641, 1100, 1359} tii[38,270] := {1251} tii[38,271] := {854} tii[38,272] := {254, 1001} tii[38,273] := {496, 1525} tii[38,274] := {578, 952, 1538, 1539} tii[38,275] := {791, 1419} tii[38,276] := {629, 889, 1158, 1368} tii[38,277] := {515, 1037, 1438, 1572} tii[38,278] := {118, 519, 977, 1277} tii[38,279] := {1200, 1379} tii[38,280] := {454, 812, 1506, 1507} tii[38,281] := {389, 1170} tii[38,282] := {669, 1561} tii[38,283] := {300, 822, 1224, 1413} tii[38,284] := {682, 964, 1461, 1462} tii[38,285] := {765, 1069, 1574, 1575} tii[38,286] := {1041} tii[38,287] := {1086, 1297} tii[38,288] := {412, 678, 1331, 1332} tii[38,289] := {926, 927, 1593, 1594} tii[38,290] := {289, 1416} tii[38,291] := {250, 830, 1389, 1527} tii[38,292] := {685, 1484} tii[38,293] := {407, 1346} tii[38,294] := {497, 1526} tii[38,295] := {396, 965, 1463, 1552} tii[38,296] := {546, 1441} tii[38,297] := {190, 687, 1314, 1488} tii[38,298] := {671, 1562} tii[38,299] := {941, 1478} tii[38,300] := {494, 1250} tii[38,301] := {636, 1559} tii[38,302] := {723, 1088, 1565, 1566} tii[38,303] := {514, 1093, 1505, 1571} tii[38,304] := {828, 1096, 1510, 1511} tii[38,305] := {290, 810, 1218, 1434} tii[38,306] := {818, 1582} tii[38,307] := {667, 1372} tii[38,308] := {596, 957, 1544, 1545} tii[38,309] := {914, 1191, 1589, 1590} tii[38,310] := {686, 966, 1470, 1471} tii[38,311] := {1066, 1067, 1602, 1603} tii[38,312] := {790, 1580} tii[38,313] := {737, 1092, 1569, 1570} tii[38,314] := {962, 1596} tii[38,315] := {1188, 1189, 1605, 1606} tii[38,316] := {151} tii[38,317] := {65, 321} tii[38,318] := {108, 469} tii[38,319] := {242} tii[38,320] := {425, 997} tii[38,321] := {150} tii[38,322] := {167} tii[38,323] := {507} tii[38,324] := {27, 439} tii[38,325] := {248, 719, 730, 1216} tii[38,326] := {163, 320} tii[38,327] := {98, 226} tii[38,328] := {54, 611} tii[38,329] := {394, 846, 909, 1308} tii[38,330] := {280, 468} tii[38,331] := {239} tii[38,332] := {308, 939} tii[38,333] := {44, 569} tii[38,334] := {646} tii[38,335] := {363} tii[38,336] := {209, 795} tii[38,337] := {157, 575, 583, 1153} tii[38,338] := {90, 437} tii[38,339] := {144, 333, 657, 919} tii[38,340] := {75, 756} tii[38,341] := {522} tii[38,342] := {17, 445} tii[38,343] := {278, 698, 762, 1240} tii[38,344] := {182, 609} tii[38,345] := {161, 568} tii[38,346] := {86, 510, 689, 1022} tii[38,347] := {135, 891} tii[38,348] := {184, 622, 839, 1121} tii[38,349] := {60, 385, 550, 894} tii[38,350] := {274, 751} tii[38,351] := {230, 475, 987, 988} tii[38,352] := {700, 1245} tii[38,353] := {357} tii[38,354] := {148} tii[38,355] := {561, 1141} tii[38,356] := {262} tii[38,357] := {505} tii[38,358] := {247, 729, 1009, 1391} tii[38,359] := {6, 576} tii[38,360] := {162, 319} tii[38,361] := {478, 752, 1025, 1225} tii[38,362] := {171, 339} tii[38,363] := {393, 845, 1174, 1448} tii[38,364] := {20, 763} tii[38,365] := {279, 467} tii[38,366] := {352} tii[38,367] := {426, 1078} tii[38,368] := {307, 938} tii[38,369] := {237} tii[38,370] := {491} tii[38,371] := {312, 944} tii[38,372] := {798} tii[38,373] := {168} tii[38,374] := {309, 871, 1135, 1454} tii[38,375] := {16, 712} tii[38,376] := {644} tii[38,377] := {361} tii[38,378] := {726} tii[38,379] := {430, 1015} tii[38,380] := {84, 444, 720, 1267} tii[38,381] := {41, 571} tii[38,382] := {362, 574, 864, 1152} tii[38,383] := {213, 436} tii[38,384] := {208, 794} tii[38,385] := {235, 463, 808, 1059} tii[38,386] := {664} tii[38,387] := {99, 227} tii[38,388] := {143, 332, 656, 918} tii[38,389] := {460, 983, 1285, 1497} tii[38,390] := {36, 903} tii[38,391] := {232, 733, 1027, 1393} tii[38,392] := {5, 584} tii[38,393] := {105, 758} tii[38,394] := {179, 555, 910, 1337} tii[38,395] := {346, 605, 883, 1112} tii[38,396] := {334, 608} tii[38,397] := {520} tii[38,398] := {521, 761, 1055, 1239} tii[38,399] := {365} tii[38,400] := {211, 804} tii[38,401] := {39, 377, 832, 1149} tii[38,402] := {858} tii[38,403] := {256, 688, 724, 1021} tii[38,404] := {85, 709} tii[38,405] := {315, 567} tii[38,406] := {173, 326} tii[38,407] := {591, 1105, 1366, 1534} tii[38,408] := {288, 742, 745, 1220} tii[38,409] := {74, 1033} tii[38,410] := {152, 337, 659, 928} tii[38,411] := {783, 1057} tii[38,412] := {106, 476, 980, 1236} tii[38,413] := {524} tii[38,414] := {149, 549, 599, 893} tii[38,415] := {177, 899} tii[38,416] := {391, 838, 915, 1120} tii[38,417] := {23, 269, 691, 1035} tii[38,418] := {459, 750} tii[38,419] := {92, 421, 533, 773} tii[38,420] := {140, 343, 1115, 1116} tii[38,421] := {506, 771, 985, 986} tii[38,422] := {350} tii[38,423] := {207, 725, 1005, 1428} tii[38,424] := {45, 859} tii[38,425] := {796} tii[38,426] := {489} tii[38,427] := {131, 570} tii[38,428] := {310, 943} tii[38,429] := {331, 842, 1172, 1468} tii[38,430] := {76, 1045} tii[38,431] := {233, 461, 807, 1058} tii[38,432] := {142, 585, 881, 1362} tii[38,433] := {222, 757} tii[38,434] := {18, 731} tii[38,435] := {662} tii[38,436] := {159, 855} tii[38,437] := {1002} tii[38,438] := {160, 579, 831, 1148} tii[38,439] := {72, 509, 971, 1263} tii[38,440] := {565} tii[38,441] := {210, 708} tii[38,442] := {111, 455, 739, 1275} tii[38,443] := {50, 586} tii[38,444] := {351, 590, 885, 1162} tii[38,445] := {449, 978, 1273, 1509} tii[38,446] := {134, 1159} tii[38,447] := {933, 1181} tii[38,448] := {136, 621, 1108, 1333} tii[38,449] := {272, 1042} tii[38,450] := {38, 383, 835, 1161} tii[38,451] := {330, 898} tii[38,452] := {273, 766, 979, 1235} tii[38,453] := {79, 456, 690, 1034} tii[38,454] := {748} tii[38,455] := {15, 283, 694, 1061} tii[38,456] := {205, 474, 1229, 1230} tii[38,457] := {797, 1064} tii[38,458] := {375, 617, 1113, 1114} tii[38,459] := {314, 853} tii[38,460] := {324, 895, 1315, 1460} tii[38,461] := {146, 589, 834, 1157} tii[38,462] := {217, 1271} tii[38,463] := {458, 1040} tii[38,464] := {303, 616, 1324, 1325} tii[38,465] := {502, 772, 1227, 1228} tii[38,466] := {487} tii[38,467] := {372} tii[38,468] := {3, 722} tii[38,469] := {265, 471} tii[38,470] := {13, 913} tii[38,471] := {486} tii[38,472] := {560, 1202} tii[38,473] := {563, 1142} tii[38,474] := {635} tii[38,475] := {432, 1083} tii[38,476] := {949} tii[38,477] := {263} tii[38,478] := {9, 860} tii[38,479] := {26, 715} tii[38,480] := {62, 378, 869, 1360} tii[38,481] := {480, 754, 1029, 1226} tii[38,482] := {817} tii[38,483] := {349, 607, 956, 1185} tii[38,484] := {69, 906} tii[38,485] := {172, 340} tii[38,486] := {21, 1046} tii[38,487] := {124, 477, 1054, 1414} tii[38,488] := {2, 732} tii[38,489] := {495} tii[38,490] := {63, 857} tii[38,491] := {316, 951} tii[38,492] := {25, 295, 973, 1266} tii[38,493] := {406, 890, 892, 1319} tii[38,494] := {266, 453} tii[38,495] := {53, 1160} tii[38,496] := {70, 405, 1110, 1336} tii[38,497] := {246, 470, 811, 1068} tii[38,498] := {668} tii[38,499] := {123, 1044} tii[38,500] := {14, 199, 837, 1164} tii[38,501] := {166, 554, 676, 925} tii[38,502] := {110, 286, 1233, 1234} tii[38,503] := {484} tii[38,504] := {431, 1082} tii[38,505] := {155, 643, 1136, 1486} tii[38,506] := {30, 1004} tii[38,507] := {169} tii[38,508] := {633} tii[38,509] := {947} tii[38,510] := {89, 714} tii[38,511] := {347, 606, 955, 1184} tii[38,512] := {100, 228} tii[38,513] := {815} tii[38,514] := {276, 768, 1286, 1519} tii[38,515] := {55, 1171} tii[38,516] := {181, 905} tii[38,517] := {112, 512, 1028, 1436} tii[38,518] := {11, 880} tii[38,519] := {366} tii[38,520] := {707} tii[38,521] := {1133} tii[38,522] := {121, 500, 972, 1265} tii[38,523] := {120, 1000} tii[38,524] := {212, 805} tii[38,525] := {40, 413, 1099, 1356} tii[38,526] := {158, 856} tii[38,527] := {485, 740, 1030, 1276} tii[38,528] := {287, 744, 1032, 1397} tii[38,529] := {1076, 1292} tii[38,530] := {34, 735} tii[38,531] := {174, 327} tii[38,532] := {104, 1272} tii[38,533] := {153, 338, 660, 929} tii[38,534] := {897} tii[38,535] := {71, 382, 888, 1370} tii[38,536] := {380, 896, 1367, 1547} tii[38,537] := {107, 538, 1223, 1410} tii[38,538] := {525} tii[38,539] := {200, 1169} tii[38,540] := {201, 674, 1109, 1335} tii[38,541] := {24, 296, 976, 1274} tii[38,542] := {271, 1043} tii[38,543] := {59, 384, 836, 1163} tii[38,544] := {948, 1190} tii[38,545] := {8, 204, 840, 1186} tii[38,546] := {141, 404, 1329, 1330} tii[38,547] := {93, 422, 534, 774} tii[38,548] := {294, 536, 1231, 1232} tii[38,549] := {566} tii[38,550] := {253, 999} tii[38,551] := {354, 594, 886, 1166} tii[38,552] := {216, 448} tii[38,553] := {268, 813, 1394, 1508} tii[38,554] := {175, 1364} tii[38,555] := {749} tii[38,556] := {388, 1168} tii[38,557] := {116, 513, 975, 1270} tii[38,558] := {800, 1065} tii[38,559] := {170, 553, 615, 922} tii[38,560] := {229, 535, 1402, 1403} tii[38,561] := {410, 679, 1327, 1328} tii[38,562] := {66, 1134} tii[38,563] := {109, 1284} tii[38,564] := {33, 1026} tii[38,565] := {196, 1132} tii[38,566] := {87, 544, 1214, 1432} tii[38,567] := {127, 516, 1031, 1440} tii[38,568] := {68, 884} tii[38,569] := {176, 1365} tii[38,570] := {299, 1283} tii[38,571] := {185, 680, 1322, 1473} tii[38,572] := {61, 415, 1104, 1369} tii[38,573] := {231, 537, 1408, 1409} tii[38,574] := {29, 302, 982, 1296} tii[38,575] := {364, 1131} tii[38,576] := {192, 658, 1103, 1363} tii[38,577] := {381, 958, 1457, 1546} tii[38,578] := {103, 736} tii[38,579] := {267, 1437} tii[38,580] := {523, 1282} tii[38,581] := {341, 677, 1465, 1466} tii[38,582] := {67, 403, 841, 1187} tii[38,583] := {543, 826, 1406, 1407} tii[38,584] := {379, 1490} tii[38,585] := {472, 825, 1516, 1517} tii[38,586] := {94} tii[38,587] := {47, 137} tii[38,588] := {32, 220} tii[38,589] := {97} tii[38,590] := {311, 872} tii[38,591] := {49, 139} tii[38,592] := {234, 462, 734, 984} tii[38,593] := {257} tii[38,594] := {129, 654} tii[38,595] := {10, 325} tii[38,596] := {188, 592, 598, 1106} tii[38,597] := {102, 219} tii[38,598] := {81, 224, 518, 779} tii[38,599] := {392} tii[38,600] := {42, 304, 402, 619} tii[38,601] := {51, 323} tii[38,602] := {114, 451, 457, 1039} tii[38,603] := {28, 285, 420, 770} tii[38,604] := {95} tii[38,605] := {48, 138} tii[38,606] := {255} tii[38,607] := {130, 653} tii[38,608] := {187, 597, 887, 1316} tii[38,609] := {1, 452} tii[38,610] := {101, 218} tii[38,611] := {82, 225, 517, 778} tii[38,612] := {390} tii[38,613] := {43, 305, 401, 618} tii[38,614] := {433} tii[38,615] := {238, 450, 738, 1038} tii[38,616] := {57, 329, 593, 1165} tii[38,617] := {133, 322} tii[38,618] := {19, 447} tii[38,619] := {600} tii[38,620] := {96, 419, 473, 769} tii[38,621] := {7, 186, 552, 921} tii[38,622] := {645, 924} tii[38,623] := {73, 446} tii[38,624] := {46, 342, 551, 920} tii[38,625] := {0, 595} tii[38,626] := {12, 588} tii[38,627] := {35, 270, 743, 1280} tii[38,628] := {4, 126, 696, 1063} tii[38,629] := {52, 587} tii[38,630] := {31, 284, 695, 1062} cell#51 , |C| = 672 special orbit = [7, 3, 3, 3, 1] special rep = [[3, 1], [2, 2]] , dim = 420 cell rep = phi[[3, 1],[2, 2]]+phi[[1, 1],[4, 2]] TII depth = 5 TII multiplicity polynomial = 168*X+252*X^2 TII subcells: tii[35,1] := {658} tii[35,2] := {558} tii[35,3] := {592, 593} tii[35,4] := {670} tii[35,5] := {440} tii[35,6] := {654} tii[35,7] := {499, 500} tii[35,8] := {643, 669} tii[35,9] := {663, 671} tii[35,10] := {557} tii[35,11] := {498, 610} tii[35,12] := {527, 633} tii[35,13] := {602, 650} tii[35,14] := {608, 657} tii[35,15] := {638, 665} tii[35,16] := {323} tii[35,17] := {640} tii[35,18] := {157} tii[35,19] := {489} tii[35,20] := {559} tii[35,21] := {531, 532} tii[35,22] := {422} tii[35,23] := {293, 294} tii[35,24] := {397, 398} tii[35,25] := {653} tii[35,26] := {50} tii[35,27] := {586} tii[35,28] := {412} tii[35,29] := {628} tii[35,30] := {255} tii[35,31] := {457, 458} tii[35,32] := {589} tii[35,33] := {137, 138} tii[35,34] := {568, 644} tii[35,35] := {538, 620} tii[35,36] := {224, 225} tii[35,37] := {618, 659} tii[35,38] := {451} tii[35,39] := {381, 533} tii[35,40] := {380} tii[35,41] := {136, 286} tii[35,42] := {441, 570} tii[35,43] := {298, 446} tii[35,44] := {223, 392} tii[35,45] := {516, 611} tii[35,46] := {461, 571} tii[35,47] := {524, 612} tii[35,48] := {389, 515} tii[35,49] := {409} tii[35,50] := {607} tii[35,51] := {239} tii[35,52] := {497} tii[35,53] := {376, 377} tii[35,54] := {475, 476} tii[35,55] := {488} tii[35,56] := {666} tii[35,57] := {641} tii[35,58] := {629} tii[35,59] := {38} tii[35,60] := {411} tii[35,61] := {156} tii[35,62] := {655} tii[35,63] := {361} tii[35,64] := {609} tii[35,65] := {492} tii[35,66] := {421} tii[35,67] := {613, 661} tii[35,68] := {200} tii[35,69] := {632} tii[35,70] := {101, 102} tii[35,71] := {291, 292} tii[35,72] := {423, 424} tii[35,73] := {566} tii[35,74] := {647, 668} tii[35,75] := {598, 649} tii[35,76] := {188, 189} tii[35,77] := {395, 396} tii[35,78] := {241} tii[35,79] := {587} tii[35,80] := {413} tii[35,81] := {495} tii[35,82] := {328} tii[35,83] := {529} tii[35,84] := {339, 501} tii[35,85] := {335} tii[35,86] := {100, 243} tii[35,87] := {569, 645} tii[35,88] := {374, 375} tii[35,89] := {378, 536} tii[35,90] := {463, 577} tii[35,91] := {430} tii[35,92] := {262, 401} tii[35,93] := {187, 352} tii[35,94] := {473, 474} tii[35,95] := {619, 660} tii[35,96] := {477, 584} tii[35,97] := {452, 453} tii[35,98] := {511, 635} tii[35,99] := {426, 537} tii[35,100] := {444, 601} tii[35,101] := {544, 545} tii[35,102] := {487, 585} tii[35,103] := {344, 469} tii[35,104] := {575, 652} tii[35,105] := {623, 624} tii[35,106] := {667} tii[35,107] := {73} tii[35,108] := {280} tii[35,109] := {656} tii[35,110] := {171, 172} tii[35,111] := {636, 664} tii[35,112] := {271, 272} tii[35,113] := {491} tii[35,114] := {128} tii[35,115] := {362} tii[35,116] := {199} tii[35,117] := {454, 595} tii[35,118] := {418} tii[35,119] := {170, 327} tii[35,120] := {631} tii[35,121] := {425, 562} tii[35,122] := {253, 254} tii[35,123] := {281} tii[35,124] := {546, 626} tii[35,125] := {343, 479} tii[35,126] := {270, 437} tii[35,127] := {597, 648} tii[35,128] := {354, 355} tii[35,129] := {333, 334} tii[35,130] := {379, 564} tii[35,131] := {502, 596} tii[35,132] := {615, 662} tii[35,133] := {304, 505} tii[35,134] := {435, 436} tii[35,135] := {555, 627} tii[35,136] := {428, 543} tii[35,137] := {478, 605} tii[35,138] := {552, 553} tii[35,139] := {494} tii[35,140] := {252, 414} tii[35,141] := {427, 547} tii[35,142] := {353, 509} tii[35,143] := {563, 634} tii[35,144] := {332, 493} tii[35,145] := {465, 599} tii[35,146] := {604, 651} tii[35,147] := {504, 600} tii[35,148] := {434, 567} tii[35,149] := {551, 639} tii[35,150] := {565, 637} tii[35,151] := {237} tii[35,152] := {93} tii[35,153] := {490} tii[35,154] := {158} tii[35,155] := {338} tii[35,156] := {211, 212} tii[35,157] := {127} tii[35,158] := {312, 313} tii[35,159] := {179, 180} tii[35,160] := {51} tii[35,161] := {526} tii[35,162] := {37} tii[35,163] := {256} tii[35,164] := {456} tii[35,165] := {139, 140} tii[35,166] := {60, 61} tii[35,167] := {385, 519} tii[35,168] := {226, 227} tii[35,169] := {297} tii[35,170] := {84, 206} tii[35,171] := {222, 369} tii[35,172] := {49, 162} tii[35,173] := {151, 315} tii[35,174] := {233, 370} tii[35,175] := {410} tii[35,176] := {240} tii[35,177] := {606} tii[35,178] := {325} tii[35,179] := {92} tii[35,180] := {196} tii[35,181] := {337} tii[35,182] := {560} tii[35,183] := {415} tii[35,184] := {209, 210} tii[35,185] := {260, 261} tii[35,186] := {506} tii[35,187] := {310, 311} tii[35,188] := {588} tii[35,189] := {159} tii[35,190] := {24} tii[35,191] := {525} tii[35,192] := {242} tii[35,193] := {419} tii[35,194] := {530} tii[35,195] := {244} tii[35,196] := {126} tii[35,197] := {173} tii[35,198] := {329} tii[35,199] := {510, 614} tii[35,200] := {496} tii[35,201] := {455} tii[35,202] := {14} tii[35,203] := {81, 82} tii[35,204] := {289, 290} tii[35,205] := {464, 578} tii[35,206] := {345} tii[35,207] := {177, 178} tii[35,208] := {384, 518} tii[35,209] := {27, 28} tii[35,210] := {393, 394} tii[35,211] := {431} tii[35,212] := {574, 642} tii[35,213] := {148, 149} tii[35,214] := {460} tii[35,215] := {372, 373} tii[35,216] := {442, 594} tii[35,217] := {45, 135} tii[35,218] := {213} tii[35,219] := {247} tii[35,220] := {216, 217} tii[35,221] := {388, 523} tii[35,222] := {365, 541} tii[35,223] := {21, 96} tii[35,224] := {471, 472} tii[35,225] := {147, 284} tii[35,226] := {517, 625} tii[35,227] := {90, 228} tii[35,228] := {348} tii[35,229] := {579, 580} tii[35,230] := {155, 285} tii[35,231] := {317, 483} tii[35,232] := {94} tii[35,233] := {36} tii[35,234] := {336} tii[35,235] := {163} tii[35,236] := {528} tii[35,237] := {207, 208} tii[35,238] := {58, 59} tii[35,239] := {264} tii[35,240] := {308, 309} tii[35,241] := {462, 576} tii[35,242] := {296} tii[35,243] := {97} tii[35,244] := {287, 288} tii[35,245] := {363, 535} tii[35,246] := {83, 205} tii[35,247] := {85, 86} tii[35,248] := {221, 367} tii[35,249] := {512, 616} tii[35,250] := {390, 391} tii[35,251] := {185} tii[35,252] := {282, 467} tii[35,253] := {48, 161} tii[35,254] := {445, 583} tii[35,255] := {150, 314} tii[35,256] := {152, 319} tii[35,257] := {520, 521} tii[35,258] := {232, 368} tii[35,259] := {204, 371} tii[35,260] := {87, 238} tii[35,261] := {364, 514} tii[35,262] := {307, 470} tii[35,263] := {448, 581} tii[35,264] := {318, 447} tii[35,265] := {324} tii[35,266] := {277} tii[35,267] := {341, 342} tii[35,268] := {326} tii[35,269] := {630} tii[35,270] := {15} tii[35,271] := {416} tii[35,272] := {561} tii[35,273] := {591} tii[35,274] := {195} tii[35,275] := {53, 54} tii[35,276] := {7} tii[35,277] := {133} tii[35,278] := {507} tii[35,279] := {540, 622} tii[35,280] := {18, 19} tii[35,281] := {120, 121} tii[35,282] := {258, 259} tii[35,283] := {330} tii[35,284] := {174} tii[35,285] := {25, 99} tii[35,286] := {534} tii[35,287] := {299, 300} tii[35,288] := {118, 235} tii[35,289] := {466, 582} tii[35,290] := {432} tii[35,291] := {68, 191} tii[35,292] := {9, 75} tii[35,293] := {124, 236} tii[35,294] := {400, 550} tii[35,295] := {74} tii[35,296] := {590} tii[35,297] := {20} tii[35,298] := {279} tii[35,299] := {130} tii[35,300] := {125} tii[35,301] := {168, 169} tii[35,302] := {539, 621} tii[35,303] := {175, 176} tii[35,304] := {42, 43} tii[35,305] := {201} tii[35,306] := {268, 269} tii[35,307] := {246} tii[35,308] := {257} tii[35,309] := {55, 167} tii[35,310] := {459} tii[35,311] := {295, 503} tii[35,312] := {248, 249} tii[35,313] := {76} tii[35,314] := {572, 646} tii[35,315] := {62, 63} tii[35,316] := {214, 215} tii[35,317] := {184, 321} tii[35,318] := {387, 522} tii[35,319] := {220, 429} tii[35,320] := {31, 129} tii[35,321] := {349, 350} tii[35,322] := {122, 273} tii[35,323] := {347} tii[35,324] := {399, 556} tii[35,325] := {134} tii[35,326] := {193, 322} tii[35,327] := {123, 275} tii[35,328] := {316, 482} tii[35,329] := {484, 485} tii[35,330] := {166, 331} tii[35,331] := {513, 617} tii[35,332] := {64, 197} tii[35,333] := {301, 302} tii[35,334] := {303, 468} tii[35,335] := {267, 433} tii[35,336] := {366, 549} tii[35,337] := {274, 402} tii[35,338] := {406, 554} tii[35,339] := {44} tii[35,340] := {78, 79} tii[35,341] := {131} tii[35,342] := {340} tii[35,343] := {103, 251} tii[35,344] := {113, 114} tii[35,345] := {263, 407} tii[35,346] := {190, 356} tii[35,347] := {65, 198} tii[35,348] := {202} tii[35,349] := {276, 408} tii[35,350] := {192, 359} tii[35,351] := {250, 417} tii[35,352] := {386, 542} tii[35,353] := {117, 278} tii[35,354] := {182, 183} tii[35,355] := {351, 508} tii[35,356] := {231, 439} tii[35,357] := {358, 480} tii[35,358] := {486, 603} tii[35,359] := {181, 360} tii[35,360] := {438, 548} tii[35,361] := {95} tii[35,362] := {72} tii[35,363] := {111, 112} tii[35,364] := {39} tii[35,365] := {66, 67} tii[35,366] := {34, 106} tii[35,367] := {160} tii[35,368] := {71} tii[35,369] := {245} tii[35,370] := {420} tii[35,371] := {109, 110} tii[35,372] := {346} tii[35,373] := {383} tii[35,374] := {165} tii[35,375] := {16} tii[35,376] := {143, 144} tii[35,377] := {306, 450} tii[35,378] := {32, 33} tii[35,379] := {266} tii[35,380] := {12, 57} tii[35,381] := {230, 405} tii[35,382] := {98} tii[35,383] := {88, 89} tii[35,384] := {186} tii[35,385] := {22, 105} tii[35,386] := {154, 320} tii[35,387] := {70} tii[35,388] := {107, 108} tii[35,389] := {164} tii[35,390] := {4} tii[35,391] := {382} tii[35,392] := {141, 142} tii[35,393] := {265} tii[35,394] := {10, 11} tii[35,395] := {305, 449} tii[35,396] := {229, 404} tii[35,397] := {2, 26} tii[35,398] := {52} tii[35,399] := {46, 47} tii[35,400] := {218, 219} tii[35,401] := {443, 573} tii[35,402] := {119} tii[35,403] := {283, 481} tii[35,404] := {8, 56} tii[35,405] := {91, 234} tii[35,406] := {145, 146} tii[35,407] := {23, 104} tii[35,408] := {203, 403} tii[35,409] := {1} tii[35,410] := {5, 6} tii[35,411] := {0, 17} tii[35,412] := {40} tii[35,413] := {29, 30} tii[35,414] := {80} tii[35,415] := {3, 41} tii[35,416] := {69, 194} tii[35,417] := {115, 116} tii[35,418] := {13, 77} tii[35,419] := {153, 357} tii[35,420] := {35, 132} cell#52 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {284} tii[48,2] := {150} tii[48,3] := {82, 268} tii[48,4] := {172, 314} tii[48,5] := {222, 332} tii[48,6] := {311} tii[48,7] := {248} tii[48,8] := {121} tii[48,9] := {227} tii[48,10] := {56, 253} tii[48,11] := {159, 293} tii[48,12] := {128, 301} tii[48,13] := {198, 315} tii[48,14] := {195, 318} tii[48,15] := {328} tii[48,16] := {170} tii[48,17] := {309} tii[48,18] := {154} tii[48,19] := {100, 288} tii[48,20] := {319} tii[48,21] := {310} tii[48,22] := {80, 230} tii[48,23] := {179, 321} tii[48,24] := {322, 323} tii[48,25] := {120, 282} tii[48,26] := {242, 334} tii[48,27] := {217} tii[48,28] := {153, 312} tii[48,29] := {251} tii[48,30] := {218} tii[48,31] := {60, 300} tii[48,32] := {229, 337} tii[48,33] := {258, 259} tii[48,34] := {92, 326} tii[48,35] := {281, 341} tii[48,36] := {204, 329} tii[48,37] := {149, 335} tii[48,38] := {271, 342} tii[48,39] := {186, 343} tii[48,40] := {185, 330} tii[48,41] := {305, 345} tii[48,42] := {298, 346} tii[48,43] := {267, 347} tii[48,44] := {325, 348} tii[48,45] := {336, 349} tii[48,46] := {203} tii[48,47] := {104} tii[48,48] := {28, 184} tii[48,49] := {54, 225} tii[48,50] := {250} tii[48,51] := {201} tii[48,52] := {177} tii[48,53] := {208} tii[48,54] := {57} tii[48,55] := {160} tii[48,56] := {106, 261} tii[48,57] := {7, 130} tii[48,58] := {114, 199} tii[48,59] := {144, 296} tii[48,60] := {22, 175} tii[48,61] := {246} tii[48,62] := {102} tii[48,63] := {127} tii[48,64] := {265} tii[48,65] := {61} tii[48,66] := {247} tii[48,67] := {20, 182} tii[48,68] := {62, 219} tii[48,69] := {31, 93} tii[48,70] := {274, 275} tii[48,71] := {45, 224} tii[48,72] := {95, 263} tii[48,73] := {176} tii[48,74] := {151} tii[48,75] := {46, 232} tii[48,76] := {26, 260} tii[48,77] := {188, 189} tii[48,78] := {81, 264} tii[48,79] := {51, 295} tii[48,80] := {21, 187} tii[48,81] := {58, 292} tii[48,82] := {125, 294} tii[48,83] := {87, 269} tii[48,84] := {88, 316} tii[48,85] := {131, 331} tii[48,86] := {287} tii[48,87] := {39} tii[48,88] := {252} tii[48,89] := {209} tii[48,90] := {3, 110} tii[48,91] := {163, 243} tii[48,92] := {15, 148} tii[48,93] := {285} tii[48,94] := {77} tii[48,95] := {297} tii[48,96] := {206} tii[48,97] := {99} tii[48,98] := {286} tii[48,99] := {158} tii[48,100] := {41} tii[48,101] := {8, 161} tii[48,102] := {42, 178} tii[48,103] := {302, 303} tii[48,104] := {18, 74} tii[48,105] := {112, 196} tii[48,106] := {23, 200} tii[48,107] := {76, 241} tii[48,108] := {266} tii[48,109] := {152} tii[48,110] := {249} tii[48,111] := {180} tii[48,112] := {24, 210} tii[48,113] := {122} tii[48,114] := {17, 228} tii[48,115] := {276, 277} tii[48,116] := {133, 223} tii[48,117] := {165, 166} tii[48,118] := {48, 244} tii[48,119] := {9, 164} tii[48,120] := {38, 280} tii[48,121] := {207} tii[48,122] := {40, 270} tii[48,123] := {113, 262} tii[48,124] := {85, 279} tii[48,125] := {239, 240} tii[48,126] := {72, 254} tii[48,127] := {73, 307} tii[48,128] := {197, 273} tii[48,129] := {111, 317} tii[48,130] := {123} tii[48,131] := {79} tii[48,132] := {29, 212} tii[48,133] := {43, 118} tii[48,134] := {55, 245} tii[48,135] := {205} tii[48,136] := {171} tii[48,137] := {108} tii[48,138] := {64, 255} tii[48,139] := {27, 272} tii[48,140] := {215, 216} tii[48,141] := {69, 146} tii[48,142] := {97, 283} tii[48,143] := {34, 214} tii[48,144] := {53, 306} tii[48,145] := {124} tii[48,146] := {59, 299} tii[48,147] := {44, 192} tii[48,148] := {135, 304} tii[48,149] := {89, 289} tii[48,150] := {168, 169} tii[48,151] := {90, 327} tii[48,152] := {119, 213} tii[48,153] := {132, 333} tii[48,154] := {109, 290} tii[48,155] := {147, 308} tii[48,156] := {70, 257} tii[48,157] := {101, 320} tii[48,158] := {30, 278} tii[48,159] := {191, 324} tii[48,160] := {137, 339} tii[48,161] := {136, 313} tii[48,162] := {181, 340} tii[48,163] := {91, 291} tii[48,164] := {237, 338} tii[48,165] := {231, 344} tii[48,166] := {157} tii[48,167] := {107} tii[48,168] := {68, 145} tii[48,169] := {65} tii[48,170] := {35, 98} tii[48,171] := {13, 141} tii[48,172] := {155} tii[48,173] := {105} tii[48,174] := {66, 142} tii[48,175] := {226} tii[48,176] := {202} tii[48,177] := {129} tii[48,178] := {25} tii[48,179] := {235, 236} tii[48,180] := {10, 49} tii[48,181] := {84, 174} tii[48,182] := {156} tii[48,183] := {67, 221} tii[48,184] := {1, 86} tii[48,185] := {193, 194} tii[48,186] := {143, 234} tii[48,187] := {83} tii[48,188] := {47, 126} tii[48,189] := {103} tii[48,190] := {6, 138} tii[48,191] := {32, 173} tii[48,192] := {139, 140} tii[48,193] := {94, 183} tii[48,194] := {11, 220} tii[48,195] := {50, 233} tii[48,196] := {16} tii[48,197] := {4, 36} tii[48,198] := {0, 71} tii[48,199] := {63} tii[48,200] := {33, 96} tii[48,201] := {78} tii[48,202] := {2, 115} tii[48,203] := {19, 134} tii[48,204] := {116, 117} tii[48,205] := {75, 162} tii[48,206] := {5, 190} tii[48,207] := {37, 211} tii[48,208] := {14, 167} tii[48,209] := {12, 238} tii[48,210] := {52, 256} cell#53 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {117} tii[40,2] := {162} tii[40,3] := {193} tii[40,4] := {206} tii[40,5] := {141} tii[40,6] := {67} tii[40,7] := {177} tii[40,8] := {102} tii[40,9] := {201} tii[40,10] := {138} tii[40,11] := {212} tii[40,12] := {160} tii[40,13] := {121} tii[40,14] := {190} tii[40,15] := {149} tii[40,16] := {69} tii[40,17] := {208} tii[40,18] := {175} tii[40,19] := {87} tii[40,20] := {216} tii[40,21] := {176} tii[40,22] := {199} tii[40,23] := {161} tii[40,24] := {140} tii[40,25] := {181} tii[40,26] := {213} tii[40,27] := {151} tii[40,28] := {152} tii[40,29] := {198} tii[40,30] := {219} tii[40,31] := {207} tii[40,32] := {200} tii[40,33] := {218} tii[40,34] := {211} tii[40,35] := {189} tii[40,36] := {221} tii[40,37] := {220} tii[40,38] := {217} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {39} tii[40,42] := {76} tii[40,43] := {114} tii[40,44] := {38} tii[40,45] := {66} tii[40,46] := {21} tii[40,47] := {75} tii[40,48] := {101} tii[40,49] := {36} tii[40,50] := {113} tii[40,51] := {137} tii[40,52] := {93} tii[40,53] := {65} tii[40,54] := {70} tii[40,55] := {125} tii[40,56] := {100} tii[40,57] := {17} tii[40,58] := {88} tii[40,59] := {48} tii[40,60] := {136} tii[40,61] := {157} tii[40,62] := {31} tii[40,63] := {92} tii[40,64] := {64} tii[40,65] := {146} tii[40,66] := {124} tii[40,67] := {80} tii[40,68] := {79} tii[40,69] := {172} tii[40,70] := {156} tii[40,71] := {130} tii[40,72] := {145} tii[40,73] := {184} tii[40,74] := {123} tii[40,75] := {171} tii[40,76] := {182} tii[40,77] := {95} tii[40,78] := {46} tii[40,79] := {127} tii[40,80] := {63} tii[40,81] := {159} tii[40,82] := {120} tii[40,83] := {94} tii[40,84] := {97} tii[40,85] := {22} tii[40,86] := {148} tii[40,87] := {126} tii[40,88] := {42} tii[40,89] := {73} tii[40,90] := {115} tii[40,91] := {37} tii[40,92] := {174} tii[40,93] := {158} tii[40,94] := {59} tii[40,95] := {119} tii[40,96] := {45} tii[40,97] := {165} tii[40,98] := {91} tii[40,99] := {20} tii[40,100] := {147} tii[40,101] := {62} tii[40,102] := {26} tii[40,103] := {105} tii[40,104] := {106} tii[40,105] := {35} tii[40,106] := {186} tii[40,107] := {173} tii[40,108] := {153} tii[40,109] := {41} tii[40,110] := {164} tii[40,111] := {83} tii[40,112] := {195} tii[40,113] := {56} tii[40,114] := {144} tii[40,115] := {57} tii[40,116] := {185} tii[40,117] := {78} tii[40,118] := {194} tii[40,119] := {143} tii[40,120] := {122} tii[40,121] := {167} tii[40,122] := {139} tii[40,123] := {99} tii[40,124] := {188} tii[40,125] := {142} tii[40,126] := {118} tii[40,127] := {98} tii[40,128] := {180} tii[40,129] := {166} tii[40,130] := {131} tii[40,131] := {132} tii[40,132] := {116} tii[40,133] := {74} tii[40,134] := {197} tii[40,135] := {169} tii[40,136] := {187} tii[40,137] := {96} tii[40,138] := {179} tii[40,139] := {135} tii[40,140] := {47} tii[40,141] := {203} tii[40,142] := {163} tii[40,143] := {111} tii[40,144] := {112} tii[40,145] := {196} tii[40,146] := {129} tii[40,147] := {86} tii[40,148] := {202} tii[40,149] := {192} tii[40,150] := {205} tii[40,151] := {183} tii[40,152] := {191} tii[40,153] := {170} tii[40,154] := {210} tii[40,155] := {204} tii[40,156] := {178} tii[40,157] := {209} tii[40,158] := {168} tii[40,159] := {215} tii[40,160] := {214} tii[40,161] := {4} tii[40,162] := {14} tii[40,163] := {19} tii[40,164] := {33} tii[40,165] := {8} tii[40,166] := {53} tii[40,167] := {5} tii[40,168] := {15} tii[40,169] := {18} tii[40,170] := {44} tii[40,171] := {3} tii[40,172] := {32} tii[40,173] := {13} tii[40,174] := {61} tii[40,175] := {25} tii[40,176] := {7} tii[40,177] := {16} tii[40,178] := {10} tii[40,179] := {52} tii[40,180] := {82} tii[40,181] := {28} tii[40,182] := {29} tii[40,183] := {51} tii[40,184] := {43} tii[40,185] := {60} tii[40,186] := {24} tii[40,187] := {40} tii[40,188] := {81} tii[40,189] := {108} tii[40,190] := {55} tii[40,191] := {54} tii[40,192] := {6} tii[40,193] := {77} tii[40,194] := {30} tii[40,195] := {107} tii[40,196] := {103} tii[40,197] := {72} tii[40,198] := {90} tii[40,199] := {50} tii[40,200] := {27} tii[40,201] := {110} tii[40,202] := {71} tii[40,203] := {89} tii[40,204] := {49} tii[40,205] := {68} tii[40,206] := {11} tii[40,207] := {134} tii[40,208] := {109} tii[40,209] := {23} tii[40,210] := {84} tii[40,211] := {85} tii[40,212] := {104} tii[40,213] := {58} tii[40,214] := {9} tii[40,215] := {133} tii[40,216] := {34} tii[40,217] := {128} tii[40,218] := {155} tii[40,219] := {154} tii[40,220] := {150} tii[40,221] := {1} tii[40,222] := {2} tii[40,223] := {0} tii[40,224] := {12} cell#54 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1193} tii[38,2] := {630, 1343} tii[38,3] := {728, 1529} tii[38,4] := {993, 1415} tii[38,5] := {1299} tii[38,6] := {935} tii[38,7] := {558, 1127, 1342, 1536} tii[38,8] := {539, 1417} tii[38,9] := {727, 1019} tii[38,10] := {651, 1560} tii[38,11] := {867, 1312, 1482, 1583} tii[38,12] := {1052, 1386, 1533, 1597} tii[38,13] := {992, 1447} tii[38,14] := {1383} tii[38,15] := {702, 1303} tii[38,16] := {356, 937, 1341, 1558} tii[38,17] := {1199} tii[38,18] := {681, 1475} tii[38,19] := {1144} tii[38,20] := {504, 1262} tii[38,21] := {803, 1581} tii[38,22] := {789, 1011, 1254, 1431} tii[38,23] := {640, 1151, 1481, 1588} tii[38,24] := {961, 1177, 1376, 1472} tii[38,25] := {820, 1238, 1532, 1601} tii[38,26] := {1446} tii[38,27] := {355, 969, 1450, 1557} tii[38,28] := {827, 1522} tii[38,29] := {1381} tii[38,30] := {801, 1430} tii[38,31] := {950, 1595} tii[38,32] := {1420} tii[38,33] := {408, 942, 1311, 1483} tii[38,34] := {639, 1207, 1537, 1587} tii[38,35] := {1382, 1492} tii[38,36] := {547, 1095, 1401, 1515} tii[38,37] := {819, 1298, 1573, 1600} tii[38,38] := {967, 1556} tii[38,39] := {1087, 1604} tii[38,40] := {1080, 1521} tii[38,41] := {863, 1205, 1585, 1586} tii[38,42] := {968, 1209, 1542, 1543} tii[38,43] := {1049, 1295, 1598, 1599} tii[38,44] := {1201, 1607} tii[38,45] := {1278, 1279, 1608, 1609} tii[38,46] := {348} tii[38,47] := {80, 704} tii[38,48] := {784} tii[38,49] := {376, 876} tii[38,50] := {215, 1013} tii[38,51] := {336, 1179} tii[38,52] := {847, 1339} tii[38,53] := {482} tii[38,54] := {243} tii[38,55] := {424, 996, 1243, 1499} tii[38,56] := {559, 1128} tii[38,57] := {934} tii[38,58] := {37, 851} tii[38,59] := {782} tii[38,60] := {648} tii[38,61] := {264, 1018} tii[38,62] := {258, 440} tii[38,63] := {581, 875} tii[38,64] := {718, 1215, 1424, 1563} tii[38,65] := {360, 868, 878, 1313} tii[38,66] := {132, 1140} tii[38,67] := {397, 612} tii[38,68] := {908, 1307, 1495, 1584} tii[38,69] := {529, 990, 1053, 1387} tii[38,70] := {223, 1291} tii[38,71] := {625} tii[38,72] := {699, 1300} tii[38,73] := {1073} tii[38,74] := {423, 1074} tii[38,75] := {306, 852, 1126, 1477} tii[38,76] := {483} tii[38,77] := {556, 1197} tii[38,78] := {78, 994} tii[38,79] := {932} tii[38,80] := {873} tii[38,81] := {946} tii[38,82] := {632} tii[38,83] := {428, 1081} tii[38,84] := {88, 713} tii[38,85] := {154, 582, 865, 1357} tii[38,86] := {374, 1145} tii[38,87] := {443, 1017} tii[38,88] := {490, 717, 1007, 1264} tii[38,89] := {573, 1101, 1350, 1541} tii[38,90] := {214, 1255} tii[38,91] := {814} tii[38,92] := {344, 603, 954, 1183} tii[38,93] := {180, 904} tii[38,94] := {275, 697, 1050, 1411} tii[38,95] := {663, 907, 1176, 1334} tii[38,96] := {760, 1210, 1445, 1577} tii[38,97] := {335, 1377} tii[38,98] := {145, 1124} tii[38,99] := {206, 785, 1211, 1418} tii[38,100] := {1071} tii[38,101] := {501, 1258} tii[38,102] := {128, 642, 1097, 1352} tii[38,103] := {251, 998} tii[38,104] := {1130} tii[38,105] := {252, 716, 970, 1259} tii[38,106] := {438, 1023, 1390, 1503} tii[38,107] := {580, 1143} tii[38,108] := {318, 1348} tii[38,109] := {221, 767, 1221, 1404} tii[38,110] := {386, 1167} tii[38,111] := {77, 511, 974, 1269} tii[38,112] := {1072, 1287} tii[38,113] := {387, 912, 1107, 1326} tii[38,114] := {466, 1443} tii[38,115] := {610, 1122, 1464, 1551} tii[38,116] := {435, 1421} tii[38,117] := {548, 879, 1452, 1453} tii[38,118] := {711, 1246} tii[38,119] := {418, 747, 1395, 1396} tii[38,120] := {602, 1491} tii[38,121] := {631, 916, 1317, 1318} tii[38,122] := {693, 991, 1513, 1514} tii[38,123] := {843, 844, 1554, 1555} tii[38,124] := {626} tii[38,125] := {703, 1247} tii[38,126] := {358} tii[38,127] := {1077} tii[38,128] := {22, 995} tii[38,129] := {802} tii[38,130] := {198, 1147} tii[38,131] := {488, 1012, 1020, 1392} tii[38,132] := {369, 577} tii[38,133] := {91, 1256} tii[38,134] := {670, 1119, 1178, 1449} tii[38,135] := {530, 764} tii[38,136] := {183, 1378} tii[38,137] := {780} tii[38,138] := {848, 1384} tii[38,139] := {850, 1344} tii[38,140] := {557, 1198} tii[38,141] := {1196} tii[38,142] := {244} tii[38,143] := {627} tii[38,144] := {240, 786, 1244, 1524} tii[38,145] := {1075} tii[38,146] := {58, 1125} tii[38,147] := {701, 1305} tii[38,148] := {1016} tii[38,149] := {705, 1257} tii[38,150] := {649} tii[38,151] := {634, 866, 1137, 1358} tii[38,152] := {1084} tii[38,153] := {787} tii[38,154] := {64, 861} tii[38,155] := {359, 877, 1139, 1455} tii[38,156] := {373, 1146} tii[38,157] := {293, 1261} tii[38,158] := {259, 441} tii[38,159] := {562, 1204} tii[38,160] := {119, 508, 1010, 1433} tii[38,161] := {165, 1349} tii[38,162] := {498, 1024, 1425, 1568} tii[38,163] := {623, 901, 1154, 1323} tii[38,164] := {816, 1051, 1290, 1412} tii[38,165] := {959} tii[38,166] := {125, 1047} tii[38,167] := {528, 989, 1289, 1498} tii[38,168] := {398, 613} tii[38,169] := {479, 753, 1091, 1294} tii[38,170] := {202, 620, 1175, 1474} tii[38,171] := {282, 1444} tii[38,172] := {672, 1123, 1496, 1592} tii[38,173] := {353} tii[38,174] := {427, 1079} tii[38,175] := {115, 1241} tii[38,176] := {1194} tii[38,177] := {147, 683, 1309, 1476} tii[38,178] := {799} tii[38,179] := {492} tii[38,180] := {313, 945} tii[38,181] := {429, 1014, 1253, 1504} tii[38,182] := {409, 1351} tii[38,183] := {874} tii[38,184] := {1249} tii[38,185] := {83, 541, 1212, 1427} tii[38,186] := {194, 1129} tii[38,187] := {503, 1260} tii[38,188] := {493, 721, 1008, 1268} tii[38,189] := {317, 572} tii[38,190] := {195, 638, 1098, 1353} tii[38,191] := {371, 953, 1451, 1540} tii[38,192] := {260, 1422} tii[38,193] := {236, 464, 809, 1060} tii[38,194] := {665} tii[38,195] := {1195, 1375} tii[38,196] := {178, 675, 1320, 1467} tii[38,197] := {297, 1281} tii[38,198] := {604, 1111, 1374, 1535} tii[38,199] := {465, 759} tii[38,200] := {345, 882, 1156, 1456} tii[38,201] := {56, 414, 1102, 1361} tii[38,202] := {666, 911, 1180, 1338} tii[38,203] := {298, 821, 1222, 1405} tii[38,204] := {399, 1493} tii[38,205] := {532, 1070, 1512, 1576} tii[38,206] := {1003} tii[38,207] := {367, 833, 870, 1150} tii[38,208] := {434, 710} tii[38,209] := {368, 1479} tii[38,210] := {637, 1345} tii[38,211] := {442, 806, 1501, 1502} tii[38,212] := {936, 1182} tii[38,213] := {741, 1219, 1439, 1564} tii[38,214] := {245, 692, 746, 1036} tii[38,215] := {540, 823, 1398, 1399} tii[38,216] := {526, 981, 1056, 1237} tii[38,217] := {328, 661, 1458, 1459} tii[38,218] := {601, 900} tii[38,219] := {527, 1530} tii[38,220] := {614, 930, 1549, 1550} tii[38,221] := {650, 923, 1117, 1118} tii[38,222] := {775, 776, 1578, 1579} tii[38,223] := {931} tii[38,224] := {849, 1385} tii[38,225] := {1304} tii[38,226] := {117, 1242} tii[38,227] := {781} tii[38,228] := {706, 1306} tii[38,229] := {411, 1355} tii[38,230] := {193, 652, 1138, 1487} tii[38,231] := {1206} tii[38,232] := {940} tii[38,233] := {122, 1006} tii[38,234] := {261, 1423} tii[38,235] := {624, 902, 1208, 1380} tii[38,236] := {301, 777, 1288, 1520} tii[38,237] := {1094} tii[38,238] := {203, 1173} tii[38,239] := {400, 1494} tii[38,240] := {191, 1340} tii[38,241] := {1301} tii[38,242] := {628} tii[38,243] := {241, 829, 1388, 1523} tii[38,244] := {249, 793, 1252, 1528} tii[38,245] := {542, 1426} tii[38,246] := {1347} tii[38,247] := {292, 792, 1213, 1429} tii[38,248] := {788} tii[38,249] := {564, 1203} tii[38,250] := {1085} tii[38,251] := {291, 1248} tii[38,252] := {647, 1354} tii[38,253] := {164, 862} tii[38,254] := {156, 684, 1310, 1485} tii[38,255] := {499, 1089, 1500, 1567} tii[38,256] := {370, 1480} tii[38,257] := {1302, 1442} tii[38,258] := {417, 963, 1321, 1469} tii[38,259] := {416, 1371} tii[38,260] := {395, 917, 1373, 1553} tii[38,261] := {960} tii[38,262] := {189, 655, 1155, 1489} tii[38,263] := {481, 755, 1090, 1293} tii[38,264] := {281, 1048} tii[38,265] := {277, 824, 1400, 1518} tii[38,266] := {531, 1531} tii[38,267] := {113, 545, 1217, 1435} tii[38,268] := {673, 1192, 1548, 1591} tii[38,269] := {197, 641, 1100, 1359} tii[38,270] := {1251} tii[38,271] := {854} tii[38,272] := {254, 1001} tii[38,273] := {496, 1525} tii[38,274] := {578, 952, 1538, 1539} tii[38,275] := {791, 1419} tii[38,276] := {629, 889, 1158, 1368} tii[38,277] := {515, 1037, 1438, 1572} tii[38,278] := {118, 519, 977, 1277} tii[38,279] := {1200, 1379} tii[38,280] := {454, 812, 1506, 1507} tii[38,281] := {389, 1170} tii[38,282] := {669, 1561} tii[38,283] := {300, 822, 1224, 1413} tii[38,284] := {682, 964, 1461, 1462} tii[38,285] := {765, 1069, 1574, 1575} tii[38,286] := {1041} tii[38,287] := {1086, 1297} tii[38,288] := {412, 678, 1331, 1332} tii[38,289] := {926, 927, 1593, 1594} tii[38,290] := {289, 1416} tii[38,291] := {250, 830, 1389, 1527} tii[38,292] := {685, 1484} tii[38,293] := {407, 1346} tii[38,294] := {497, 1526} tii[38,295] := {396, 965, 1463, 1552} tii[38,296] := {546, 1441} tii[38,297] := {190, 687, 1314, 1488} tii[38,298] := {671, 1562} tii[38,299] := {941, 1478} tii[38,300] := {494, 1250} tii[38,301] := {636, 1559} tii[38,302] := {723, 1088, 1565, 1566} tii[38,303] := {514, 1093, 1505, 1571} tii[38,304] := {828, 1096, 1510, 1511} tii[38,305] := {290, 810, 1218, 1434} tii[38,306] := {818, 1582} tii[38,307] := {667, 1372} tii[38,308] := {596, 957, 1544, 1545} tii[38,309] := {914, 1191, 1589, 1590} tii[38,310] := {686, 966, 1470, 1471} tii[38,311] := {1066, 1067, 1602, 1603} tii[38,312] := {790, 1580} tii[38,313] := {737, 1092, 1569, 1570} tii[38,314] := {962, 1596} tii[38,315] := {1188, 1189, 1605, 1606} tii[38,316] := {151} tii[38,317] := {65, 321} tii[38,318] := {108, 469} tii[38,319] := {242} tii[38,320] := {425, 997} tii[38,321] := {150} tii[38,322] := {167} tii[38,323] := {507} tii[38,324] := {27, 439} tii[38,325] := {248, 719, 730, 1216} tii[38,326] := {163, 320} tii[38,327] := {98, 226} tii[38,328] := {54, 611} tii[38,329] := {394, 846, 909, 1308} tii[38,330] := {280, 468} tii[38,331] := {239} tii[38,332] := {308, 939} tii[38,333] := {44, 569} tii[38,334] := {646} tii[38,335] := {363} tii[38,336] := {209, 795} tii[38,337] := {157, 575, 583, 1153} tii[38,338] := {90, 437} tii[38,339] := {144, 333, 657, 919} tii[38,340] := {75, 756} tii[38,341] := {522} tii[38,342] := {17, 445} tii[38,343] := {278, 698, 762, 1240} tii[38,344] := {182, 609} tii[38,345] := {161, 568} tii[38,346] := {86, 510, 689, 1022} tii[38,347] := {135, 891} tii[38,348] := {184, 622, 839, 1121} tii[38,349] := {60, 385, 550, 894} tii[38,350] := {274, 751} tii[38,351] := {230, 475, 987, 988} tii[38,352] := {700, 1245} tii[38,353] := {357} tii[38,354] := {148} tii[38,355] := {561, 1141} tii[38,356] := {262} tii[38,357] := {505} tii[38,358] := {247, 729, 1009, 1391} tii[38,359] := {6, 576} tii[38,360] := {162, 319} tii[38,361] := {478, 752, 1025, 1225} tii[38,362] := {171, 339} tii[38,363] := {393, 845, 1174, 1448} tii[38,364] := {20, 763} tii[38,365] := {279, 467} tii[38,366] := {352} tii[38,367] := {426, 1078} tii[38,368] := {307, 938} tii[38,369] := {237} tii[38,370] := {491} tii[38,371] := {312, 944} tii[38,372] := {798} tii[38,373] := {168} tii[38,374] := {309, 871, 1135, 1454} tii[38,375] := {16, 712} tii[38,376] := {644} tii[38,377] := {361} tii[38,378] := {726} tii[38,379] := {430, 1015} tii[38,380] := {84, 444, 720, 1267} tii[38,381] := {41, 571} tii[38,382] := {362, 574, 864, 1152} tii[38,383] := {213, 436} tii[38,384] := {208, 794} tii[38,385] := {235, 463, 808, 1059} tii[38,386] := {664} tii[38,387] := {99, 227} tii[38,388] := {143, 332, 656, 918} tii[38,389] := {460, 983, 1285, 1497} tii[38,390] := {36, 903} tii[38,391] := {232, 733, 1027, 1393} tii[38,392] := {5, 584} tii[38,393] := {105, 758} tii[38,394] := {179, 555, 910, 1337} tii[38,395] := {346, 605, 883, 1112} tii[38,396] := {334, 608} tii[38,397] := {520} tii[38,398] := {521, 761, 1055, 1239} tii[38,399] := {365} tii[38,400] := {211, 804} tii[38,401] := {39, 377, 832, 1149} tii[38,402] := {858} tii[38,403] := {256, 688, 724, 1021} tii[38,404] := {85, 709} tii[38,405] := {315, 567} tii[38,406] := {173, 326} tii[38,407] := {591, 1105, 1366, 1534} tii[38,408] := {288, 742, 745, 1220} tii[38,409] := {74, 1033} tii[38,410] := {152, 337, 659, 928} tii[38,411] := {783, 1057} tii[38,412] := {106, 476, 980, 1236} tii[38,413] := {524} tii[38,414] := {149, 549, 599, 893} tii[38,415] := {177, 899} tii[38,416] := {391, 838, 915, 1120} tii[38,417] := {23, 269, 691, 1035} tii[38,418] := {459, 750} tii[38,419] := {92, 421, 533, 773} tii[38,420] := {140, 343, 1115, 1116} tii[38,421] := {506, 771, 985, 986} tii[38,422] := {350} tii[38,423] := {207, 725, 1005, 1428} tii[38,424] := {45, 859} tii[38,425] := {796} tii[38,426] := {489} tii[38,427] := {131, 570} tii[38,428] := {310, 943} tii[38,429] := {331, 842, 1172, 1468} tii[38,430] := {76, 1045} tii[38,431] := {233, 461, 807, 1058} tii[38,432] := {142, 585, 881, 1362} tii[38,433] := {222, 757} tii[38,434] := {18, 731} tii[38,435] := {662} tii[38,436] := {159, 855} tii[38,437] := {1002} tii[38,438] := {160, 579, 831, 1148} tii[38,439] := {72, 509, 971, 1263} tii[38,440] := {565} tii[38,441] := {210, 708} tii[38,442] := {111, 455, 739, 1275} tii[38,443] := {50, 586} tii[38,444] := {351, 590, 885, 1162} tii[38,445] := {449, 978, 1273, 1509} tii[38,446] := {134, 1159} tii[38,447] := {933, 1181} tii[38,448] := {136, 621, 1108, 1333} tii[38,449] := {272, 1042} tii[38,450] := {38, 383, 835, 1161} tii[38,451] := {330, 898} tii[38,452] := {273, 766, 979, 1235} tii[38,453] := {79, 456, 690, 1034} tii[38,454] := {748} tii[38,455] := {15, 283, 694, 1061} tii[38,456] := {205, 474, 1229, 1230} tii[38,457] := {797, 1064} tii[38,458] := {375, 617, 1113, 1114} tii[38,459] := {314, 853} tii[38,460] := {324, 895, 1315, 1460} tii[38,461] := {146, 589, 834, 1157} tii[38,462] := {217, 1271} tii[38,463] := {458, 1040} tii[38,464] := {303, 616, 1324, 1325} tii[38,465] := {502, 772, 1227, 1228} tii[38,466] := {487} tii[38,467] := {372} tii[38,468] := {3, 722} tii[38,469] := {265, 471} tii[38,470] := {13, 913} tii[38,471] := {486} tii[38,472] := {560, 1202} tii[38,473] := {563, 1142} tii[38,474] := {635} tii[38,475] := {432, 1083} tii[38,476] := {949} tii[38,477] := {263} tii[38,478] := {9, 860} tii[38,479] := {26, 715} tii[38,480] := {62, 378, 869, 1360} tii[38,481] := {480, 754, 1029, 1226} tii[38,482] := {817} tii[38,483] := {349, 607, 956, 1185} tii[38,484] := {69, 906} tii[38,485] := {172, 340} tii[38,486] := {21, 1046} tii[38,487] := {124, 477, 1054, 1414} tii[38,488] := {2, 732} tii[38,489] := {495} tii[38,490] := {63, 857} tii[38,491] := {316, 951} tii[38,492] := {25, 295, 973, 1266} tii[38,493] := {406, 890, 892, 1319} tii[38,494] := {266, 453} tii[38,495] := {53, 1160} tii[38,496] := {70, 405, 1110, 1336} tii[38,497] := {246, 470, 811, 1068} tii[38,498] := {668} tii[38,499] := {123, 1044} tii[38,500] := {14, 199, 837, 1164} tii[38,501] := {166, 554, 676, 925} tii[38,502] := {110, 286, 1233, 1234} tii[38,503] := {484} tii[38,504] := {431, 1082} tii[38,505] := {155, 643, 1136, 1486} tii[38,506] := {30, 1004} tii[38,507] := {169} tii[38,508] := {633} tii[38,509] := {947} tii[38,510] := {89, 714} tii[38,511] := {347, 606, 955, 1184} tii[38,512] := {100, 228} tii[38,513] := {815} tii[38,514] := {276, 768, 1286, 1519} tii[38,515] := {55, 1171} tii[38,516] := {181, 905} tii[38,517] := {112, 512, 1028, 1436} tii[38,518] := {11, 880} tii[38,519] := {366} tii[38,520] := {707} tii[38,521] := {1133} tii[38,522] := {121, 500, 972, 1265} tii[38,523] := {120, 1000} tii[38,524] := {212, 805} tii[38,525] := {40, 413, 1099, 1356} tii[38,526] := {158, 856} tii[38,527] := {485, 740, 1030, 1276} tii[38,528] := {287, 744, 1032, 1397} tii[38,529] := {1076, 1292} tii[38,530] := {34, 735} tii[38,531] := {174, 327} tii[38,532] := {104, 1272} tii[38,533] := {153, 338, 660, 929} tii[38,534] := {897} tii[38,535] := {71, 382, 888, 1370} tii[38,536] := {380, 896, 1367, 1547} tii[38,537] := {107, 538, 1223, 1410} tii[38,538] := {525} tii[38,539] := {200, 1169} tii[38,540] := {201, 674, 1109, 1335} tii[38,541] := {24, 296, 976, 1274} tii[38,542] := {271, 1043} tii[38,543] := {59, 384, 836, 1163} tii[38,544] := {948, 1190} tii[38,545] := {8, 204, 840, 1186} tii[38,546] := {141, 404, 1329, 1330} tii[38,547] := {93, 422, 534, 774} tii[38,548] := {294, 536, 1231, 1232} tii[38,549] := {566} tii[38,550] := {253, 999} tii[38,551] := {354, 594, 886, 1166} tii[38,552] := {216, 448} tii[38,553] := {268, 813, 1394, 1508} tii[38,554] := {175, 1364} tii[38,555] := {749} tii[38,556] := {388, 1168} tii[38,557] := {116, 513, 975, 1270} tii[38,558] := {800, 1065} tii[38,559] := {170, 553, 615, 922} tii[38,560] := {229, 535, 1402, 1403} tii[38,561] := {410, 679, 1327, 1328} tii[38,562] := {66, 1134} tii[38,563] := {109, 1284} tii[38,564] := {33, 1026} tii[38,565] := {196, 1132} tii[38,566] := {87, 544, 1214, 1432} tii[38,567] := {127, 516, 1031, 1440} tii[38,568] := {68, 884} tii[38,569] := {176, 1365} tii[38,570] := {299, 1283} tii[38,571] := {185, 680, 1322, 1473} tii[38,572] := {61, 415, 1104, 1369} tii[38,573] := {231, 537, 1408, 1409} tii[38,574] := {29, 302, 982, 1296} tii[38,575] := {364, 1131} tii[38,576] := {192, 658, 1103, 1363} tii[38,577] := {381, 958, 1457, 1546} tii[38,578] := {103, 736} tii[38,579] := {267, 1437} tii[38,580] := {523, 1282} tii[38,581] := {341, 677, 1465, 1466} tii[38,582] := {67, 403, 841, 1187} tii[38,583] := {543, 826, 1406, 1407} tii[38,584] := {379, 1490} tii[38,585] := {472, 825, 1516, 1517} tii[38,586] := {94} tii[38,587] := {47, 137} tii[38,588] := {32, 220} tii[38,589] := {97} tii[38,590] := {311, 872} tii[38,591] := {49, 139} tii[38,592] := {234, 462, 734, 984} tii[38,593] := {257} tii[38,594] := {129, 654} tii[38,595] := {10, 325} tii[38,596] := {188, 592, 598, 1106} tii[38,597] := {102, 219} tii[38,598] := {81, 224, 518, 779} tii[38,599] := {392} tii[38,600] := {42, 304, 402, 619} tii[38,601] := {51, 323} tii[38,602] := {114, 451, 457, 1039} tii[38,603] := {28, 285, 420, 770} tii[38,604] := {95} tii[38,605] := {48, 138} tii[38,606] := {255} tii[38,607] := {130, 653} tii[38,608] := {187, 597, 887, 1316} tii[38,609] := {1, 452} tii[38,610] := {101, 218} tii[38,611] := {82, 225, 517, 778} tii[38,612] := {390} tii[38,613] := {43, 305, 401, 618} tii[38,614] := {433} tii[38,615] := {238, 450, 738, 1038} tii[38,616] := {57, 329, 593, 1165} tii[38,617] := {133, 322} tii[38,618] := {19, 447} tii[38,619] := {600} tii[38,620] := {96, 419, 473, 769} tii[38,621] := {7, 186, 552, 921} tii[38,622] := {645, 924} tii[38,623] := {73, 446} tii[38,624] := {46, 342, 551, 920} tii[38,625] := {0, 595} tii[38,626] := {12, 588} tii[38,627] := {35, 270, 743, 1280} tii[38,628] := {4, 126, 696, 1063} tii[38,629] := {52, 587} tii[38,630] := {31, 284, 695, 1062} cell#55 , |C| = 672 special orbit = [7, 3, 3, 3, 1] special rep = [[3, 1], [2, 2]] , dim = 420 cell rep = phi[[3, 1],[2, 2]]+phi[[1, 1],[4, 2]] TII depth = 5 TII multiplicity polynomial = 168*X+252*X^2 TII subcells: tii[35,1] := {658} tii[35,2] := {558} tii[35,3] := {592, 593} tii[35,4] := {670} tii[35,5] := {440} tii[35,6] := {654} tii[35,7] := {499, 500} tii[35,8] := {643, 669} tii[35,9] := {663, 671} tii[35,10] := {557} tii[35,11] := {498, 610} tii[35,12] := {527, 633} tii[35,13] := {602, 650} tii[35,14] := {608, 657} tii[35,15] := {638, 665} tii[35,16] := {323} tii[35,17] := {640} tii[35,18] := {157} tii[35,19] := {489} tii[35,20] := {559} tii[35,21] := {531, 532} tii[35,22] := {422} tii[35,23] := {293, 294} tii[35,24] := {397, 398} tii[35,25] := {653} tii[35,26] := {50} tii[35,27] := {586} tii[35,28] := {412} tii[35,29] := {628} tii[35,30] := {255} tii[35,31] := {457, 458} tii[35,32] := {589} tii[35,33] := {137, 138} tii[35,34] := {568, 644} tii[35,35] := {538, 620} tii[35,36] := {224, 225} tii[35,37] := {618, 659} tii[35,38] := {451} tii[35,39] := {381, 533} tii[35,40] := {380} tii[35,41] := {136, 286} tii[35,42] := {441, 570} tii[35,43] := {298, 446} tii[35,44] := {223, 392} tii[35,45] := {516, 611} tii[35,46] := {461, 571} tii[35,47] := {524, 612} tii[35,48] := {389, 515} tii[35,49] := {409} tii[35,50] := {607} tii[35,51] := {239} tii[35,52] := {497} tii[35,53] := {376, 377} tii[35,54] := {475, 476} tii[35,55] := {488} tii[35,56] := {666} tii[35,57] := {641} tii[35,58] := {629} tii[35,59] := {38} tii[35,60] := {411} tii[35,61] := {156} tii[35,62] := {655} tii[35,63] := {361} tii[35,64] := {609} tii[35,65] := {492} tii[35,66] := {421} tii[35,67] := {613, 661} tii[35,68] := {200} tii[35,69] := {632} tii[35,70] := {101, 102} tii[35,71] := {291, 292} tii[35,72] := {423, 424} tii[35,73] := {566} tii[35,74] := {647, 668} tii[35,75] := {598, 649} tii[35,76] := {188, 189} tii[35,77] := {395, 396} tii[35,78] := {241} tii[35,79] := {587} tii[35,80] := {413} tii[35,81] := {495} tii[35,82] := {328} tii[35,83] := {529} tii[35,84] := {339, 501} tii[35,85] := {335} tii[35,86] := {100, 243} tii[35,87] := {569, 645} tii[35,88] := {374, 375} tii[35,89] := {378, 536} tii[35,90] := {463, 577} tii[35,91] := {430} tii[35,92] := {262, 401} tii[35,93] := {187, 352} tii[35,94] := {473, 474} tii[35,95] := {619, 660} tii[35,96] := {477, 584} tii[35,97] := {452, 453} tii[35,98] := {511, 635} tii[35,99] := {426, 537} tii[35,100] := {444, 601} tii[35,101] := {544, 545} tii[35,102] := {487, 585} tii[35,103] := {344, 469} tii[35,104] := {575, 652} tii[35,105] := {623, 624} tii[35,106] := {667} tii[35,107] := {73} tii[35,108] := {280} tii[35,109] := {656} tii[35,110] := {171, 172} tii[35,111] := {636, 664} tii[35,112] := {271, 272} tii[35,113] := {491} tii[35,114] := {128} tii[35,115] := {362} tii[35,116] := {199} tii[35,117] := {454, 595} tii[35,118] := {418} tii[35,119] := {170, 327} tii[35,120] := {631} tii[35,121] := {425, 562} tii[35,122] := {253, 254} tii[35,123] := {281} tii[35,124] := {546, 626} tii[35,125] := {343, 479} tii[35,126] := {270, 437} tii[35,127] := {597, 648} tii[35,128] := {354, 355} tii[35,129] := {333, 334} tii[35,130] := {379, 564} tii[35,131] := {502, 596} tii[35,132] := {615, 662} tii[35,133] := {304, 505} tii[35,134] := {435, 436} tii[35,135] := {555, 627} tii[35,136] := {428, 543} tii[35,137] := {478, 605} tii[35,138] := {552, 553} tii[35,139] := {494} tii[35,140] := {252, 414} tii[35,141] := {427, 547} tii[35,142] := {353, 509} tii[35,143] := {563, 634} tii[35,144] := {332, 493} tii[35,145] := {465, 599} tii[35,146] := {604, 651} tii[35,147] := {504, 600} tii[35,148] := {434, 567} tii[35,149] := {551, 639} tii[35,150] := {565, 637} tii[35,151] := {237} tii[35,152] := {93} tii[35,153] := {490} tii[35,154] := {158} tii[35,155] := {338} tii[35,156] := {211, 212} tii[35,157] := {127} tii[35,158] := {312, 313} tii[35,159] := {179, 180} tii[35,160] := {51} tii[35,161] := {526} tii[35,162] := {37} tii[35,163] := {256} tii[35,164] := {456} tii[35,165] := {139, 140} tii[35,166] := {60, 61} tii[35,167] := {385, 519} tii[35,168] := {226, 227} tii[35,169] := {297} tii[35,170] := {84, 206} tii[35,171] := {222, 369} tii[35,172] := {49, 162} tii[35,173] := {151, 315} tii[35,174] := {233, 370} tii[35,175] := {410} tii[35,176] := {240} tii[35,177] := {606} tii[35,178] := {325} tii[35,179] := {92} tii[35,180] := {196} tii[35,181] := {337} tii[35,182] := {560} tii[35,183] := {415} tii[35,184] := {209, 210} tii[35,185] := {260, 261} tii[35,186] := {506} tii[35,187] := {310, 311} tii[35,188] := {588} tii[35,189] := {159} tii[35,190] := {24} tii[35,191] := {525} tii[35,192] := {242} tii[35,193] := {419} tii[35,194] := {530} tii[35,195] := {244} tii[35,196] := {126} tii[35,197] := {173} tii[35,198] := {329} tii[35,199] := {510, 614} tii[35,200] := {496} tii[35,201] := {455} tii[35,202] := {14} tii[35,203] := {81, 82} tii[35,204] := {289, 290} tii[35,205] := {464, 578} tii[35,206] := {345} tii[35,207] := {177, 178} tii[35,208] := {384, 518} tii[35,209] := {27, 28} tii[35,210] := {393, 394} tii[35,211] := {431} tii[35,212] := {574, 642} tii[35,213] := {148, 149} tii[35,214] := {460} tii[35,215] := {372, 373} tii[35,216] := {442, 594} tii[35,217] := {45, 135} tii[35,218] := {213} tii[35,219] := {247} tii[35,220] := {216, 217} tii[35,221] := {388, 523} tii[35,222] := {365, 541} tii[35,223] := {21, 96} tii[35,224] := {471, 472} tii[35,225] := {147, 284} tii[35,226] := {517, 625} tii[35,227] := {90, 228} tii[35,228] := {348} tii[35,229] := {579, 580} tii[35,230] := {155, 285} tii[35,231] := {317, 483} tii[35,232] := {94} tii[35,233] := {36} tii[35,234] := {336} tii[35,235] := {163} tii[35,236] := {528} tii[35,237] := {207, 208} tii[35,238] := {58, 59} tii[35,239] := {264} tii[35,240] := {308, 309} tii[35,241] := {462, 576} tii[35,242] := {296} tii[35,243] := {97} tii[35,244] := {287, 288} tii[35,245] := {363, 535} tii[35,246] := {83, 205} tii[35,247] := {85, 86} tii[35,248] := {221, 367} tii[35,249] := {512, 616} tii[35,250] := {390, 391} tii[35,251] := {185} tii[35,252] := {282, 467} tii[35,253] := {48, 161} tii[35,254] := {445, 583} tii[35,255] := {150, 314} tii[35,256] := {152, 319} tii[35,257] := {520, 521} tii[35,258] := {232, 368} tii[35,259] := {204, 371} tii[35,260] := {87, 238} tii[35,261] := {364, 514} tii[35,262] := {307, 470} tii[35,263] := {448, 581} tii[35,264] := {318, 447} tii[35,265] := {324} tii[35,266] := {277} tii[35,267] := {341, 342} tii[35,268] := {326} tii[35,269] := {630} tii[35,270] := {15} tii[35,271] := {416} tii[35,272] := {561} tii[35,273] := {591} tii[35,274] := {195} tii[35,275] := {53, 54} tii[35,276] := {7} tii[35,277] := {133} tii[35,278] := {507} tii[35,279] := {540, 622} tii[35,280] := {18, 19} tii[35,281] := {120, 121} tii[35,282] := {258, 259} tii[35,283] := {330} tii[35,284] := {174} tii[35,285] := {25, 99} tii[35,286] := {534} tii[35,287] := {299, 300} tii[35,288] := {118, 235} tii[35,289] := {466, 582} tii[35,290] := {432} tii[35,291] := {68, 191} tii[35,292] := {9, 75} tii[35,293] := {124, 236} tii[35,294] := {400, 550} tii[35,295] := {74} tii[35,296] := {590} tii[35,297] := {20} tii[35,298] := {279} tii[35,299] := {130} tii[35,300] := {125} tii[35,301] := {168, 169} tii[35,302] := {539, 621} tii[35,303] := {175, 176} tii[35,304] := {42, 43} tii[35,305] := {201} tii[35,306] := {268, 269} tii[35,307] := {246} tii[35,308] := {257} tii[35,309] := {55, 167} tii[35,310] := {459} tii[35,311] := {295, 503} tii[35,312] := {248, 249} tii[35,313] := {76} tii[35,314] := {572, 646} tii[35,315] := {62, 63} tii[35,316] := {214, 215} tii[35,317] := {184, 321} tii[35,318] := {387, 522} tii[35,319] := {220, 429} tii[35,320] := {31, 129} tii[35,321] := {349, 350} tii[35,322] := {122, 273} tii[35,323] := {347} tii[35,324] := {399, 556} tii[35,325] := {134} tii[35,326] := {193, 322} tii[35,327] := {123, 275} tii[35,328] := {316, 482} tii[35,329] := {484, 485} tii[35,330] := {166, 331} tii[35,331] := {513, 617} tii[35,332] := {64, 197} tii[35,333] := {301, 302} tii[35,334] := {303, 468} tii[35,335] := {267, 433} tii[35,336] := {366, 549} tii[35,337] := {274, 402} tii[35,338] := {406, 554} tii[35,339] := {44} tii[35,340] := {78, 79} tii[35,341] := {131} tii[35,342] := {340} tii[35,343] := {103, 251} tii[35,344] := {113, 114} tii[35,345] := {263, 407} tii[35,346] := {190, 356} tii[35,347] := {65, 198} tii[35,348] := {202} tii[35,349] := {276, 408} tii[35,350] := {192, 359} tii[35,351] := {250, 417} tii[35,352] := {386, 542} tii[35,353] := {117, 278} tii[35,354] := {182, 183} tii[35,355] := {351, 508} tii[35,356] := {231, 439} tii[35,357] := {358, 480} tii[35,358] := {486, 603} tii[35,359] := {181, 360} tii[35,360] := {438, 548} tii[35,361] := {95} tii[35,362] := {72} tii[35,363] := {111, 112} tii[35,364] := {39} tii[35,365] := {66, 67} tii[35,366] := {34, 106} tii[35,367] := {160} tii[35,368] := {71} tii[35,369] := {245} tii[35,370] := {420} tii[35,371] := {109, 110} tii[35,372] := {346} tii[35,373] := {383} tii[35,374] := {165} tii[35,375] := {16} tii[35,376] := {143, 144} tii[35,377] := {306, 450} tii[35,378] := {32, 33} tii[35,379] := {266} tii[35,380] := {12, 57} tii[35,381] := {230, 405} tii[35,382] := {98} tii[35,383] := {88, 89} tii[35,384] := {186} tii[35,385] := {22, 105} tii[35,386] := {154, 320} tii[35,387] := {70} tii[35,388] := {107, 108} tii[35,389] := {164} tii[35,390] := {4} tii[35,391] := {382} tii[35,392] := {141, 142} tii[35,393] := {265} tii[35,394] := {10, 11} tii[35,395] := {305, 449} tii[35,396] := {229, 404} tii[35,397] := {2, 26} tii[35,398] := {52} tii[35,399] := {46, 47} tii[35,400] := {218, 219} tii[35,401] := {443, 573} tii[35,402] := {119} tii[35,403] := {283, 481} tii[35,404] := {8, 56} tii[35,405] := {91, 234} tii[35,406] := {145, 146} tii[35,407] := {23, 104} tii[35,408] := {203, 403} tii[35,409] := {1} tii[35,410] := {5, 6} tii[35,411] := {0, 17} tii[35,412] := {40} tii[35,413] := {29, 30} tii[35,414] := {80} tii[35,415] := {3, 41} tii[35,416] := {69, 194} tii[35,417] := {115, 116} tii[35,418] := {13, 77} tii[35,419] := {153, 357} tii[35,420] := {35, 132} cell#56 , |C| = 672 special orbit = [7, 4, 4, 1, 1] special rep = [[3, 2], [2, 1]] , dim = 560 cell rep = phi[[3, 2],[2, 1]]+phi[[1],[4, 3]] TII depth = 5 TII multiplicity polynomial = 448*X+112*X^2 TII subcells: tii[36,1] := {637} tii[36,2] := {558} tii[36,3] := {385} tii[36,4] := {652} tii[36,5] := {368} tii[36,6] := {624} tii[36,7] := {510} tii[36,8] := {552} tii[36,9] := {508} tii[36,10] := {662} tii[36,11] := {227} tii[36,12] := {542} tii[36,13] := {657} tii[36,14] := {559} tii[36,15] := {439} tii[36,16] := {642} tii[36,17] := {598, 599} tii[36,18] := {633, 634} tii[36,19] := {667} tii[36,20] := {364} tii[36,21] := {595} tii[36,22] := {669} tii[36,23] := {548} tii[36,24] := {668} tii[36,25] := {456, 457} tii[36,26] := {670, 671} tii[36,27] := {529, 530} tii[36,28] := {622} tii[36,29] := {613} tii[36,30] := {626, 627} tii[36,31] := {221} tii[36,32] := {160} tii[36,33] := {544} tii[36,34] := {377} tii[36,35] := {50} tii[36,36] := {315} tii[36,37] := {290} tii[36,38] := {157} tii[36,39] := {296} tii[36,40] := {297} tii[36,41] := {186} tii[36,42] := {185} tii[36,43] := {585} tii[36,44] := {596} tii[36,45] := {501} tii[36,46] := {502} tii[36,47] := {115} tii[36,48] := {401} tii[36,49] := {304} tii[36,50] := {382} tii[36,51] := {360} tii[36,52] := {384} tii[36,53] := {614} tii[36,54] := {125} tii[36,55] := {430} tii[36,56] := {251} tii[36,57] := {229} tii[36,58] := {429} tii[36,59] := {316} tii[36,60] := {623} tii[36,61] := {114} tii[36,62] := {590} tii[36,63] := {463} tii[36,64] := {441} tii[36,65] := {589} tii[36,66] := {494} tii[36,67] := {288} tii[36,68] := {257} tii[36,69] := {513, 514} tii[36,70] := {553} tii[36,71] := {334, 335} tii[36,72] := {353} tii[36,73] := {574, 575} tii[36,74] := {317} tii[36,75] := {295} tii[36,76] := {643} tii[36,77] := {517} tii[36,78] := {500} tii[36,79] := {222} tii[36,80] := {395, 396} tii[36,81] := {390} tii[36,82] := {638} tii[36,83] := {473} tii[36,84] := {478, 479} tii[36,85] := {265, 266} tii[36,86] := {646, 647} tii[36,87] := {545} tii[36,88] := {570, 571} tii[36,89] := {98} tii[36,90] := {362} tii[36,91] := {254} tii[36,92] := {225} tii[36,93] := {367} tii[36,94] := {616} tii[36,95] := {127} tii[36,96] := {174} tii[36,97] := {551} tii[36,98] := {333} tii[36,99] := {374} tii[36,100] := {447} tii[36,101] := {124} tii[36,102] := {427} tii[36,103] := {449} tii[36,104] := {321} tii[36,105] := {492} tii[36,106] := {74} tii[36,107] := {639} tii[36,108] := {75} tii[36,109] := {250} tii[36,110] := {389} tii[36,111] := {184} tii[36,112] := {491} tii[36,113] := {159} tii[36,114] := {644} tii[36,115] := {386} tii[36,116] := {619} tii[36,117] := {262} tii[36,118] := {130} tii[36,119] := {241} tii[36,120] := {565} tii[36,121] := {561, 562} tii[36,122] := {62} tii[36,123] := {400} tii[36,124] := {618} tii[36,125] := {546} tii[36,126] := {189} tii[36,127] := {397} tii[36,128] := {376} tii[36,129] := {359} tii[36,130] := {210} tii[36,131] := {607, 608} tii[36,132] := {593} tii[36,133] := {282} tii[36,134] := {480} tii[36,135] := {402, 403} tii[36,136] := {226} tii[36,137] := {452} tii[36,138] := {432} tii[36,139] := {248} tii[36,140] := {656} tii[36,141] := {224} tii[36,142] := {307} tii[36,143] := {601} tii[36,144] := {166} tii[36,145] := {512} tii[36,146] := {363} tii[36,147] := {462} tii[36,148] := {592} tii[36,149] := {438} tii[36,150] := {653} tii[36,151] := {155} tii[36,152] := {515, 516} tii[36,153] := {322} tii[36,154] := {375} tii[36,155] := {325, 326} tii[36,156] := {406, 407} tii[36,157] := {245} tii[36,158] := {573} tii[36,159] := {658, 659} tii[36,160] := {414} tii[36,161] := {448} tii[36,162] := {576, 577} tii[36,163] := {195, 196} tii[36,164] := {417, 418} tii[36,165] := {437} tii[36,166] := {617} tii[36,167] := {460, 461} tii[36,168] := {493} tii[36,169] := {630, 631} tii[36,170] := {412, 413} tii[36,171] := {507} tii[36,172] := {524, 525} tii[36,173] := {533, 534} tii[36,174] := {582, 583} tii[36,175] := {489} tii[36,176] := {450} tii[36,177] := {654} tii[36,178] := {252} tii[36,179] := {126} tii[36,180] := {541} tii[36,181] := {112} tii[36,182] := {426} tii[36,183] := {464} tii[36,184] := {641} tii[36,185] := {587} tii[36,186] := {258} tii[36,187] := {465, 466} tii[36,188] := {620} tii[36,189] := {354} tii[36,190] := {99} tii[36,191] := {318} tii[36,192] := {664} tii[36,193] := {557} tii[36,194] := {293} tii[36,195] := {169} tii[36,196] := {56} tii[36,197] := {518} tii[36,198] := {663} tii[36,199] := {393, 394} tii[36,200] := {597} tii[36,201] := {490} tii[36,202] := {645} tii[36,203] := {391} tii[36,204] := {498} tii[36,205] := {235} tii[36,206] := {220} tii[36,207] := {118} tii[36,208] := {665, 666} tii[36,209] := {476, 477} tii[36,210] := {474} tii[36,211] := {632} tii[36,212] := {520, 521} tii[36,213] := {312} tii[36,214] := {263, 264} tii[36,215] := {301} tii[36,216] := {328, 329} tii[36,217] := {655} tii[36,218] := {588} tii[36,219] := {543} tii[36,220] := {566, 567} tii[36,221] := {272, 273} tii[36,222] := {379} tii[36,223] := {568, 569} tii[36,224] := {660, 661} tii[36,225] := {420, 421} tii[36,226] := {621} tii[36,227] := {485, 486} tii[36,228] := {650, 651} tii[36,229] := {387} tii[36,230] := {289} tii[36,231] := {563} tii[36,232] := {453} tii[36,233] := {526} tii[36,234] := {336, 337} tii[36,235] := {584} tii[36,236] := {433} tii[36,237] := {602, 603} tii[36,238] := {408, 409} tii[36,239] := {503} tii[36,240] := {578, 579} tii[36,241] := {104} tii[36,242] := {30} tii[36,243] := {20} tii[36,244] := {162} tii[36,245] := {6} tii[36,246] := {128} tii[36,247] := {100} tii[36,248] := {228} tii[36,249] := {63} tii[36,250] := {113} tii[36,251] := {25} tii[36,252] := {440} tii[36,253] := {66} tii[36,254] := {236} tii[36,255] := {70} tii[36,256] := {313} tii[36,257] := {53} tii[36,258] := {294} tii[36,259] := {182} tii[36,260] := {111} tii[36,261] := {23} tii[36,262] := {28} tii[36,263] := {499} tii[36,264] := {370} tii[36,265] := {156} tii[36,266] := {168} tii[36,267] := {68} tii[36,268] := {197, 198} tii[36,269] := {247} tii[36,270] := {443} tii[36,271] := {234} tii[36,272] := {54} tii[36,273] := {85, 86} tii[36,274] := {311} tii[36,275] := {73} tii[36,276] := {253} tii[36,277] := {21} tii[36,278] := {230} tii[36,279] := {36} tii[36,280] := {183} tii[36,281] := {320} tii[36,282] := {173} tii[36,283] := {83} tii[36,284] := {193} tii[36,285] := {79} tii[36,286] := {59} tii[36,287] := {172} tii[36,288] := {519} tii[36,289] := {327} tii[36,290] := {145} tii[36,291] := {121} tii[36,292] := {419} tii[36,293] := {76} tii[36,294] := {365} tii[36,295] := {158} tii[36,296] := {249} tii[36,297] := {366} tii[36,298] := {388} tii[36,299] := {15} tii[36,300] := {239} tii[36,301] := {133} tii[36,302] := {434} tii[36,303] := {223} tii[36,304] := {107} tii[36,305] := {549} tii[36,306] := {40} tii[36,307] := {106} tii[36,308] := {238} tii[36,309] := {564} tii[36,310] := {65} tii[36,311] := {454} tii[36,312] := {41} tii[36,313] := {550} tii[36,314] := {458, 459} tii[36,315] := {134} tii[36,316] := {190} tii[36,317] := {305} tii[36,318] := {291} tii[36,319] := {267, 268} tii[36,320] := {504} tii[36,321] := {179} tii[36,322] := {90} tii[36,323] := {178} tii[36,324] := {338, 339} tii[36,325] := {383} tii[36,326] := {91} tii[36,327] := {531, 532} tii[36,328] := {283} tii[36,329] := {527} tii[36,330] := {372} tii[36,331] := {164} tii[36,332] := {373} tii[36,333] := {398, 399} tii[36,334] := {256} tii[36,335] := {586} tii[36,336] := {27} tii[36,337] := {105} tii[36,338] := {242} tii[36,339] := {207, 208} tii[36,340] := {347, 348} tii[36,341] := {446} tii[36,342] := {352} tii[36,343] := {604, 605} tii[36,344] := {481, 482} tii[36,345] := {445} tii[36,346] := {141, 142} tii[36,347] := {72} tii[36,348] := {539, 540} tii[36,349] := {153, 154} tii[36,350] := {101} tii[36,351] := {451} tii[36,352] := {171} tii[36,353] := {77} tii[36,354] := {191} tii[36,355] := {58} tii[36,356] := {237} tii[36,357] := {600} tii[36,358] := {511} tii[36,359] := {361} tii[36,360] := {120} tii[36,361] := {314} tii[36,362] := {404, 405} tii[36,363] := {143} tii[36,364] := {572} tii[36,365] := {323} tii[36,366] := {26} tii[36,367] := {330, 331} tii[36,368] := {163} tii[36,369] := {303} tii[36,370] := {615} tii[36,371] := {495} tii[36,372] := {199} tii[36,373] := {469, 470} tii[36,374] := {205, 206} tii[36,375] := {381} tii[36,376] := {628, 629} tii[36,377] := {415} tii[36,378] := {71} tii[36,379] := {422, 423} tii[36,380] := {274, 275} tii[36,381] := {554} tii[36,382] := {151, 152} tii[36,383] := {487, 488} tii[36,384] := {609, 610} tii[36,385] := {371} tii[36,386] := {344, 345} tii[36,387] := {444} tii[36,388] := {537, 538} tii[36,389] := {51} tii[36,390] := {298} tii[36,391] := {42} tii[36,392] := {108} tii[36,393] := {240} tii[36,394] := {180} tii[36,395] := {37} tii[36,396] := {38} tii[36,397] := {431} tii[36,398] := {319} tii[36,399] := {80} tii[36,400] := {194} tii[36,401] := {81} tii[36,402] := {496} tii[36,403] := {292} tii[36,404] := {591} tii[36,405] := {16} tii[36,406] := {165} tii[36,407] := {306} tii[36,408] := {131} tii[36,409] := {29} tii[36,410] := {146} tii[36,411] := {555} tii[36,412] := {340, 341} tii[36,413] := {43} tii[36,414] := {211} tii[36,415] := {244} tii[36,416] := {61} tii[36,417] := {436} tii[36,418] := {188} tii[36,419] := {55} tii[36,420] := {232} tii[36,421] := {308} tii[36,422] := {278, 279} tii[36,423] := {123} tii[36,424] := {281} tii[36,425] := {87, 88} tii[36,426] := {506} tii[36,427] := {218, 219} tii[36,428] := {52} tii[36,429] := {509} tii[36,430] := {428} tii[36,431] := {110} tii[36,432] := {39} tii[36,433] := {132} tii[36,434] := {187} tii[36,435] := {332} tii[36,436] := {560} tii[36,437] := {625} tii[36,438] := {22} tii[36,439] := {167} tii[36,440] := {467, 468} tii[36,441] := {280} tii[36,442] := {606} tii[36,443] := {67} tii[36,444] := {246} tii[36,445] := {89} tii[36,446] := {109} tii[36,447] := {455} tii[36,448] := {255} tii[36,449] := {547} tii[36,450] := {299} tii[36,451] := {102} tii[36,452] := {640} tii[36,453] := {259, 260} tii[36,454] := {7} tii[36,455] := {233} tii[36,456] := {522, 523} tii[36,457] := {346} tii[36,458] := {648, 649} tii[36,459] := {135} tii[36,460] := {137, 138} tii[36,461] := {349, 350} tii[36,462] := {351} tii[36,463] := {594} tii[36,464] := {310} tii[36,465] := {181} tii[36,466] := {528} tii[36,467] := {355, 356} tii[36,468] := {201, 202} tii[36,469] := {31} tii[36,470] := {635, 636} tii[36,471] := {92, 93} tii[36,472] := {286, 287} tii[36,473] := {424, 425} tii[36,474] := {497} tii[36,475] := {300} tii[36,476] := {471, 472} tii[36,477] := {309} tii[36,478] := {556} tii[36,479] := {378} tii[36,480] := {269, 270} tii[36,481] := {357, 358} tii[36,482] := {611, 612} tii[36,483] := {483, 484} tii[36,484] := {192} tii[36,485] := {78} tii[36,486] := {144} tii[36,487] := {324} tii[36,488] := {24} tii[36,489] := {161} tii[36,490] := {200} tii[36,491] := {416} tii[36,492] := {203, 204} tii[36,493] := {69} tii[36,494] := {149, 150} tii[36,495] := {369} tii[36,496] := {342, 343} tii[36,497] := {175} tii[36,498] := {442} tii[36,499] := {212, 213} tii[36,500] := {535, 536} tii[36,501] := {0} tii[36,502] := {9} tii[36,503] := {64} tii[36,504] := {33} tii[36,505] := {3} tii[36,506] := {14} tii[36,507] := {4} tii[36,508] := {57} tii[36,509] := {170} tii[36,510] := {17} tii[36,511] := {82} tii[36,512] := {119} tii[36,513] := {44} tii[36,514] := {11} tii[36,515] := {302} tii[36,516] := {8} tii[36,517] := {103} tii[36,518] := {176} tii[36,519] := {139, 140} tii[36,520] := {35} tii[36,521] := {32} tii[36,522] := {380} tii[36,523] := {94, 95} tii[36,524] := {1} tii[36,525] := {117} tii[36,526] := {12} tii[36,527] := {46, 47} tii[36,528] := {129} tii[36,529] := {261} tii[36,530] := {209} tii[36,531] := {60} tii[36,532] := {18} tii[36,533] := {392} tii[36,534] := {231} tii[36,535] := {271} tii[36,536] := {122} tii[36,537] := {276, 277} tii[36,538] := {45} tii[36,539] := {475} tii[36,540] := {216, 217} tii[36,541] := {435} tii[36,542] := {10} tii[36,543] := {243} tii[36,544] := {410, 411} tii[36,545] := {136} tii[36,546] := {34} tii[36,547] := {505} tii[36,548] := {284, 285} tii[36,549] := {96, 97} tii[36,550] := {580, 581} tii[36,551] := {177} tii[36,552] := {214, 215} tii[36,553] := {5} tii[36,554] := {19} tii[36,555] := {2} tii[36,556] := {84} tii[36,557] := {13} tii[36,558] := {48, 49} tii[36,559] := {116} tii[36,560] := {147, 148} cell#57 , |C| = 672 special orbit = [7, 3, 3, 3, 1] special rep = [[3, 1], [2, 2]] , dim = 420 cell rep = phi[[3, 1],[2, 2]]+phi[[1, 1],[4, 2]] TII depth = 5 TII multiplicity polynomial = 168*X+252*X^2 TII subcells: tii[35,1] := {634} tii[35,2] := {592} tii[35,3] := {464, 616} tii[35,4] := {664} tii[35,5] := {489} tii[35,6] := {663} tii[35,7] := {331, 531} tii[35,8] := {638, 669} tii[35,9] := {653, 671} tii[35,10] := {590} tii[35,11] := {197, 552} tii[35,12] := {517, 639} tii[35,13] := {558, 659} tii[35,14] := {330, 628} tii[35,15] := {383, 651} tii[35,16] := {187} tii[35,17] := {605} tii[35,18] := {189} tii[35,19] := {546} tii[35,20] := {515} tii[35,21] := {400, 578} tii[35,22] := {399} tii[35,23] := {194, 299} tii[35,24] := {274, 382} tii[35,25] := {635} tii[35,26] := {163} tii[35,27] := {626} tii[35,28] := {490} tii[35,29] := {606} tii[35,30] := {369} tii[35,31] := {333, 532} tii[35,32] := {568} tii[35,33] := {167, 282} tii[35,34] := {569, 656} tii[35,35] := {524, 600} tii[35,36] := {242, 356} tii[35,37] := {601, 667} tii[35,38] := {545} tii[35,39] := {264, 495} tii[35,40] := {493} tii[35,41] := {90, 297} tii[35,42] := {461, 614} tii[35,43] := {439, 539} tii[35,44] := {151, 380} tii[35,45] := {508, 645} tii[35,46] := {336, 547} tii[35,47] := {393, 598} tii[35,48] := {270, 502} tii[35,49] := {254} tii[35,50] := {566} tii[35,51] := {256} tii[35,52] := {463} tii[35,53] := {260, 366} tii[35,54] := {344, 447} tii[35,55] := {324} tii[35,56] := {654} tii[35,57] := {607} tii[35,58] := {649} tii[35,59] := {109} tii[35,60] := {394} tii[35,61] := {291} tii[35,62] := {636} tii[35,63] := {428} tii[35,64] := {572} tii[35,65] := {458} tii[35,66] := {497} tii[35,67] := {610, 665} tii[35,68] := {300} tii[35,69] := {609} tii[35,70] := {112, 214} tii[35,71] := {296, 417} tii[35,72] := {262, 476} tii[35,73] := {528} tii[35,74] := {633, 670} tii[35,75] := {573, 632} tii[35,76] := {179, 286} tii[35,77] := {379, 481} tii[35,78] := {360} tii[35,79] := {627} tii[35,80] := {488} tii[35,81] := {551} tii[35,82] := {429} tii[35,83] := {595} tii[35,84] := {198, 434} tii[35,85] := {431} tii[35,86] := {53, 228} tii[35,87] := {571, 657} tii[35,88] := {261, 475} tii[35,89] := {397, 575} tii[35,90] := {555, 624} tii[35,91] := {504} tii[35,92] := {372, 482} tii[35,93] := {101, 311} tii[35,94] := {345, 537} tii[35,95] := {603, 668} tii[35,96] := {448, 620} tii[35,97] := {329, 529} tii[35,98] := {523, 641} tii[35,99] := {266, 491} tii[35,100] := {471, 619} tii[35,101] := {411, 582} tii[35,102] := {323, 557} tii[35,103] := {203, 441} tii[35,104] := {564, 661} tii[35,105] := {512, 648} tii[35,106] := {655} tii[35,107] := {162} tii[35,108] := {368} tii[35,109] := {637} tii[35,110] := {166, 281} tii[35,111] := {611, 652} tii[35,112] := {241, 355} tii[35,113] := {544} tii[35,114] := {221} tii[35,115] := {432} tii[35,116] := {292} tii[35,117] := {459, 613} tii[35,118] := {492} tii[35,119] := {26, 298} tii[35,120] := {650} tii[35,121] := {142, 496} tii[35,122] := {136, 349} tii[35,123] := {375} tii[35,124] := {506, 644} tii[35,125] := {438, 538} tii[35,126] := {63, 381} tii[35,127] := {630, 662} tii[35,128] := {207, 420} tii[35,129] := {191, 414} tii[35,130] := {401, 576} tii[35,131] := {199, 548} tii[35,132] := {612, 666} tii[35,133] := {338, 534} tii[35,134] := {271, 478} tii[35,135] := {252, 599} tii[35,136] := {146, 503} tii[35,137] := {454, 621} tii[35,138] := {386, 587} tii[35,139] := {549} tii[35,140] := {52, 365} tii[35,141] := {499, 584} tii[35,142] := {100, 446} tii[35,143] := {265, 593} tii[35,144] := {86, 430} tii[35,145] := {467, 617} tii[35,146] := {322, 631} tii[35,147] := {202, 556} tii[35,148] := {147, 505} tii[35,149] := {249, 604} tii[35,150] := {267, 597} tii[35,151] := {130} tii[35,152] := {131} tii[35,153] := {457} tii[35,154] := {85} tii[35,155] := {332} tii[35,156] := {137, 230} tii[35,157] := {56} tii[35,158] := {208, 313} tii[35,159] := {30, 80} tii[35,160] := {84} tii[35,161] := {516} tii[35,162] := {57} tii[35,163] := {263} tii[35,164] := {460} tii[35,165] := {89, 170} tii[35,166] := {31, 83} tii[35,167] := {405, 507} tii[35,168] := {150, 245} tii[35,169] := {335} tii[35,170] := {54, 139} tii[35,171] := {269, 392} tii[35,172] := {34, 98} tii[35,173] := {102, 210} tii[35,174] := {154, 279} tii[35,175] := {253} tii[35,176] := {132} tii[35,177] := {565} tii[35,178] := {325} tii[35,179] := {223} tii[35,180] := {91} tii[35,181] := {435} tii[35,182] := {520} tii[35,183] := {395} tii[35,184] := {227, 351} tii[35,185] := {58, 125} tii[35,186] := {472} tii[35,187] := {310, 422} tii[35,188] := {567} tii[35,189] := {290} tii[35,190] := {110} tii[35,191] := {591} tii[35,192] := {255} tii[35,193] := {494} tii[35,194] := {518} tii[35,195] := {361} tii[35,196] := {141} tii[35,197] := {301} tii[35,198] := {327} tii[35,199] := {519, 640} tii[35,200] := {462} tii[35,201] := {550} tii[35,202] := {73} tii[35,203] := {113, 215} tii[35,204] := {195, 416} tii[35,205] := {468, 559} tii[35,206] := {442} tii[35,207] := {94, 183} tii[35,208] := {500, 585} tii[35,209] := {43, 108} tii[35,210] := {275, 480} tii[35,211] := {409} tii[35,212] := {560, 660} tii[35,213] := {180, 287} tii[35,214] := {465} tii[35,215] := {259, 474} tii[35,216] := {466, 615} tii[35,217] := {71, 169} tii[35,218] := {371} tii[35,219] := {258} tii[35,220] := {144, 237} tii[35,221] := {407, 513} tii[35,222] := {408, 581} tii[35,223] := {45, 121} tii[35,224] := {343, 536} tii[35,225] := {306, 427} tii[35,226] := {514, 646} tii[35,227] := {124, 244} tii[35,228] := {342} tii[35,229] := {453, 625} tii[35,230] := {185, 319} tii[35,231] := {346, 452} tii[35,232] := {222} tii[35,233] := {116} tii[35,234] := {433} tii[35,235] := {293} tii[35,236] := {594} tii[35,237] := {138, 350} tii[35,238] := {75, 160} tii[35,239] := {376} tii[35,240] := {209, 421} tii[35,241] := {554, 623} tii[35,242] := {437} tii[35,243] := {226} tii[35,244] := {193, 415} tii[35,245] := {403, 577} tii[35,246] := {55, 229} tii[35,247] := {119, 218} tii[35,248] := {374, 487} tii[35,249] := {525, 642} tii[35,250] := {273, 479} tii[35,251] := {309} tii[35,252] := {340, 535} tii[35,253] := {35, 175} tii[35,254] := {456, 622} tii[35,255] := {103, 312} tii[35,256] := {316, 425} tii[35,257] := {389, 588} tii[35,258] := {155, 387} tii[35,259] := {135, 362} tii[35,260] := {62, 235} tii[35,261] := {406, 580} tii[35,262] := {206, 443} tii[35,263] := {321, 561} tii[35,264] := {213, 450} tii[35,265] := {190} tii[35,266] := {140} tii[35,267] := {93, 182} tii[35,268] := {326} tii[35,269] := {608} tii[35,270] := {69} tii[35,271] := {396} tii[35,272] := {521} tii[35,273] := {570} tii[35,274] := {196} tii[35,275] := {70, 156} tii[35,276] := {40} tii[35,277] := {233} tii[35,278] := {473} tii[35,279] := {526, 602} tii[35,280] := {20, 67} tii[35,281] := {123, 219} tii[35,282] := {143, 246} tii[35,283] := {328} tii[35,284] := {302} tii[35,285] := {39, 114} tii[35,286] := {522} tii[35,287] := {200, 304} tii[35,288] := {238, 359} tii[35,289] := {470, 563} tii[35,290] := {410} tii[35,291] := {79, 181} tii[35,292] := {21, 78} tii[35,293] := {129, 250} tii[35,294] := {412, 511} tii[35,295] := {161} tii[35,296] := {629} tii[35,297] := {72} tii[35,298] := {367} tii[35,299] := {224} tii[35,300] := {232} tii[35,301] := {88, 280} tii[35,302] := {596, 647} tii[35,303] := {172, 288} tii[35,304] := {42, 107} tii[35,305] := {307} tii[35,306] := {149, 354} tii[35,307] := {364} tii[35,308] := {370} tii[35,309] := {27, 168} tii[35,310] := {553} tii[35,311] := {334, 530} tii[35,312] := {133, 348} tii[35,313] := {164} tii[35,314] := {574, 658} tii[35,315] := {76, 157} tii[35,316] := {234, 353} tii[35,317] := {305, 426} tii[35,318] := {501, 589} tii[35,319] := {268, 477} tii[35,320] := {14, 120} tii[35,321] := {204, 419} tii[35,322] := {64, 243} tii[35,323] := {445} tii[35,324] := {391, 583} tii[35,325] := {239} tii[35,326] := {105, 317} tii[35,327] := {247, 357} tii[35,328] := {449, 542} tii[35,329] := {318, 541} tii[35,330] := {87, 294} tii[35,331] := {527, 643} tii[35,332] := {33, 174} tii[35,333] := {201, 418} tii[35,334] := {337, 533} tii[35,335] := {148, 377} tii[35,336] := {413, 586} tii[35,337] := {153, 385} tii[35,338] := {251, 510} tii[35,339] := {115} tii[35,340] := {74, 159} tii[35,341] := {225} tii[35,342] := {436} tii[35,343] := {10, 231} tii[35,344] := {118, 217} tii[35,345] := {373, 486} tii[35,346] := {36, 314} tii[35,347] := {3, 177} tii[35,348] := {308} tii[35,349] := {66, 390} tii[35,350] := {315, 424} tii[35,351] := {51, 363} tii[35,352] := {404, 579} tii[35,353] := {13, 236} tii[35,354] := {95, 283} tii[35,355] := {99, 444} tii[35,356] := {276, 483} tii[35,357] := {104, 451} tii[35,358] := {186, 562} tii[35,359] := {32, 303} tii[35,360] := {152, 509} tii[35,361] := {50} tii[35,362] := {28} tii[35,363] := {12, 47} tii[35,364] := {11} tii[35,365] := {4, 25} tii[35,366] := {0, 18} tii[35,367] := {188} tii[35,368] := {92} tii[35,369] := {257} tii[35,370] := {398} tii[35,371] := {59, 127} tii[35,372] := {341} tii[35,373] := {402} tii[35,374] := {192} tii[35,375] := {29} tii[35,376] := {96, 176} tii[35,377] := {339, 455} tii[35,378] := {15, 49} tii[35,379] := {272} tii[35,380] := {5, 37} tii[35,381] := {277, 388} tii[35,382] := {134} tii[35,383] := {61, 122} tii[35,384] := {205} tii[35,385] := {16, 65} tii[35,386] := {212, 320} tii[35,387] := {171} tii[35,388] := {117, 220} tii[35,389] := {295} tii[35,390] := {41} tii[35,391] := {498} tii[35,392] := {173, 285} tii[35,393] := {378} tii[35,394] := {22, 68} tii[35,395] := {440, 543} tii[35,396] := {384, 485} tii[35,397] := {8, 48} tii[35,398] := {165} tii[35,399] := {77, 158} tii[35,400] := {145, 352} tii[35,401] := {469, 618} tii[35,402] := {240} tii[35,403] := {347, 540} tii[35,404] := {23, 82} tii[35,405] := {248, 358} tii[35,406] := {97, 284} tii[35,407] := {17, 126} tii[35,408] := {278, 484} tii[35,409] := {19} tii[35,410] := {7, 38} tii[35,411] := {2, 24} tii[35,412] := {111} tii[35,413] := {44, 106} tii[35,414] := {178} tii[35,415] := {9, 46} tii[35,416] := {184, 289} tii[35,417] := {60, 216} tii[35,418] := {6, 81} tii[35,419] := {211, 423} tii[35,420] := {1, 128} cell#58 , |C| = 672 special orbit = [7, 3, 3, 3, 1] special rep = [[3, 1], [2, 2]] , dim = 420 cell rep = phi[[3, 1],[2, 2]]+phi[[1, 1],[4, 2]] TII depth = 5 TII multiplicity polynomial = 168*X+252*X^2 TII subcells: tii[35,1] := {634} tii[35,2] := {592} tii[35,3] := {464, 616} tii[35,4] := {664} tii[35,5] := {489} tii[35,6] := {663} tii[35,7] := {331, 531} tii[35,8] := {638, 669} tii[35,9] := {653, 671} tii[35,10] := {590} tii[35,11] := {197, 552} tii[35,12] := {517, 639} tii[35,13] := {558, 659} tii[35,14] := {330, 628} tii[35,15] := {383, 651} tii[35,16] := {187} tii[35,17] := {605} tii[35,18] := {189} tii[35,19] := {546} tii[35,20] := {515} tii[35,21] := {400, 578} tii[35,22] := {399} tii[35,23] := {194, 299} tii[35,24] := {274, 382} tii[35,25] := {635} tii[35,26] := {163} tii[35,27] := {626} tii[35,28] := {490} tii[35,29] := {606} tii[35,30] := {369} tii[35,31] := {333, 532} tii[35,32] := {568} tii[35,33] := {167, 282} tii[35,34] := {569, 656} tii[35,35] := {524, 600} tii[35,36] := {242, 356} tii[35,37] := {601, 667} tii[35,38] := {545} tii[35,39] := {264, 495} tii[35,40] := {493} tii[35,41] := {90, 297} tii[35,42] := {461, 614} tii[35,43] := {439, 539} tii[35,44] := {151, 380} tii[35,45] := {508, 645} tii[35,46] := {336, 547} tii[35,47] := {393, 598} tii[35,48] := {270, 502} tii[35,49] := {254} tii[35,50] := {566} tii[35,51] := {256} tii[35,52] := {463} tii[35,53] := {260, 366} tii[35,54] := {344, 447} tii[35,55] := {324} tii[35,56] := {654} tii[35,57] := {607} tii[35,58] := {649} tii[35,59] := {109} tii[35,60] := {394} tii[35,61] := {291} tii[35,62] := {636} tii[35,63] := {428} tii[35,64] := {572} tii[35,65] := {458} tii[35,66] := {497} tii[35,67] := {610, 665} tii[35,68] := {300} tii[35,69] := {609} tii[35,70] := {112, 214} tii[35,71] := {296, 417} tii[35,72] := {262, 476} tii[35,73] := {528} tii[35,74] := {633, 670} tii[35,75] := {573, 632} tii[35,76] := {179, 286} tii[35,77] := {379, 481} tii[35,78] := {360} tii[35,79] := {627} tii[35,80] := {488} tii[35,81] := {551} tii[35,82] := {429} tii[35,83] := {595} tii[35,84] := {198, 434} tii[35,85] := {431} tii[35,86] := {53, 228} tii[35,87] := {571, 657} tii[35,88] := {261, 475} tii[35,89] := {397, 575} tii[35,90] := {555, 624} tii[35,91] := {504} tii[35,92] := {372, 482} tii[35,93] := {101, 311} tii[35,94] := {345, 537} tii[35,95] := {603, 668} tii[35,96] := {448, 620} tii[35,97] := {329, 529} tii[35,98] := {523, 641} tii[35,99] := {266, 491} tii[35,100] := {471, 619} tii[35,101] := {411, 582} tii[35,102] := {323, 557} tii[35,103] := {203, 441} tii[35,104] := {564, 661} tii[35,105] := {512, 648} tii[35,106] := {655} tii[35,107] := {162} tii[35,108] := {368} tii[35,109] := {637} tii[35,110] := {166, 281} tii[35,111] := {611, 652} tii[35,112] := {241, 355} tii[35,113] := {544} tii[35,114] := {221} tii[35,115] := {432} tii[35,116] := {292} tii[35,117] := {459, 613} tii[35,118] := {492} tii[35,119] := {26, 298} tii[35,120] := {650} tii[35,121] := {142, 496} tii[35,122] := {136, 349} tii[35,123] := {375} tii[35,124] := {506, 644} tii[35,125] := {438, 538} tii[35,126] := {63, 381} tii[35,127] := {630, 662} tii[35,128] := {207, 420} tii[35,129] := {191, 414} tii[35,130] := {401, 576} tii[35,131] := {199, 548} tii[35,132] := {612, 666} tii[35,133] := {338, 534} tii[35,134] := {271, 478} tii[35,135] := {252, 599} tii[35,136] := {146, 503} tii[35,137] := {454, 621} tii[35,138] := {386, 587} tii[35,139] := {549} tii[35,140] := {52, 365} tii[35,141] := {499, 584} tii[35,142] := {100, 446} tii[35,143] := {265, 593} tii[35,144] := {86, 430} tii[35,145] := {467, 617} tii[35,146] := {322, 631} tii[35,147] := {202, 556} tii[35,148] := {147, 505} tii[35,149] := {249, 604} tii[35,150] := {267, 597} tii[35,151] := {130} tii[35,152] := {131} tii[35,153] := {457} tii[35,154] := {85} tii[35,155] := {332} tii[35,156] := {137, 230} tii[35,157] := {56} tii[35,158] := {208, 313} tii[35,159] := {30, 80} tii[35,160] := {84} tii[35,161] := {516} tii[35,162] := {57} tii[35,163] := {263} tii[35,164] := {460} tii[35,165] := {89, 170} tii[35,166] := {31, 83} tii[35,167] := {405, 507} tii[35,168] := {150, 245} tii[35,169] := {335} tii[35,170] := {54, 139} tii[35,171] := {269, 392} tii[35,172] := {34, 98} tii[35,173] := {102, 210} tii[35,174] := {154, 279} tii[35,175] := {253} tii[35,176] := {132} tii[35,177] := {565} tii[35,178] := {325} tii[35,179] := {223} tii[35,180] := {91} tii[35,181] := {435} tii[35,182] := {520} tii[35,183] := {395} tii[35,184] := {227, 351} tii[35,185] := {58, 125} tii[35,186] := {472} tii[35,187] := {310, 422} tii[35,188] := {567} tii[35,189] := {290} tii[35,190] := {110} tii[35,191] := {591} tii[35,192] := {255} tii[35,193] := {494} tii[35,194] := {518} tii[35,195] := {361} tii[35,196] := {141} tii[35,197] := {301} tii[35,198] := {327} tii[35,199] := {519, 640} tii[35,200] := {462} tii[35,201] := {550} tii[35,202] := {73} tii[35,203] := {113, 215} tii[35,204] := {195, 416} tii[35,205] := {468, 559} tii[35,206] := {442} tii[35,207] := {94, 183} tii[35,208] := {500, 585} tii[35,209] := {43, 108} tii[35,210] := {275, 480} tii[35,211] := {409} tii[35,212] := {560, 660} tii[35,213] := {180, 287} tii[35,214] := {465} tii[35,215] := {259, 474} tii[35,216] := {466, 615} tii[35,217] := {71, 169} tii[35,218] := {371} tii[35,219] := {258} tii[35,220] := {144, 237} tii[35,221] := {407, 513} tii[35,222] := {408, 581} tii[35,223] := {45, 121} tii[35,224] := {343, 536} tii[35,225] := {306, 427} tii[35,226] := {514, 646} tii[35,227] := {124, 244} tii[35,228] := {342} tii[35,229] := {453, 625} tii[35,230] := {185, 319} tii[35,231] := {346, 452} tii[35,232] := {222} tii[35,233] := {116} tii[35,234] := {433} tii[35,235] := {293} tii[35,236] := {594} tii[35,237] := {138, 350} tii[35,238] := {75, 160} tii[35,239] := {376} tii[35,240] := {209, 421} tii[35,241] := {554, 623} tii[35,242] := {437} tii[35,243] := {226} tii[35,244] := {193, 415} tii[35,245] := {403, 577} tii[35,246] := {55, 229} tii[35,247] := {119, 218} tii[35,248] := {374, 487} tii[35,249] := {525, 642} tii[35,250] := {273, 479} tii[35,251] := {309} tii[35,252] := {340, 535} tii[35,253] := {35, 175} tii[35,254] := {456, 622} tii[35,255] := {103, 312} tii[35,256] := {316, 425} tii[35,257] := {389, 588} tii[35,258] := {155, 387} tii[35,259] := {135, 362} tii[35,260] := {62, 235} tii[35,261] := {406, 580} tii[35,262] := {206, 443} tii[35,263] := {321, 561} tii[35,264] := {213, 450} tii[35,265] := {190} tii[35,266] := {140} tii[35,267] := {93, 182} tii[35,268] := {326} tii[35,269] := {608} tii[35,270] := {69} tii[35,271] := {396} tii[35,272] := {521} tii[35,273] := {570} tii[35,274] := {196} tii[35,275] := {70, 156} tii[35,276] := {40} tii[35,277] := {233} tii[35,278] := {473} tii[35,279] := {526, 602} tii[35,280] := {20, 67} tii[35,281] := {123, 219} tii[35,282] := {143, 246} tii[35,283] := {328} tii[35,284] := {302} tii[35,285] := {39, 114} tii[35,286] := {522} tii[35,287] := {200, 304} tii[35,288] := {238, 359} tii[35,289] := {470, 563} tii[35,290] := {410} tii[35,291] := {79, 181} tii[35,292] := {21, 78} tii[35,293] := {129, 250} tii[35,294] := {412, 511} tii[35,295] := {161} tii[35,296] := {629} tii[35,297] := {72} tii[35,298] := {367} tii[35,299] := {224} tii[35,300] := {232} tii[35,301] := {88, 280} tii[35,302] := {596, 647} tii[35,303] := {172, 288} tii[35,304] := {42, 107} tii[35,305] := {307} tii[35,306] := {149, 354} tii[35,307] := {364} tii[35,308] := {370} tii[35,309] := {27, 168} tii[35,310] := {553} tii[35,311] := {334, 530} tii[35,312] := {133, 348} tii[35,313] := {164} tii[35,314] := {574, 658} tii[35,315] := {76, 157} tii[35,316] := {234, 353} tii[35,317] := {305, 426} tii[35,318] := {501, 589} tii[35,319] := {268, 477} tii[35,320] := {14, 120} tii[35,321] := {204, 419} tii[35,322] := {64, 243} tii[35,323] := {445} tii[35,324] := {391, 583} tii[35,325] := {239} tii[35,326] := {105, 317} tii[35,327] := {247, 357} tii[35,328] := {449, 542} tii[35,329] := {318, 541} tii[35,330] := {87, 294} tii[35,331] := {527, 643} tii[35,332] := {33, 174} tii[35,333] := {201, 418} tii[35,334] := {337, 533} tii[35,335] := {148, 377} tii[35,336] := {413, 586} tii[35,337] := {153, 385} tii[35,338] := {251, 510} tii[35,339] := {115} tii[35,340] := {74, 159} tii[35,341] := {225} tii[35,342] := {436} tii[35,343] := {10, 231} tii[35,344] := {118, 217} tii[35,345] := {373, 486} tii[35,346] := {36, 314} tii[35,347] := {3, 177} tii[35,348] := {308} tii[35,349] := {66, 390} tii[35,350] := {315, 424} tii[35,351] := {51, 363} tii[35,352] := {404, 579} tii[35,353] := {13, 236} tii[35,354] := {95, 283} tii[35,355] := {99, 444} tii[35,356] := {276, 483} tii[35,357] := {104, 451} tii[35,358] := {186, 562} tii[35,359] := {32, 303} tii[35,360] := {152, 509} tii[35,361] := {50} tii[35,362] := {28} tii[35,363] := {12, 47} tii[35,364] := {11} tii[35,365] := {4, 25} tii[35,366] := {0, 18} tii[35,367] := {188} tii[35,368] := {92} tii[35,369] := {257} tii[35,370] := {398} tii[35,371] := {59, 127} tii[35,372] := {341} tii[35,373] := {402} tii[35,374] := {192} tii[35,375] := {29} tii[35,376] := {96, 176} tii[35,377] := {339, 455} tii[35,378] := {15, 49} tii[35,379] := {272} tii[35,380] := {5, 37} tii[35,381] := {277, 388} tii[35,382] := {134} tii[35,383] := {61, 122} tii[35,384] := {205} tii[35,385] := {16, 65} tii[35,386] := {212, 320} tii[35,387] := {171} tii[35,388] := {117, 220} tii[35,389] := {295} tii[35,390] := {41} tii[35,391] := {498} tii[35,392] := {173, 285} tii[35,393] := {378} tii[35,394] := {22, 68} tii[35,395] := {440, 543} tii[35,396] := {384, 485} tii[35,397] := {8, 48} tii[35,398] := {165} tii[35,399] := {77, 158} tii[35,400] := {145, 352} tii[35,401] := {469, 618} tii[35,402] := {240} tii[35,403] := {347, 540} tii[35,404] := {23, 82} tii[35,405] := {248, 358} tii[35,406] := {97, 284} tii[35,407] := {17, 126} tii[35,408] := {278, 484} tii[35,409] := {19} tii[35,410] := {7, 38} tii[35,411] := {2, 24} tii[35,412] := {111} tii[35,413] := {44, 106} tii[35,414] := {178} tii[35,415] := {9, 46} tii[35,416] := {184, 289} tii[35,417] := {60, 216} tii[35,418] := {6, 81} tii[35,419] := {211, 423} tii[35,420] := {1, 128} cell#59 , |C| = 896 special orbit = [7, 3, 3, 2, 2] special rep = [[3, 1, 1], [2, 1]] , dim = 672 cell rep = phi[[3, 1, 1],[2, 1]]+phi[[1, 1, 1],[4, 1]] TII depth = 5 TII multiplicity polynomial = 448*X+224*X^2 TII subcells: tii[34,1] := {892} tii[34,2] := {873} tii[34,3] := {812, 895} tii[34,4] := {868} tii[34,5] := {816} tii[34,6] := {804} tii[34,7] := {694} tii[34,8] := {695, 887} tii[34,9] := {712} tii[34,10] := {571} tii[34,11] := {526, 856} tii[34,12] := {348, 889} tii[34,13] := {322} tii[34,14] := {372} tii[34,15] := {182, 478} tii[34,16] := {503} tii[34,17] := {884} tii[34,18] := {416} tii[34,19] := {635} tii[34,20] := {421} tii[34,21] := {849} tii[34,22] := {845} tii[34,23] := {461} tii[34,24] := {434} tii[34,25] := {762, 893} tii[34,26] := {761} tii[34,27] := {220, 570} tii[34,28] := {513, 781} tii[34,29] := {630, 840} tii[34,30] := {869} tii[34,31] := {507} tii[34,32] := {634} tii[34,33] := {684} tii[34,34] := {817} tii[34,35] := {554} tii[34,36] := {844} tii[34,37] := {602} tii[34,38] := {389} tii[34,39] := {730} tii[34,40] := {525} tii[34,41] := {697, 888} tii[34,42] := {183, 654} tii[34,43] := {809} tii[34,44] := {687} tii[34,45] := {464, 780} tii[34,46] := {764} tii[34,47] := {589, 839} tii[34,48] := {771} tii[34,49] := {637} tii[34,50] := {347} tii[34,51] := {619, 877} tii[34,52] := {262, 727} tii[34,53] := {726} tii[34,54] := {560} tii[34,55] := {334, 778} tii[34,56] := {666} tii[34,57] := {450, 837} tii[34,58] := {531, 858} tii[34,59] := {343, 775} tii[34,60] := {447, 834} tii[34,61] := {324} tii[34,62] := {597} tii[34,63] := {371} tii[34,64] := {330} tii[34,65] := {709} tii[34,66] := {871} tii[34,67] := {154, 477} tii[34,68] := {345} tii[34,69] := {811} tii[34,70] := {605, 824} tii[34,71] := {705, 867} tii[34,72] := {680} tii[34,73] := {842} tii[34,74] := {414} tii[34,75] := {885} tii[34,76] := {752} tii[34,77] := {549} tii[34,78] := {244} tii[34,79] := {751} tii[34,80] := {768} tii[34,81] := {462} tii[34,82] := {803} tii[34,83] := {509} tii[34,84] := {770} tii[34,85] := {616} tii[34,86] := {301} tii[34,87] := {260} tii[34,88] := {872} tii[34,89] := {807} tii[34,90] := {826} tii[34,91] := {655} tii[34,92] := {119, 569} tii[34,93] := {757} tii[34,94] := {608} tii[34,95] := {373, 721} tii[34,96] := {639, 854} tii[34,97] := {617, 876} tii[34,98] := {848} tii[34,99] := {699} tii[34,100] := {492, 797} tii[34,101] := {740, 883} tii[34,102] := {327} tii[34,103] := {815} tii[34,104] := {685} tii[34,105] := {713} tii[34,106] := {553} tii[34,107] := {855} tii[34,108] := {186} tii[34,109] := {527} tii[34,110] := {772} tii[34,111] := {427} tii[34,112] := {615} tii[34,113] := {390} tii[34,114] := {187, 653} tii[34,115] := {528, 857} tii[34,116] := {652} tii[34,117] := {469} tii[34,118] := {246, 720} tii[34,119] := {606, 875} tii[34,120] := {533} tii[34,121] := {831} tii[34,122] := {581} tii[34,123] := {358, 796} tii[34,124] := {706, 891} tii[34,125] := {254} tii[34,126] := {690, 886} tii[34,127] := {438} tii[34,128] := {439, 828} tii[34,129] := {255, 718} tii[34,130] := {355} tii[34,131] := {767, 894} tii[34,132] := {356, 793} tii[34,133] := {505} tii[34,134] := {370} tii[34,135] := {843} tii[34,136] := {633} tii[34,137] := {601} tii[34,138] := {76, 656} tii[34,139] := {219} tii[34,140] := {729} tii[34,141] := {808} tii[34,142] := {686} tii[34,143] := {463, 779} tii[34,144] := {763} tii[34,145] := {588, 838} tii[34,146] := {510} tii[34,147] := {710} tii[34,148] := {638} tii[34,149] := {458} tii[34,150] := {782} tii[34,151] := {479} tii[34,152] := {155} tii[34,153] := {642} tii[34,154] := {121, 728} tii[34,155] := {568} tii[34,156] := {374} tii[34,157] := {167, 646} tii[34,158] := {609} tii[34,159] := {758} tii[34,160] := {436, 827} tii[34,161] := {422, 821} tii[34,162] := {736} tii[34,163] := {485} tii[34,164] := {272, 743} tii[34,165] := {540, 864} tii[34,166] := {700} tii[34,167] := {519} tii[34,168] := {215} tii[34,169] := {520, 851} tii[34,170] := {391} tii[34,171] := {350, 859} tii[34,172] := {175, 776} tii[34,173] := {310} tii[34,174] := {626, 880} tii[34,175] := {271, 835} tii[34,176] := {625} tii[34,177] := {551} tii[34,178] := {78, 784} tii[34,179] := {651} tii[34,180] := {467} tii[34,181] := {245, 719} tii[34,182] := {357, 795} tii[34,183] := {580} tii[34,184] := {378} tii[34,185] := {338, 773} tii[34,186] := {264, 878} tii[34,187] := {115, 820} tii[34,188] := {442, 832} tii[34,189] := {196, 863} tii[34,190] := {486} tii[34,191] := {172, 850} tii[34,192] := {269, 879} tii[34,193] := {4} tii[34,194] := {36} tii[34,195] := {204} tii[34,196] := {184} tii[34,197] := {49, 116} tii[34,198] := {90, 197} tii[34,199] := {8} tii[34,200] := {412} tii[34,201] := {240} tii[34,202] := {31} tii[34,203] := {52} tii[34,204] := {550} tii[34,205] := {805} tii[34,206] := {331} tii[34,207] := {366} tii[34,208] := {177} tii[34,209] := {65} tii[34,210] := {221} tii[34,211] := {346} tii[34,212] := {696} tii[34,213] := {66, 152} tii[34,214] := {423, 722} tii[34,215] := {425} tii[34,216] := {123} tii[34,217] := {124, 233} tii[34,218] := {541, 798} tii[34,219] := {369, 543} tii[34,220] := {92} tii[34,221] := {754} tii[34,222] := {460} tii[34,223] := {420} tii[34,224] := {299} tii[34,225] := {147} tii[34,226] := {618} tii[34,227] := {261} tii[34,228] := {47, 217} tii[34,229] := {693} tii[34,230] := {518} tii[34,231] := {333, 648} tii[34,232] := {376} tii[34,233] := {228} tii[34,234] := {323, 494} tii[34,235] := {88, 312} tii[34,236] := {624} tii[34,237] := {449, 745} tii[34,238] := {70, 289} tii[34,239] := {530} tii[34,240] := {342} tii[34,241] := {250, 567} tii[34,242] := {128, 394} tii[34,243] := {446} tii[34,244] := {359, 677} tii[34,245] := {205, 484} tii[34,246] := {277, 595} tii[34,247] := {599} tii[34,248] := {28} tii[34,249] := {454} tii[34,250] := {870} tii[34,251] := {328} tii[34,252] := {708} tii[34,253] := {166} tii[34,254] := {93} tii[34,255] := {682} tii[34,256] := {60} tii[34,257] := {515} tii[34,258] := {185} tii[34,259] := {785} tii[34,260] := {300} tii[34,261] := {846} tii[34,262] := {755} tii[34,263] := {256} tii[34,264] := {106} tii[34,265] := {555, 823} tii[34,266] := {107, 218} tii[34,267] := {457, 632} tii[34,268] := {813} tii[34,269] := {188} tii[34,270] := {671, 866} tii[34,271] := {189, 313} tii[34,272] := {806} tii[34,273] := {512} tii[34,274] := {105} tii[34,275] := {769} tii[34,276] := {143} tii[34,277] := {552} tii[34,278] := {238} tii[34,279] := {604} tii[34,280] := {603} tii[34,281] := {825} tii[34,282] := {387} tii[34,283] := {760} tii[34,284] := {611} tii[34,285] := {120} tii[34,286] := {715} tii[34,287] := {210} tii[34,288] := {168} tii[34,289] := {435} tii[34,290] := {556} tii[34,291] := {344} tii[34,292] := {302} tii[34,293] := {657} tii[34,294] := {336} tii[34,295] := {688} tii[34,296] := {810} tii[34,297] := {524} tii[34,298] := {468} tii[34,299] := {375, 723} tii[34,300] := {514, 853} tii[34,301] := {64, 296} tii[34,302] := {702} tii[34,303] := {265} tii[34,304] := {790} tii[34,305] := {306} tii[34,306] := {504, 672} tii[34,307] := {440} tii[34,308] := {417, 592} tii[34,309] := {631, 882} tii[34,310] := {765} tii[34,311] := {122, 400} tii[34,312] := {493, 799} tii[34,313] := {174} tii[34,314] := {523} tii[34,315] := {698} tii[34,316] := {247} tii[34,317] := {613, 874} tii[34,318] := {95, 381} tii[34,319] := {349} tii[34,320] := {291, 650} tii[34,321] := {612} tii[34,322] := {574} tii[34,323] := {384} tii[34,324] := {455, 735} tii[34,325] := {629} tii[34,326] := {270} tii[34,327] := {239, 579} tii[34,328] := {704, 890} tii[34,329] := {160, 488} tii[34,330] := {491} tii[34,331] := {401, 747} tii[34,332] := {351} tii[34,333] := {703} tii[34,334] := {544} tii[34,335] := {317, 679} tii[34,336] := {326} tii[34,337] := {711} tii[34,338] := {208} tii[34,339] := {558} tii[34,340] := {783} tii[34,341] := {476} tii[34,342] := {77} tii[34,343] := {643} tii[34,344] := {286} tii[34,345] := {614} tii[34,346] := {424, 822} tii[34,347] := {48, 385} tii[34,348] := {426} tii[34,349] := {508, 674} tii[34,350] := {737} tii[34,351] := {392} tii[34,352] := {542, 865} tii[34,353] := {89, 496} tii[34,354] := {532} tii[34,355] := {337} tii[34,356] := {658} tii[34,357] := {475} tii[34,358] := {212} tii[34,359] := {562} tii[34,360] := {522, 852} tii[34,361] := {71, 473} tii[34,362] := {263} tii[34,363] := {251, 724} tii[34,364] := {114} tii[34,365] := {411, 734} tii[34,366] := {587} tii[34,367] := {628, 881} tii[34,368] := {129, 584} tii[34,369] := {308} tii[34,370] := {670} tii[34,371] := {441} tii[34,372] := {195} tii[34,373] := {206, 664} tii[34,374] := {360, 800} tii[34,375] := {501} tii[34,376] := {278, 749} tii[34,377] := {171} tii[34,378] := {431, 819} tii[34,379] := {112, 563} tii[34,380] := {283, 732} tii[34,381] := {268} tii[34,382] := {537, 862} tii[34,383] := {194, 667} tii[34,384] := {364, 801} tii[34,385] := {10} tii[34,386] := {242} tii[34,387] := {545} tii[34,388] := {53} tii[34,389] := {33} tii[34,390] := {222} tii[34,391] := {607} tii[34,392] := {179} tii[34,393] := {67} tii[34,394] := {68, 153} tii[34,395] := {125} tii[34,396] := {548, 707} tii[34,397] := {126, 234} tii[34,398] := {91} tii[34,399] := {683} tii[34,400] := {62} tii[34,401] := {419} tii[34,402] := {753} tii[34,403] := {459} tii[34,404] := {298} tii[34,405] := {146} tii[34,406] := {756} tii[34,407] := {108} tii[34,408] := {847} tii[34,409] := {258} tii[34,410] := {640} tii[34,411] := {223} tii[34,412] := {37, 216} tii[34,413] := {517} tii[34,414] := {692} tii[34,415] := {285, 647} tii[34,416] := {572} tii[34,417] := {377} tii[34,418] := {227} tii[34,419] := {814} tii[34,420] := {80, 311} tii[34,421] := {190} tii[34,422] := {598, 741} tii[34,423] := {623} tii[34,424] := {325, 495} tii[34,425] := {398, 744} tii[34,426] := {55, 288} tii[34,427] := {689} tii[34,428] := {169} tii[34,429] := {432} tii[34,430] := {294} tii[34,431] := {481} tii[34,432] := {620} tii[34,433] := {214, 566} tii[34,434] := {546, 789} tii[34,435] := {102, 393} tii[34,436] := {397} tii[34,437] := {538} tii[34,438] := {266} tii[34,439] := {766} tii[34,440] := {314, 676} tii[34,441] := {165, 483} tii[34,442] := {236, 594} tii[34,443] := {452} tii[34,444] := {418} tii[34,445] := {35} tii[34,446] := {636} tii[34,447] := {144} tii[34,448] := {691} tii[34,449] := {181} tii[34,450] := {466} tii[34,451] := {725} tii[34,452] := {388} tii[34,453] := {99} tii[34,454] := {516} tii[34,455] := {69} tii[34,456] := {559} tii[34,457] := {211} tii[34,458] := {714} tii[34,459] := {332, 777} tii[34,460] := {23, 295} tii[34,461] := {622} tii[34,462] := {681, 794} tii[34,463] := {127} tii[34,464] := {415, 591} tii[34,465] := {665} tii[34,466] := {307} tii[34,467] := {448, 836} tii[34,468] := {51, 399} tii[34,469] := {428} tii[34,470] := {716} tii[34,471] := {341} tii[34,472] := {383} tii[34,473] := {573} tii[34,474] := {149} tii[34,475] := {110} tii[34,476] := {39, 380} tii[34,477] := {173, 649} tii[34,478] := {151} tii[34,479] := {529} tii[34,480] := {303} tii[34,481] := {470} tii[34,482] := {429, 818} tii[34,483] := {320, 661} tii[34,484] := {596, 830} tii[34,485] := {490} tii[34,486] := {534} tii[34,487] := {82, 487} tii[34,488] := {445} tii[34,489] := {230} tii[34,490] := {192} tii[34,491] := {232} tii[34,492] := {138, 578} tii[34,493] := {535, 861} tii[34,494] := {273, 746} tii[34,495] := {791} tii[34,496] := {583} tii[34,497] := {407} tii[34,498] := {362} tii[34,499] := {201, 678} tii[34,500] := {339} tii[34,501] := {213} tii[34,502] := {74} tii[34,503] := {340, 774} tii[34,504] := {75, 471} tii[34,505] := {203, 660} tii[34,506] := {547, 860} tii[34,507] := {443} tii[34,508] := {132} tii[34,509] := {444, 833} tii[34,510] := {133, 582} tii[34,511] := {309} tii[34,512] := {275} tii[34,513] := {276, 748} tii[34,514] := {209} tii[34,515] := {297} tii[34,516] := {145} tii[34,517] := {7, 386} tii[34,518] := {557} tii[34,519] := {226} tii[34,520] := {506, 673} tii[34,521] := {24, 497} tii[34,522] := {15, 474} tii[34,523] := {561} tii[34,524] := {94} tii[34,525] := {290} tii[34,526] := {480} tii[34,527] := {113, 565} tii[34,528] := {410, 733} tii[34,529] := {42, 586} tii[34,530] := {396} tii[34,531] := {159} tii[34,532] := {198, 675} tii[34,533] := {669} tii[34,534] := {85, 482} tii[34,535] := {136, 750} tii[34,536] := {315} tii[34,537] := {287} tii[34,538] := {56} tii[34,539] := {249, 717} tii[34,540] := {41, 564} tii[34,541] := {137, 575} tii[34,542] := {365, 786} tii[34,543] := {395} tii[34,544] := {103} tii[34,545] := {353, 792} tii[34,546] := {84, 668} tii[34,547] := {235} tii[34,548] := {200, 802} tii[34,549] := {17, 645} tii[34,550] := {44, 738} tii[34,551] := {202, 659} tii[34,552] := {135, 841} tii[34,553] := {0} tii[34,554] := {3} tii[34,555] := {1, 18} tii[34,556] := {19} tii[34,557] := {281} tii[34,558] := {46} tii[34,559] := {139} tii[34,560] := {14} tii[34,561] := {335} tii[34,562] := {87} tii[34,563] := {5, 45} tii[34,564] := {284, 451} tii[34,565] := {72} tii[34,566] := {252} tii[34,567] := {22, 79} tii[34,568] := {207, 361} tii[34,569] := {130} tii[34,570] := {142, 279} tii[34,571] := {63} tii[34,572] := {511} tii[34,573] := {25} tii[34,574] := {465} tii[34,575] := {109} tii[34,576] := {259} tii[34,577] := {610} tii[34,578] := {759} tii[34,579] := {9, 58} tii[34,580] := {413, 590} tii[34,581] := {191} tii[34,582] := {701} tii[34,583] := {96} tii[34,584] := {170} tii[34,585] := {521} tii[34,586] := {621} tii[34,587] := {433} tii[34,588] := {292} tii[34,589] := {32, 100} tii[34,590] := {367, 662} tii[34,591] := {539} tii[34,592] := {241, 402} tii[34,593] := {161} tii[34,594] := {267} tii[34,595] := {627} tii[34,596] := {453} tii[34,597] := {178, 318} tii[34,598] := {111} tii[34,599] := {430} tii[34,600] := {20, 157} tii[34,601] := {282, 577} tii[34,602] := {193} tii[34,603] := {536} tii[34,604] := {363} tii[34,605] := {140, 406} tii[34,606] := {13} tii[34,607] := {641} tii[34,608] := {54} tii[34,609] := {38} tii[34,610] := {118} tii[34,611] := {600, 742} tii[34,612] := {29, 104} tii[34,613] := {81} tii[34,614] := {644} tii[34,615] := {148} tii[34,616] := {73} tii[34,617] := {253} tii[34,618] := {382} tii[34,619] := {437} tii[34,620] := {502, 788} tii[34,621] := {61, 158} tii[34,622] := {739} tii[34,623] := {229} tii[34,624] := {329, 498} tii[34,625] := {354} tii[34,626] := {131} tii[34,627] := {274} tii[34,628] := {257, 409} tii[34,629] := {248} tii[34,630] := {40} tii[34,631] := {150} tii[34,632] := {472} tii[34,633] := {321, 663} tii[34,634] := {456, 829} tii[34,635] := {30, 225} tii[34,636] := {83} tii[34,637] := {352} tii[34,638] := {231} tii[34,639] := {585} tii[34,640] := {199} tii[34,641] := {176, 500} tii[34,642] := {408} tii[34,643] := {16} tii[34,644] := {368, 787} tii[34,645] := {21, 304} tii[34,646] := {43} tii[34,647] := {141, 593} tii[34,648] := {134} tii[34,649] := {26} tii[34,650] := {11, 59} tii[34,651] := {97} tii[34,652] := {293} tii[34,653] := {34, 101} tii[34,654] := {162} tii[34,655] := {243, 403} tii[34,656] := {180, 319} tii[34,657] := {98} tii[34,658] := {379} tii[34,659] := {12, 156} tii[34,660] := {237, 576} tii[34,661] := {163} tii[34,662] := {489} tii[34,663] := {316} tii[34,664] := {117, 405} tii[34,665] := {27} tii[34,666] := {280, 731} tii[34,667] := {6, 224} tii[34,668] := {57} tii[34,669] := {86, 499} tii[34,670] := {164} tii[34,671] := {2, 305} tii[34,672] := {50, 404} cell#60 , |C| = 560 special orbit = [5, 5, 5, 1, 1] special rep = [[2, 2], [3, 1]] , dim = 420 cell rep = phi[[2, 2],[3, 1]]+phi[[2],[3, 3]] TII depth = 4 TII multiplicity polynomial = 280*X+140*X^2 TII subcells: tii[28,1] := {503} tii[28,2] := {311} tii[28,3] := {526} tii[28,4] := {460} tii[28,5] := {285, 451} tii[28,6] := {410} tii[28,7] := {541} tii[28,8] := {518} tii[28,9] := {399, 515} tii[28,10] := {449, 536} tii[28,11] := {485} tii[28,12] := {550} tii[28,13] := {546} tii[28,14] := {506, 533} tii[28,15] := {531, 547} tii[28,16] := {555} tii[28,17] := {557} tii[28,18] := {556, 559} tii[28,19] := {177} tii[28,20] := {352} tii[28,21] := {84} tii[28,22] := {229} tii[28,23] := {254} tii[28,24] := {419} tii[28,25] := {111} tii[28,26] := {400} tii[28,27] := {183} tii[28,28] := {252} tii[28,29] := {173} tii[28,30] := {174, 362} tii[28,31] := {286} tii[28,32] := {310} tii[28,33] := {209} tii[28,34] := {440} tii[28,35] := {459} tii[28,36] := {293} tii[28,37] := {294, 455} tii[28,38] := {87, 259} tii[28,39] := {357} tii[28,40] := {358, 497} tii[28,41] := {143, 329} tii[28,42] := {339} tii[28,43] := {361} tii[28,44] := {477} tii[28,45] := {490} tii[28,46] := {394} tii[28,47] := {395, 457} tii[28,48] := {312} tii[28,49] := {444} tii[28,50] := {445, 499} tii[28,51] := {283, 382} tii[28,52] := {514} tii[28,53] := {504, 538} tii[28,54] := {126} tii[28,55] := {288} tii[28,56] := {158} tii[28,57] := {442} tii[28,58] := {238} tii[28,59] := {307} tii[28,60] := {228, 409} tii[28,61] := {227} tii[28,62] := {149} tii[28,63] := {341} tii[28,64] := {364} tii[28,65] := {71} tii[28,66] := {211} tii[28,67] := {349, 487} tii[28,68] := {266} tii[28,69] := {479} tii[28,70] := {132, 317} tii[28,71] := {348} tii[28,72] := {262} tii[28,73] := {491} tii[28,74] := {118} tii[28,75] := {407, 521} tii[28,76] := {197, 385} tii[28,77] := {406} tii[28,78] := {330} tii[28,79] := {200} tii[28,80] := {176, 363} tii[28,81] := {390} tii[28,82] := {408} tii[28,83] := {265} tii[28,84] := {151} tii[28,85] := {131, 316} tii[28,86] := {507} tii[28,87] := {517} tii[28,88] := {436} tii[28,89] := {365} tii[28,90] := {296, 456} tii[28,91] := {319} tii[28,92] := {437, 488} tii[28,93] := {81, 268} tii[28,94] := {196, 381} tii[28,95] := {219} tii[28,96] := {338, 427} tii[28,97] := {481} tii[28,98] := {384} tii[28,99] := {360, 498} tii[28,100] := {482, 522} tii[28,101] := {367} tii[28,102] := {347, 417} tii[28,103] := {532} tii[28,104] := {289, 377} tii[28,105] := {425} tii[28,106] := {527, 548} tii[28,107] := {405, 470} tii[28,108] := {443, 501} tii[28,109] := {392} tii[28,110] := {284} tii[28,111] := {321} tii[28,112] := {181, 370} tii[28,113] := {509} tii[28,114] := {398} tii[28,115] := {250, 429} tii[28,116] := {448} tii[28,117] := {308} tii[28,118] := {434} tii[28,119] := {450} tii[28,120] := {373} tii[28,121] := {255} tii[28,122] := {234, 414} tii[28,123] := {528} tii[28,124] := {476, 516} tii[28,125] := {475} tii[28,126] := {534} tii[28,127] := {415} tii[28,128] := {411} tii[28,129] := {326} tii[28,130] := {172, 374} tii[28,131] := {512, 537} tii[28,132] := {511} tii[28,133] := {303, 466} tii[28,134] := {468} tii[28,135] := {389, 467} tii[28,136] := {454} tii[28,137] := {439, 489} tii[28,138] := {545} tii[28,139] := {354, 492} tii[28,140] := {393, 463} tii[28,141] := {495} tii[28,142] := {542, 553} tii[28,143] := {484, 523} tii[28,144] := {510, 540} tii[28,145] := {473} tii[28,146] := {452} tii[28,147] := {543} tii[28,148] := {505} tii[28,149] := {433, 496} tii[28,150] := {530} tii[28,151] := {552} tii[28,152] := {513} tii[28,153] := {474, 519} tii[28,154] := {551, 558} tii[28,155] := {535} tii[28,156] := {544, 554} tii[28,157] := {60} tii[28,158] := {50} tii[28,159] := {72} tii[28,160] := {133} tii[28,161] := {13} tii[28,162] := {93} tii[28,163] := {198} tii[28,164] := {37} tii[28,165] := {83} tii[28,166] := {134} tii[28,167] := {52} tii[28,168] := {27, 154} tii[28,169] := {110} tii[28,170] := {182} tii[28,171] := {62, 221} tii[28,172] := {96} tii[28,173] := {251} tii[28,174] := {235} tii[28,175] := {153} tii[28,176] := {127, 223} tii[28,177] := {304} tii[28,178] := {103} tii[28,179] := {31} tii[28,180] := {157} tii[28,181] := {136} tii[28,182] := {40} tii[28,183] := {205} tii[28,184] := {66} tii[28,185] := {77} tii[28,186] := {274} tii[28,187] := {124} tii[28,188] := {148} tii[28,189] := {125, 309} tii[28,190] := {57} tii[28,191] := {184} tii[28,192] := {85} tii[28,193] := {208} tii[28,194] := {53, 204} tii[28,195] := {104} tii[28,196] := {86, 258} tii[28,197] := {237, 416} tii[28,198] := {156} tii[28,199] := {236} tii[28,200] := {260} tii[28,201] := {20} tii[28,202] := {33} tii[28,203] := {141} tii[28,204] := {101} tii[28,205] := {97, 275} tii[28,206] := {47, 212} tii[28,207] := {163} tii[28,208] := {142, 327} tii[28,209] := {328} tii[28,210] := {45} tii[28,211] := {306, 469} tii[28,212] := {305} tii[28,213] := {313} tii[28,214] := {292, 372} tii[28,215] := {29, 155} tii[28,216] := {291} tii[28,217] := {39} tii[28,218] := {203} tii[28,219] := {140} tii[28,220] := {230, 325} tii[28,221] := {379} tii[28,222] := {355} tii[28,223] := {356, 430} tii[28,224] := {64, 222} tii[28,225] := {10, 113} tii[28,226] := {178, 278} tii[28,227] := {76} tii[28,228] := {401, 472} tii[28,229] := {94, 170} tii[28,230] := {199} tii[28,231] := {128} tii[28,232] := {239} tii[28,233] := {129, 315} tii[28,234] := {264} tii[28,235] := {318} tii[28,236] := {150} tii[28,237] := {193} tii[28,238] := {383} tii[28,239] := {80, 267} tii[28,240] := {194, 380} tii[28,241] := {218} tii[28,242] := {344} tii[28,243] := {345, 418} tii[28,244] := {366} tii[28,245] := {105} tii[28,246] := {256} tii[28,247] := {244} tii[28,248] := {245, 420} tii[28,249] := {48, 213} tii[28,250] := {424} tii[28,251] := {231, 333} tii[28,252] := {402} tii[28,253] := {403, 471} tii[28,254] := {287, 378} tii[28,255] := {164} tii[28,256] := {441, 502} tii[28,257] := {186, 281} tii[28,258] := {412} tii[28,259] := {340, 422} tii[28,260] := {464} tii[28,261] := {478, 524} tii[28,262] := {188} tii[28,263] := {58} tii[28,264] := {102} tii[28,265] := {175} tii[28,266] := {91} tii[28,267] := {241} tii[28,268] := {41} tii[28,269] := {88, 261} tii[28,270] := {130} tii[28,271] := {295} tii[28,272] := {210} tii[28,273] := {78} tii[28,274] := {61} tii[28,275] := {144, 331} tii[28,276] := {195} tii[28,277] := {147} tii[28,278] := {359} tii[28,279] := {69} tii[28,280] := {56, 207} tii[28,281] := {346} tii[28,282] := {257} tii[28,283] := {26, 162} tii[28,284] := {192} tii[28,285] := {116} tii[28,286] := {100, 277} tii[28,287] := {232, 334} tii[28,288] := {404} tii[28,289] := {138, 225} tii[28,290] := {253} tii[28,291] := {180, 369} tii[28,292] := {108} tii[28,293] := {320} tii[28,294] := {179} tii[28,295] := {297} tii[28,296] := {201} tii[28,297] := {371} tii[28,298] := {122, 322} tii[28,299] := {249, 426} tii[28,300] := {73} tii[28,301] := {167} tii[28,302] := {272} tii[28,303] := {248} tii[28,304] := {428} tii[28,305] := {107} tii[28,306] := {396} tii[28,307] := {90, 263} tii[28,308] := {314} tii[28,309] := {397, 458} tii[28,310] := {152} tii[28,311] := {413} tii[28,312] := {43} tii[28,313] := {301, 461} tii[28,314] := {82, 269} tii[28,315] := {300} tii[28,316] := {216} tii[28,317] := {290, 386} tii[28,318] := {51, 217} tii[28,319] := {146, 332} tii[28,320] := {166} tii[28,321] := {446} tii[28,322] := {465} tii[28,323] := {447, 500} tii[28,324] := {342, 423} tii[28,325] := {220} tii[28,326] := {32, 169} tii[28,327] := {189, 280} tii[28,328] := {243, 337} tii[28,329] := {480, 525} tii[28,330] := {453} tii[28,331] := {247, 421} tii[28,332] := {271} tii[28,333] := {494} tii[28,334] := {391, 462} tii[28,335] := {242, 335} tii[28,336] := {508, 539} tii[28,337] := {350} tii[28,338] := {233} tii[28,339] := {302} tii[28,340] := {438} tii[28,341] := {202} tii[28,342] := {368} tii[28,343] := {123, 323} tii[28,344] := {353} tii[28,345] := {343, 431} tii[28,346] := {273} tii[28,347] := {483} tii[28,348] := {299, 388} tii[28,349] := {486} tii[28,350] := {435, 493} tii[28,351] := {375} tii[28,352] := {520} tii[28,353] := {351, 432} tii[28,354] := {529, 549} tii[28,355] := {4} tii[28,356] := {18} tii[28,357] := {12} tii[28,358] := {36} tii[28,359] := {30} tii[28,360] := {7} tii[28,361] := {16} tii[28,362] := {65} tii[28,363] := {23} tii[28,364] := {11, 109} tii[28,365] := {28} tii[28,366] := {19} tii[28,367] := {95} tii[28,368] := {6} tii[28,369] := {35, 168} tii[28,370] := {63} tii[28,371] := {44} tii[28,372] := {3, 74} tii[28,373] := {59, 121} tii[28,374] := {38} tii[28,375] := {139} tii[28,376] := {9, 112} tii[28,377] := {75} tii[28,378] := {92, 171} tii[28,379] := {70} tii[28,380] := {42} tii[28,381] := {117} tii[28,382] := {68} tii[28,383] := {54} tii[28,384] := {55, 206} tii[28,385] := {17} tii[28,386] := {21} tii[28,387] := {25, 161} tii[28,388] := {115} tii[28,389] := {160} tii[28,390] := {99, 276} tii[28,391] := {98} tii[28,392] := {137, 224} tii[28,393] := {14, 119} tii[28,394] := {67} tii[28,395] := {24, 159} tii[28,396] := {215} tii[28,397] := {191, 376} tii[28,398] := {190} tii[28,399] := {8} tii[28,400] := {114} tii[28,401] := {185, 279} tii[28,402] := {5, 79} tii[28,403] := {135, 226} tii[28,404] := {270} tii[28,405] := {240, 336} tii[28,406] := {89} tii[28,407] := {34} tii[28,408] := {145} tii[28,409] := {106} tii[28,410] := {49, 214} tii[28,411] := {22} tii[28,412] := {246} tii[28,413] := {165} tii[28,414] := {15, 120} tii[28,415] := {187, 282} tii[28,416] := {324} tii[28,417] := {298, 387} tii[28,418] := {1} tii[28,419] := {2} tii[28,420] := {0, 46} cell#61 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {418} tii[27,2] := {522} tii[27,3] := {509} tii[27,4] := {417} tii[27,5] := {271} tii[27,6] := {521} tii[27,7] := {544} tii[27,8] := {552} tii[27,9] := {493} tii[27,10] := {549} tii[27,11] := {428} tii[27,12] := {532} tii[27,13] := {456} tii[27,14] := {546} tii[27,15] := {558} tii[27,16] := {559} tii[27,17] := {147} tii[27,18] := {369} tii[27,19] := {496} tii[27,20] := {215} tii[27,21] := {264} tii[27,22] := {348} tii[27,23] := {146} tii[27,24] := {444} tii[27,25] := {317} tii[27,26] := {213} tii[27,27] := {160} tii[27,28] := {466} tii[27,29] := {72} tii[27,30] := {263} tii[27,31] := {506} tii[27,32] := {354} tii[27,33] := {131} tii[27,34] := {347} tii[27,35] := {531} tii[27,36] := {400} tii[27,37] := {371} tii[27,38] := {498} tii[27,39] := {326} tii[27,40] := {268} tii[27,41] := {373} tii[27,42] := {447} tii[27,43] := {277} tii[27,44] := {361} tii[27,45] := {306} tii[27,46] := {434} tii[27,47] := {490} tii[27,48] := {524} tii[27,49] := {538} tii[27,50] := {499} tii[27,51] := {203} tii[27,52] := {272} tii[27,53] := {321} tii[27,54] := {396} tii[27,55] := {480} tii[27,56] := {202} tii[27,57] := {260} tii[27,58] := {370} tii[27,59] := {214} tii[27,60] := {158} tii[27,61] := {329} tii[27,62] := {529} tii[27,63] := {270} tii[27,64] := {404} tii[27,65] := {111} tii[27,66] := {320} tii[27,67] := {377} tii[27,68] := {497} tii[27,69] := {239} tii[27,70] := {545} tii[27,71] := {443} tii[27,72] := {183} tii[27,73] := {395} tii[27,74] := {438} tii[27,75] := {316} tii[27,76] := {460} tii[27,77] := {419} tii[27,78] := {380} tii[27,79] := {163} tii[27,80] := {262} tii[27,81] := {430} tii[27,82] := {44} tii[27,83] := {523} tii[27,84] := {381} tii[27,85] := {327} tii[27,86] := {424} tii[27,87] := {511} tii[27,88] := {426} tii[27,89] := {483} tii[27,90] := {346} tii[27,91] := {388} tii[27,92] := {458} tii[27,93] := {92} tii[27,94] := {362} tii[27,95] := {412} tii[27,96] := {334} tii[27,97] := {471} tii[27,98] := {473} tii[27,99] := {534} tii[27,100] := {515} tii[27,101] := {219} tii[27,102] := {462} tii[27,103] := {482} tii[27,104] := {540} tii[27,105] := {255} tii[27,106] := {173} tii[27,107] := {452} tii[27,108] := {501} tii[27,109] := {548} tii[27,110] := {525} tii[27,111] := {514} tii[27,112] := {536} tii[27,113] := {259} tii[27,114] := {328} tii[27,115] := {449} tii[27,116] := {157} tii[27,117] := {376} tii[27,118] := {479} tii[27,119] := {238} tii[27,120] := {437} tii[27,121] := {459} tii[27,122] := {315} tii[27,123] := {379} tii[27,124] := {261} tii[27,125] := {485} tii[27,126] := {383} tii[27,127] := {510} tii[27,128] := {429} tii[27,129] := {464} tii[27,130] := {539} tii[27,131] := {112} tii[27,132] := {425} tii[27,133] := {345} tii[27,134] := {450} tii[27,135] := {414} tii[27,136] := {533} tii[27,137] := {457} tii[27,138] := {387} tii[27,139] := {503} tii[27,140] := {508} tii[27,141] := {184} tii[27,142] := {472} tii[27,143] := {152} tii[27,144] := {461} tii[27,145] := {332} tii[27,146] := {481} tii[27,147] := {550} tii[27,148] := {530} tii[27,149] := {287} tii[27,150] := {451} tii[27,151] := {233} tii[27,152] := {500} tii[27,153] := {554} tii[27,154] := {541} tii[27,155] := {367} tii[27,156] := {513} tii[27,157] := {309} tii[27,158] := {535} tii[27,159] := {465} tii[27,160] := {495} tii[27,161] := {491} tii[27,162] := {431} tii[27,163] := {527} tii[27,164] := {555} tii[27,165] := {520} tii[27,166] := {386} tii[27,167] := {512} tii[27,168] := {557} tii[27,169] := {551} tii[27,170] := {542} tii[27,171] := {553} tii[27,172] := {556} tii[27,173] := {101} tii[27,174] := {161} tii[27,175] := {210} tii[27,176] := {45} tii[27,177] := {295} tii[27,178] := {93} tii[27,179] := {65} tii[27,180] := {40} tii[27,181] := {116} tii[27,182] := {21} tii[27,183] := {247} tii[27,184] := {159} tii[27,185] := {26} tii[27,186] := {88} tii[27,187] := {57} tii[27,188] := {301} tii[27,189] := {240} tii[27,190] := {165} tii[27,191] := {212} tii[27,192] := {199} tii[27,193] := {124} tii[27,194] := {170} tii[27,195] := {297} tii[27,196] := {352} tii[27,197] := {201} tii[27,198] := {76} tii[27,199] := {269} tii[27,200] := {110} tii[27,201] := {319} tii[27,202] := {135} tii[27,203] := {182} tii[27,204] := {394} tii[27,205] := {257} tii[27,206] := {102} tii[27,207] := {420} tii[27,208] := {108} tii[27,209] := {324} tii[27,210] := {43} tii[27,211] := {204} tii[27,212] := {115} tii[27,213] := {162} tii[27,214] := {302} tii[27,215] := {382} tii[27,216] := {20} tii[27,217] := {71} tii[27,218] := {484} tii[27,219] := {211} tii[27,220] := {374} tii[27,221] := {74} tii[27,222] := {78} tii[27,223] := {91} tii[27,224] := {289} tii[27,225] := {180} tii[27,226] := {353} tii[27,227] := {335} tii[27,228] := {413} tii[27,229] := {56} tii[27,230] := {49} tii[27,231] := {130} tii[27,232] := {435} tii[27,233] := {133} tii[27,234] := {516} tii[27,235] := {296} tii[27,236] := {24} tii[27,237] := {164} tii[27,238] := {421} tii[27,239] := {445} tii[27,240] := {276} tii[27,241] := {266} tii[27,242] := {218} tii[27,243] := {105} tii[27,244] := {223} tii[27,245] := {16} tii[27,246] := {198} tii[27,247] := {60} tii[27,248] := {123} tii[27,249] := {406} tii[27,250] := {225} tii[27,251] := {468} tii[27,252] := {172} tii[27,253] := {254} tii[27,254] := {488} tii[27,255] := {314} tii[27,256] := {350} tii[27,257] := {229} tii[27,258] := {177} tii[27,259] := {99} tii[27,260] := {517} tii[27,261] := {399} tii[27,262] := {251} tii[27,263] := {200} tii[27,264] := {107} tii[27,265] := {267} tii[27,266] := {403} tii[27,267] := {149} tii[27,268] := {318} tii[27,269] := {41} tii[27,270] := {79} tii[27,271] := {179} tii[27,272] := {230} tii[27,273] := {393} tii[27,274] := {356} tii[27,275] := {442} tii[27,276] := {89} tii[27,277] := {217} tii[27,278] := {273} tii[27,279] := {103} tii[27,280] := {372} tii[27,281] := {402} tii[27,282] := {322} tii[27,283] := {66} tii[27,284] := {51} tii[27,285] := {222} tii[27,286] := {253} tii[27,287] := {226} tii[27,288] := {311} tii[27,289] := {477} tii[27,290] := {303} tii[27,291] := {171} tii[27,292] := {433} tii[27,293] := {125} tii[27,294] := {175} tii[27,295] := {357} tii[27,296] := {283} tii[27,297] := {455} tii[27,298] := {397} tii[27,299] := {194} tii[27,300] := {188} tii[27,301] := {249} tii[27,302] := {492} tii[27,303] := {440} tii[27,304] := {423} tii[27,305] := {221} tii[27,306] := {337} tii[27,307] := {408} tii[27,308] := {470} tii[27,309] := {519} tii[27,310] := {475} tii[27,311] := {114} tii[27,312] := {186} tii[27,313] := {148} tii[27,314] := {156} tii[27,315] := {113} tii[27,316] := {355} tii[27,317] := {75} tii[27,318] := {109} tii[27,319] := {265} tii[27,320] := {216} tii[27,321] := {185} tii[27,322] := {117} tii[27,323] := {134} tii[27,324] := {401} tii[27,325] := {80} tii[27,326] := {181} tii[27,327] := {237} tii[27,328] := {349} tii[27,329] := {153} tii[27,330] := {333} tii[27,331] := {47} tii[27,332] := {275} tii[27,333] := {323} tii[27,334] := {288} tii[27,335] := {282} tii[27,336] := {234} tii[27,337] := {313} tii[27,338] := {228} tii[27,339] := {368} tii[27,340] := {95} tii[27,341] := {398} tii[27,342] := {33} tii[27,343] := {284} tii[27,344] := {441} tii[27,345] := {143} tii[27,346] := {310} tii[27,347] := {258} tii[27,348] := {448} tii[27,349] := {209} tii[27,350] := {155} tii[27,351] := {325} tii[27,352] := {205} tii[27,353] := {73} tii[27,354] := {375} tii[27,355] := {405} tii[27,356] := {478} tii[27,357] := {167} tii[27,358] := {294} tii[27,359] := {119} tii[27,360] := {236} tii[27,361] := {290} tii[27,362] := {132} tii[27,363] := {436} tii[27,364] := {104} tii[27,365] := {25} tii[27,366] := {274} tii[27,367] := {207} tii[27,368] := {330} tii[27,369] := {378} tii[27,370] := {385} tii[27,371] := {446} tii[27,372] := {422} tii[27,373] := {151} tii[27,374] := {121} tii[27,375] := {507} tii[27,376] := {358} tii[27,377] := {83} tii[27,378] := {281} tii[27,379] := {341} tii[27,380] := {176} tii[27,381] := {365} tii[27,382] := {285} tii[27,383] := {312} tii[27,384] := {17} tii[27,385] := {344} tii[27,386] := {416} tii[27,387] := {61} tii[27,388] := {292} tii[27,389] := {227} tii[27,390] := {407} tii[27,391] := {342} tii[27,392] := {469} tii[27,393] := {439} tii[27,394] := {489} tii[27,395] := {232} tii[27,396] := {250} tii[27,397] := {300} tii[27,398] := {364} tii[27,399] := {100} tii[27,400] := {476} tii[27,401] := {308} tii[27,402] := {244} tii[27,403] := {518} tii[27,404] := {69} tii[27,405] := {463} tii[27,406] := {31} tii[27,407] := {487} tii[27,408] := {278} tii[27,409] := {389} tii[27,410] := {128} tii[27,411] := {391} tii[27,412] := {453} tii[27,413] := {502} tii[27,414] := {197} tii[27,415] := {141} tii[27,416] := {411} tii[27,417] := {504} tii[27,418] := {537} tii[27,419] := {208} tii[27,420] := {166} tii[27,421] := {293} tii[27,422] := {206} tii[27,423] := {384} tii[27,424] := {427} tii[27,425] := {409} tii[27,426] := {120} tii[27,427] := {340} tii[27,428] := {415} tii[27,429] := {343} tii[27,430] := {474} tii[27,431] := {291} tii[27,432] := {392} tii[27,433] := {505} tii[27,434] := {363} tii[27,435] := {299} tii[27,436] := {494} tii[27,437] := {336} tii[27,438] := {486} tii[27,439] := {432} tii[27,440] := {84} tii[27,441] := {390} tii[27,442] := {526} tii[27,443] := {245} tii[27,444] := {410} tii[27,445] := {528} tii[27,446] := {547} tii[27,447] := {467} tii[27,448] := {543} tii[27,449] := {22} tii[27,450] := {58} tii[27,451] := {11} tii[27,452] := {36} tii[27,453] := {5} tii[27,454] := {64} tii[27,455] := {70} tii[27,456] := {42} tii[27,457] := {48} tii[27,458] := {129} tii[27,459] := {90} tii[27,460] := {10} tii[27,461] := {220} tii[27,462] := {23} tii[27,463] := {67} tii[27,464] := {168} tii[27,465] := {27} tii[27,466] := {35} tii[27,467] := {256} tii[27,468] := {15} tii[27,469] := {59} tii[27,470] := {126} tii[27,471] := {174} tii[27,472] := {4} tii[27,473] := {6} tii[27,474] := {98} tii[27,475] := {63} tii[27,476] := {195} tii[27,477] := {39} tii[27,478] := {122} tii[27,479] := {193} tii[27,480] := {13} tii[27,481] := {87} tii[27,482] := {145} tii[27,483] := {137} tii[27,484] := {97} tii[27,485] := {154} tii[27,486] := {118} tii[27,487] := {235} tii[27,488] := {150} tii[27,489] := {46} tii[27,490] := {9} tii[27,491] := {331} tii[27,492] := {50} tii[27,493] := {82} tii[27,494] := {286} tii[27,495] := {231} tii[27,496] := {32} tii[27,497] := {94} tii[27,498] := {280} tii[27,499] := {366} tii[27,500] := {34} tii[27,501] := {3} tii[27,502] := {62} tii[27,503] := {18} tii[27,504] := {307} tii[27,505] := {142} tii[27,506] := {243} tii[27,507] := {68} tii[27,508] := {38} tii[27,509] := {30} tii[27,510] := {169} tii[27,511] := {248} tii[27,512] := {338} tii[27,513] := {454} tii[27,514] := {53} tii[27,515] := {127} tii[27,516] := {86} tii[27,517] := {12} tii[27,518] := {144} tii[27,519] := {96} tii[27,520] := {7} tii[27,521] := {359} tii[27,522] := {187} tii[27,523] := {140} tii[27,524] := {196} tii[27,525] := {190} tii[27,526] := {279} tii[27,527] := {28} tii[27,528] := {138} tii[27,529] := {241} tii[27,530] := {305} tii[27,531] := {77} tii[27,532] := {81} tii[27,533] := {55} tii[27,534] := {136} tii[27,535] := {37} tii[27,536] := {192} tii[27,537] := {106} tii[27,538] := {304} tii[27,539] := {54} tii[27,540] := {224} tii[27,541] := {85} tii[27,542] := {178} tii[27,543] := {246} tii[27,544] := {252} tii[27,545] := {242} tii[27,546] := {19} tii[27,547] := {191} tii[27,548] := {52} tii[27,549] := {339} tii[27,550] := {8} tii[27,551] := {298} tii[27,552] := {189} tii[27,553] := {360} tii[27,554] := {351} tii[27,555] := {14} tii[27,556] := {0} tii[27,557] := {29} tii[27,558] := {139} tii[27,559] := {2} tii[27,560] := {1} cell#62 , |C| = 560 special orbit = [5, 5, 5, 1, 1] special rep = [[2, 2], [3, 1]] , dim = 420 cell rep = phi[[2, 2],[3, 1]]+phi[[2],[3, 3]] TII depth = 4 TII multiplicity polynomial = 280*X+140*X^2 TII subcells: tii[28,1] := {503} tii[28,2] := {311} tii[28,3] := {526} tii[28,4] := {460} tii[28,5] := {285, 451} tii[28,6] := {410} tii[28,7] := {541} tii[28,8] := {518} tii[28,9] := {399, 515} tii[28,10] := {449, 536} tii[28,11] := {485} tii[28,12] := {550} tii[28,13] := {546} tii[28,14] := {506, 533} tii[28,15] := {531, 547} tii[28,16] := {555} tii[28,17] := {557} tii[28,18] := {556, 559} tii[28,19] := {177} tii[28,20] := {352} tii[28,21] := {84} tii[28,22] := {229} tii[28,23] := {254} tii[28,24] := {419} tii[28,25] := {111} tii[28,26] := {400} tii[28,27] := {183} tii[28,28] := {252} tii[28,29] := {173} tii[28,30] := {174, 362} tii[28,31] := {286} tii[28,32] := {310} tii[28,33] := {209} tii[28,34] := {440} tii[28,35] := {459} tii[28,36] := {293} tii[28,37] := {294, 455} tii[28,38] := {87, 259} tii[28,39] := {357} tii[28,40] := {358, 497} tii[28,41] := {143, 329} tii[28,42] := {339} tii[28,43] := {361} tii[28,44] := {477} tii[28,45] := {490} tii[28,46] := {394} tii[28,47] := {395, 457} tii[28,48] := {312} tii[28,49] := {444} tii[28,50] := {445, 499} tii[28,51] := {283, 382} tii[28,52] := {514} tii[28,53] := {504, 538} tii[28,54] := {126} tii[28,55] := {288} tii[28,56] := {158} tii[28,57] := {442} tii[28,58] := {238} tii[28,59] := {307} tii[28,60] := {228, 409} tii[28,61] := {227} tii[28,62] := {149} tii[28,63] := {341} tii[28,64] := {364} tii[28,65] := {71} tii[28,66] := {211} tii[28,67] := {349, 487} tii[28,68] := {266} tii[28,69] := {479} tii[28,70] := {132, 317} tii[28,71] := {348} tii[28,72] := {262} tii[28,73] := {491} tii[28,74] := {118} tii[28,75] := {407, 521} tii[28,76] := {197, 385} tii[28,77] := {406} tii[28,78] := {330} tii[28,79] := {200} tii[28,80] := {176, 363} tii[28,81] := {390} tii[28,82] := {408} tii[28,83] := {265} tii[28,84] := {151} tii[28,85] := {131, 316} tii[28,86] := {507} tii[28,87] := {517} tii[28,88] := {436} tii[28,89] := {365} tii[28,90] := {296, 456} tii[28,91] := {319} tii[28,92] := {437, 488} tii[28,93] := {81, 268} tii[28,94] := {196, 381} tii[28,95] := {219} tii[28,96] := {338, 427} tii[28,97] := {481} tii[28,98] := {384} tii[28,99] := {360, 498} tii[28,100] := {482, 522} tii[28,101] := {367} tii[28,102] := {347, 417} tii[28,103] := {532} tii[28,104] := {289, 377} tii[28,105] := {425} tii[28,106] := {527, 548} tii[28,107] := {405, 470} tii[28,108] := {443, 501} tii[28,109] := {392} tii[28,110] := {284} tii[28,111] := {321} tii[28,112] := {181, 370} tii[28,113] := {509} tii[28,114] := {398} tii[28,115] := {250, 429} tii[28,116] := {448} tii[28,117] := {308} tii[28,118] := {434} tii[28,119] := {450} tii[28,120] := {373} tii[28,121] := {255} tii[28,122] := {234, 414} tii[28,123] := {528} tii[28,124] := {476, 516} tii[28,125] := {475} tii[28,126] := {534} tii[28,127] := {415} tii[28,128] := {411} tii[28,129] := {326} tii[28,130] := {172, 374} tii[28,131] := {512, 537} tii[28,132] := {511} tii[28,133] := {303, 466} tii[28,134] := {468} tii[28,135] := {389, 467} tii[28,136] := {454} tii[28,137] := {439, 489} tii[28,138] := {545} tii[28,139] := {354, 492} tii[28,140] := {393, 463} tii[28,141] := {495} tii[28,142] := {542, 553} tii[28,143] := {484, 523} tii[28,144] := {510, 540} tii[28,145] := {473} tii[28,146] := {452} tii[28,147] := {543} tii[28,148] := {505} tii[28,149] := {433, 496} tii[28,150] := {530} tii[28,151] := {552} tii[28,152] := {513} tii[28,153] := {474, 519} tii[28,154] := {551, 558} tii[28,155] := {535} tii[28,156] := {544, 554} tii[28,157] := {60} tii[28,158] := {50} tii[28,159] := {72} tii[28,160] := {133} tii[28,161] := {13} tii[28,162] := {93} tii[28,163] := {198} tii[28,164] := {37} tii[28,165] := {83} tii[28,166] := {134} tii[28,167] := {52} tii[28,168] := {27, 154} tii[28,169] := {110} tii[28,170] := {182} tii[28,171] := {62, 221} tii[28,172] := {96} tii[28,173] := {251} tii[28,174] := {235} tii[28,175] := {153} tii[28,176] := {127, 223} tii[28,177] := {304} tii[28,178] := {103} tii[28,179] := {31} tii[28,180] := {157} tii[28,181] := {136} tii[28,182] := {40} tii[28,183] := {205} tii[28,184] := {66} tii[28,185] := {77} tii[28,186] := {274} tii[28,187] := {124} tii[28,188] := {148} tii[28,189] := {125, 309} tii[28,190] := {57} tii[28,191] := {184} tii[28,192] := {85} tii[28,193] := {208} tii[28,194] := {53, 204} tii[28,195] := {104} tii[28,196] := {86, 258} tii[28,197] := {237, 416} tii[28,198] := {156} tii[28,199] := {236} tii[28,200] := {260} tii[28,201] := {20} tii[28,202] := {33} tii[28,203] := {141} tii[28,204] := {101} tii[28,205] := {97, 275} tii[28,206] := {47, 212} tii[28,207] := {163} tii[28,208] := {142, 327} tii[28,209] := {328} tii[28,210] := {45} tii[28,211] := {306, 469} tii[28,212] := {305} tii[28,213] := {313} tii[28,214] := {292, 372} tii[28,215] := {29, 155} tii[28,216] := {291} tii[28,217] := {39} tii[28,218] := {203} tii[28,219] := {140} tii[28,220] := {230, 325} tii[28,221] := {379} tii[28,222] := {355} tii[28,223] := {356, 430} tii[28,224] := {64, 222} tii[28,225] := {10, 113} tii[28,226] := {178, 278} tii[28,227] := {76} tii[28,228] := {401, 472} tii[28,229] := {94, 170} tii[28,230] := {199} tii[28,231] := {128} tii[28,232] := {239} tii[28,233] := {129, 315} tii[28,234] := {264} tii[28,235] := {318} tii[28,236] := {150} tii[28,237] := {193} tii[28,238] := {383} tii[28,239] := {80, 267} tii[28,240] := {194, 380} tii[28,241] := {218} tii[28,242] := {344} tii[28,243] := {345, 418} tii[28,244] := {366} tii[28,245] := {105} tii[28,246] := {256} tii[28,247] := {244} tii[28,248] := {245, 420} tii[28,249] := {48, 213} tii[28,250] := {424} tii[28,251] := {231, 333} tii[28,252] := {402} tii[28,253] := {403, 471} tii[28,254] := {287, 378} tii[28,255] := {164} tii[28,256] := {441, 502} tii[28,257] := {186, 281} tii[28,258] := {412} tii[28,259] := {340, 422} tii[28,260] := {464} tii[28,261] := {478, 524} tii[28,262] := {188} tii[28,263] := {58} tii[28,264] := {102} tii[28,265] := {175} tii[28,266] := {91} tii[28,267] := {241} tii[28,268] := {41} tii[28,269] := {88, 261} tii[28,270] := {130} tii[28,271] := {295} tii[28,272] := {210} tii[28,273] := {78} tii[28,274] := {61} tii[28,275] := {144, 331} tii[28,276] := {195} tii[28,277] := {147} tii[28,278] := {359} tii[28,279] := {69} tii[28,280] := {56, 207} tii[28,281] := {346} tii[28,282] := {257} tii[28,283] := {26, 162} tii[28,284] := {192} tii[28,285] := {116} tii[28,286] := {100, 277} tii[28,287] := {232, 334} tii[28,288] := {404} tii[28,289] := {138, 225} tii[28,290] := {253} tii[28,291] := {180, 369} tii[28,292] := {108} tii[28,293] := {320} tii[28,294] := {179} tii[28,295] := {297} tii[28,296] := {201} tii[28,297] := {371} tii[28,298] := {122, 322} tii[28,299] := {249, 426} tii[28,300] := {73} tii[28,301] := {167} tii[28,302] := {272} tii[28,303] := {248} tii[28,304] := {428} tii[28,305] := {107} tii[28,306] := {396} tii[28,307] := {90, 263} tii[28,308] := {314} tii[28,309] := {397, 458} tii[28,310] := {152} tii[28,311] := {413} tii[28,312] := {43} tii[28,313] := {301, 461} tii[28,314] := {82, 269} tii[28,315] := {300} tii[28,316] := {216} tii[28,317] := {290, 386} tii[28,318] := {51, 217} tii[28,319] := {146, 332} tii[28,320] := {166} tii[28,321] := {446} tii[28,322] := {465} tii[28,323] := {447, 500} tii[28,324] := {342, 423} tii[28,325] := {220} tii[28,326] := {32, 169} tii[28,327] := {189, 280} tii[28,328] := {243, 337} tii[28,329] := {480, 525} tii[28,330] := {453} tii[28,331] := {247, 421} tii[28,332] := {271} tii[28,333] := {494} tii[28,334] := {391, 462} tii[28,335] := {242, 335} tii[28,336] := {508, 539} tii[28,337] := {350} tii[28,338] := {233} tii[28,339] := {302} tii[28,340] := {438} tii[28,341] := {202} tii[28,342] := {368} tii[28,343] := {123, 323} tii[28,344] := {353} tii[28,345] := {343, 431} tii[28,346] := {273} tii[28,347] := {483} tii[28,348] := {299, 388} tii[28,349] := {486} tii[28,350] := {435, 493} tii[28,351] := {375} tii[28,352] := {520} tii[28,353] := {351, 432} tii[28,354] := {529, 549} tii[28,355] := {4} tii[28,356] := {18} tii[28,357] := {12} tii[28,358] := {36} tii[28,359] := {30} tii[28,360] := {7} tii[28,361] := {16} tii[28,362] := {65} tii[28,363] := {23} tii[28,364] := {11, 109} tii[28,365] := {28} tii[28,366] := {19} tii[28,367] := {95} tii[28,368] := {6} tii[28,369] := {35, 168} tii[28,370] := {63} tii[28,371] := {44} tii[28,372] := {3, 74} tii[28,373] := {59, 121} tii[28,374] := {38} tii[28,375] := {139} tii[28,376] := {9, 112} tii[28,377] := {75} tii[28,378] := {92, 171} tii[28,379] := {70} tii[28,380] := {42} tii[28,381] := {117} tii[28,382] := {68} tii[28,383] := {54} tii[28,384] := {55, 206} tii[28,385] := {17} tii[28,386] := {21} tii[28,387] := {25, 161} tii[28,388] := {115} tii[28,389] := {160} tii[28,390] := {99, 276} tii[28,391] := {98} tii[28,392] := {137, 224} tii[28,393] := {14, 119} tii[28,394] := {67} tii[28,395] := {24, 159} tii[28,396] := {215} tii[28,397] := {191, 376} tii[28,398] := {190} tii[28,399] := {8} tii[28,400] := {114} tii[28,401] := {185, 279} tii[28,402] := {5, 79} tii[28,403] := {135, 226} tii[28,404] := {270} tii[28,405] := {240, 336} tii[28,406] := {89} tii[28,407] := {34} tii[28,408] := {145} tii[28,409] := {106} tii[28,410] := {49, 214} tii[28,411] := {22} tii[28,412] := {246} tii[28,413] := {165} tii[28,414] := {15, 120} tii[28,415] := {187, 282} tii[28,416] := {324} tii[28,417] := {298, 387} tii[28,418] := {1} tii[28,419] := {2} tii[28,420] := {0, 46} cell#63 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {418} tii[27,2] := {522} tii[27,3] := {509} tii[27,4] := {417} tii[27,5] := {271} tii[27,6] := {521} tii[27,7] := {544} tii[27,8] := {552} tii[27,9] := {493} tii[27,10] := {549} tii[27,11] := {428} tii[27,12] := {532} tii[27,13] := {456} tii[27,14] := {546} tii[27,15] := {558} tii[27,16] := {559} tii[27,17] := {147} tii[27,18] := {369} tii[27,19] := {496} tii[27,20] := {215} tii[27,21] := {264} tii[27,22] := {348} tii[27,23] := {146} tii[27,24] := {444} tii[27,25] := {317} tii[27,26] := {213} tii[27,27] := {160} tii[27,28] := {466} tii[27,29] := {72} tii[27,30] := {263} tii[27,31] := {506} tii[27,32] := {354} tii[27,33] := {131} tii[27,34] := {347} tii[27,35] := {531} tii[27,36] := {400} tii[27,37] := {371} tii[27,38] := {498} tii[27,39] := {326} tii[27,40] := {268} tii[27,41] := {373} tii[27,42] := {447} tii[27,43] := {277} tii[27,44] := {361} tii[27,45] := {306} tii[27,46] := {434} tii[27,47] := {490} tii[27,48] := {524} tii[27,49] := {538} tii[27,50] := {499} tii[27,51] := {203} tii[27,52] := {272} tii[27,53] := {321} tii[27,54] := {396} tii[27,55] := {480} tii[27,56] := {202} tii[27,57] := {260} tii[27,58] := {370} tii[27,59] := {214} tii[27,60] := {158} tii[27,61] := {329} tii[27,62] := {529} tii[27,63] := {270} tii[27,64] := {404} tii[27,65] := {111} tii[27,66] := {320} tii[27,67] := {377} tii[27,68] := {497} tii[27,69] := {239} tii[27,70] := {545} tii[27,71] := {443} tii[27,72] := {183} tii[27,73] := {395} tii[27,74] := {438} tii[27,75] := {316} tii[27,76] := {460} tii[27,77] := {419} tii[27,78] := {380} tii[27,79] := {163} tii[27,80] := {262} tii[27,81] := {430} tii[27,82] := {44} tii[27,83] := {523} tii[27,84] := {381} tii[27,85] := {327} tii[27,86] := {424} tii[27,87] := {511} tii[27,88] := {426} tii[27,89] := {483} tii[27,90] := {346} tii[27,91] := {388} tii[27,92] := {458} tii[27,93] := {92} tii[27,94] := {362} tii[27,95] := {412} tii[27,96] := {334} tii[27,97] := {471} tii[27,98] := {473} tii[27,99] := {534} tii[27,100] := {515} tii[27,101] := {219} tii[27,102] := {462} tii[27,103] := {482} tii[27,104] := {540} tii[27,105] := {255} tii[27,106] := {173} tii[27,107] := {452} tii[27,108] := {501} tii[27,109] := {548} tii[27,110] := {525} tii[27,111] := {514} tii[27,112] := {536} tii[27,113] := {259} tii[27,114] := {328} tii[27,115] := {449} tii[27,116] := {157} tii[27,117] := {376} tii[27,118] := {479} tii[27,119] := {238} tii[27,120] := {437} tii[27,121] := {459} tii[27,122] := {315} tii[27,123] := {379} tii[27,124] := {261} tii[27,125] := {485} tii[27,126] := {383} tii[27,127] := {510} tii[27,128] := {429} tii[27,129] := {464} tii[27,130] := {539} tii[27,131] := {112} tii[27,132] := {425} tii[27,133] := {345} tii[27,134] := {450} tii[27,135] := {414} tii[27,136] := {533} tii[27,137] := {457} tii[27,138] := {387} tii[27,139] := {503} tii[27,140] := {508} tii[27,141] := {184} tii[27,142] := {472} tii[27,143] := {152} tii[27,144] := {461} tii[27,145] := {332} tii[27,146] := {481} tii[27,147] := {550} tii[27,148] := {530} tii[27,149] := {287} tii[27,150] := {451} tii[27,151] := {233} tii[27,152] := {500} tii[27,153] := {554} tii[27,154] := {541} tii[27,155] := {367} tii[27,156] := {513} tii[27,157] := {309} tii[27,158] := {535} tii[27,159] := {465} tii[27,160] := {495} tii[27,161] := {491} tii[27,162] := {431} tii[27,163] := {527} tii[27,164] := {555} tii[27,165] := {520} tii[27,166] := {386} tii[27,167] := {512} tii[27,168] := {557} tii[27,169] := {551} tii[27,170] := {542} tii[27,171] := {553} tii[27,172] := {556} tii[27,173] := {101} tii[27,174] := {161} tii[27,175] := {210} tii[27,176] := {45} tii[27,177] := {295} tii[27,178] := {93} tii[27,179] := {65} tii[27,180] := {40} tii[27,181] := {116} tii[27,182] := {21} tii[27,183] := {247} tii[27,184] := {159} tii[27,185] := {26} tii[27,186] := {88} tii[27,187] := {57} tii[27,188] := {301} tii[27,189] := {240} tii[27,190] := {165} tii[27,191] := {212} tii[27,192] := {199} tii[27,193] := {124} tii[27,194] := {170} tii[27,195] := {297} tii[27,196] := {352} tii[27,197] := {201} tii[27,198] := {76} tii[27,199] := {269} tii[27,200] := {110} tii[27,201] := {319} tii[27,202] := {135} tii[27,203] := {182} tii[27,204] := {394} tii[27,205] := {257} tii[27,206] := {102} tii[27,207] := {420} tii[27,208] := {108} tii[27,209] := {324} tii[27,210] := {43} tii[27,211] := {204} tii[27,212] := {115} tii[27,213] := {162} tii[27,214] := {302} tii[27,215] := {382} tii[27,216] := {20} tii[27,217] := {71} tii[27,218] := {484} tii[27,219] := {211} tii[27,220] := {374} tii[27,221] := {74} tii[27,222] := {78} tii[27,223] := {91} tii[27,224] := {289} tii[27,225] := {180} tii[27,226] := {353} tii[27,227] := {335} tii[27,228] := {413} tii[27,229] := {56} tii[27,230] := {49} tii[27,231] := {130} tii[27,232] := {435} tii[27,233] := {133} tii[27,234] := {516} tii[27,235] := {296} tii[27,236] := {24} tii[27,237] := {164} tii[27,238] := {421} tii[27,239] := {445} tii[27,240] := {276} tii[27,241] := {266} tii[27,242] := {218} tii[27,243] := {105} tii[27,244] := {223} tii[27,245] := {16} tii[27,246] := {198} tii[27,247] := {60} tii[27,248] := {123} tii[27,249] := {406} tii[27,250] := {225} tii[27,251] := {468} tii[27,252] := {172} tii[27,253] := {254} tii[27,254] := {488} tii[27,255] := {314} tii[27,256] := {350} tii[27,257] := {229} tii[27,258] := {177} tii[27,259] := {99} tii[27,260] := {517} tii[27,261] := {399} tii[27,262] := {251} tii[27,263] := {200} tii[27,264] := {107} tii[27,265] := {267} tii[27,266] := {403} tii[27,267] := {149} tii[27,268] := {318} tii[27,269] := {41} tii[27,270] := {79} tii[27,271] := {179} tii[27,272] := {230} tii[27,273] := {393} tii[27,274] := {356} tii[27,275] := {442} tii[27,276] := {89} tii[27,277] := {217} tii[27,278] := {273} tii[27,279] := {103} tii[27,280] := {372} tii[27,281] := {402} tii[27,282] := {322} tii[27,283] := {66} tii[27,284] := {51} tii[27,285] := {222} tii[27,286] := {253} tii[27,287] := {226} tii[27,288] := {311} tii[27,289] := {477} tii[27,290] := {303} tii[27,291] := {171} tii[27,292] := {433} tii[27,293] := {125} tii[27,294] := {175} tii[27,295] := {357} tii[27,296] := {283} tii[27,297] := {455} tii[27,298] := {397} tii[27,299] := {194} tii[27,300] := {188} tii[27,301] := {249} tii[27,302] := {492} tii[27,303] := {440} tii[27,304] := {423} tii[27,305] := {221} tii[27,306] := {337} tii[27,307] := {408} tii[27,308] := {470} tii[27,309] := {519} tii[27,310] := {475} tii[27,311] := {114} tii[27,312] := {186} tii[27,313] := {148} tii[27,314] := {156} tii[27,315] := {113} tii[27,316] := {355} tii[27,317] := {75} tii[27,318] := {109} tii[27,319] := {265} tii[27,320] := {216} tii[27,321] := {185} tii[27,322] := {117} tii[27,323] := {134} tii[27,324] := {401} tii[27,325] := {80} tii[27,326] := {181} tii[27,327] := {237} tii[27,328] := {349} tii[27,329] := {153} tii[27,330] := {333} tii[27,331] := {47} tii[27,332] := {275} tii[27,333] := {323} tii[27,334] := {288} tii[27,335] := {282} tii[27,336] := {234} tii[27,337] := {313} tii[27,338] := {228} tii[27,339] := {368} tii[27,340] := {95} tii[27,341] := {398} tii[27,342] := {33} tii[27,343] := {284} tii[27,344] := {441} tii[27,345] := {143} tii[27,346] := {310} tii[27,347] := {258} tii[27,348] := {448} tii[27,349] := {209} tii[27,350] := {155} tii[27,351] := {325} tii[27,352] := {205} tii[27,353] := {73} tii[27,354] := {375} tii[27,355] := {405} tii[27,356] := {478} tii[27,357] := {167} tii[27,358] := {294} tii[27,359] := {119} tii[27,360] := {236} tii[27,361] := {290} tii[27,362] := {132} tii[27,363] := {436} tii[27,364] := {104} tii[27,365] := {25} tii[27,366] := {274} tii[27,367] := {207} tii[27,368] := {330} tii[27,369] := {378} tii[27,370] := {385} tii[27,371] := {446} tii[27,372] := {422} tii[27,373] := {151} tii[27,374] := {121} tii[27,375] := {507} tii[27,376] := {358} tii[27,377] := {83} tii[27,378] := {281} tii[27,379] := {341} tii[27,380] := {176} tii[27,381] := {365} tii[27,382] := {285} tii[27,383] := {312} tii[27,384] := {17} tii[27,385] := {344} tii[27,386] := {416} tii[27,387] := {61} tii[27,388] := {292} tii[27,389] := {227} tii[27,390] := {407} tii[27,391] := {342} tii[27,392] := {469} tii[27,393] := {439} tii[27,394] := {489} tii[27,395] := {232} tii[27,396] := {250} tii[27,397] := {300} tii[27,398] := {364} tii[27,399] := {100} tii[27,400] := {476} tii[27,401] := {308} tii[27,402] := {244} tii[27,403] := {518} tii[27,404] := {69} tii[27,405] := {463} tii[27,406] := {31} tii[27,407] := {487} tii[27,408] := {278} tii[27,409] := {389} tii[27,410] := {128} tii[27,411] := {391} tii[27,412] := {453} tii[27,413] := {502} tii[27,414] := {197} tii[27,415] := {141} tii[27,416] := {411} tii[27,417] := {504} tii[27,418] := {537} tii[27,419] := {208} tii[27,420] := {166} tii[27,421] := {293} tii[27,422] := {206} tii[27,423] := {384} tii[27,424] := {427} tii[27,425] := {409} tii[27,426] := {120} tii[27,427] := {340} tii[27,428] := {415} tii[27,429] := {343} tii[27,430] := {474} tii[27,431] := {291} tii[27,432] := {392} tii[27,433] := {505} tii[27,434] := {363} tii[27,435] := {299} tii[27,436] := {494} tii[27,437] := {336} tii[27,438] := {486} tii[27,439] := {432} tii[27,440] := {84} tii[27,441] := {390} tii[27,442] := {526} tii[27,443] := {245} tii[27,444] := {410} tii[27,445] := {528} tii[27,446] := {547} tii[27,447] := {467} tii[27,448] := {543} tii[27,449] := {22} tii[27,450] := {58} tii[27,451] := {11} tii[27,452] := {36} tii[27,453] := {5} tii[27,454] := {64} tii[27,455] := {70} tii[27,456] := {42} tii[27,457] := {48} tii[27,458] := {129} tii[27,459] := {90} tii[27,460] := {10} tii[27,461] := {220} tii[27,462] := {23} tii[27,463] := {67} tii[27,464] := {168} tii[27,465] := {27} tii[27,466] := {35} tii[27,467] := {256} tii[27,468] := {15} tii[27,469] := {59} tii[27,470] := {126} tii[27,471] := {174} tii[27,472] := {4} tii[27,473] := {6} tii[27,474] := {98} tii[27,475] := {63} tii[27,476] := {195} tii[27,477] := {39} tii[27,478] := {122} tii[27,479] := {193} tii[27,480] := {13} tii[27,481] := {87} tii[27,482] := {145} tii[27,483] := {137} tii[27,484] := {97} tii[27,485] := {154} tii[27,486] := {118} tii[27,487] := {235} tii[27,488] := {150} tii[27,489] := {46} tii[27,490] := {9} tii[27,491] := {331} tii[27,492] := {50} tii[27,493] := {82} tii[27,494] := {286} tii[27,495] := {231} tii[27,496] := {32} tii[27,497] := {94} tii[27,498] := {280} tii[27,499] := {366} tii[27,500] := {34} tii[27,501] := {3} tii[27,502] := {62} tii[27,503] := {18} tii[27,504] := {307} tii[27,505] := {142} tii[27,506] := {243} tii[27,507] := {68} tii[27,508] := {38} tii[27,509] := {30} tii[27,510] := {169} tii[27,511] := {248} tii[27,512] := {338} tii[27,513] := {454} tii[27,514] := {53} tii[27,515] := {127} tii[27,516] := {86} tii[27,517] := {12} tii[27,518] := {144} tii[27,519] := {96} tii[27,520] := {7} tii[27,521] := {359} tii[27,522] := {187} tii[27,523] := {140} tii[27,524] := {196} tii[27,525] := {190} tii[27,526] := {279} tii[27,527] := {28} tii[27,528] := {138} tii[27,529] := {241} tii[27,530] := {305} tii[27,531] := {77} tii[27,532] := {81} tii[27,533] := {55} tii[27,534] := {136} tii[27,535] := {37} tii[27,536] := {192} tii[27,537] := {106} tii[27,538] := {304} tii[27,539] := {54} tii[27,540] := {224} tii[27,541] := {85} tii[27,542] := {178} tii[27,543] := {246} tii[27,544] := {252} tii[27,545] := {242} tii[27,546] := {19} tii[27,547] := {191} tii[27,548] := {52} tii[27,549] := {339} tii[27,550] := {8} tii[27,551] := {298} tii[27,552] := {189} tii[27,553] := {360} tii[27,554] := {351} tii[27,555] := {14} tii[27,556] := {0} tii[27,557] := {29} tii[27,558] := {139} tii[27,559] := {2} tii[27,560] := {1} cell#64 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {449} tii[27,2] := {480} tii[27,3] := {544} tii[27,4] := {475} tii[27,5] := {406} tii[27,6] := {496} tii[27,7] := {557} tii[27,8] := {559} tii[27,9] := {534} tii[27,10] := {495} tii[27,11] := {525} tii[27,12] := {555} tii[27,13] := {548} tii[27,14] := {558} tii[27,15] := {545} tii[27,16] := {553} tii[27,17] := {92} tii[27,18] := {399} tii[27,19] := {438} tii[27,20] := {244} tii[27,21] := {175} tii[27,22] := {231} tii[27,23] := {115} tii[27,24] := {492} tii[27,25] := {382} tii[27,26] := {273} tii[27,27] := {297} tii[27,28] := {408} tii[27,29] := {118} tii[27,30] := {189} tii[27,31] := {538} tii[27,32] := {409} tii[27,33] := {171} tii[27,34] := {259} tii[27,35] := {550} tii[27,36] := {445} tii[27,37] := {433} tii[27,38] := {354} tii[27,39] := {383} tii[27,40] := {402} tii[27,41] := {188} tii[27,42] := {500} tii[27,43] := {332} tii[27,44] := {426} tii[27,45] := {468} tii[27,46] := {258} tii[27,47] := {523} tii[27,48] := {411} tii[27,49] := {447} tii[27,50] := {363} tii[27,51] := {133} tii[27,52] := {300} tii[27,53] := {228} tii[27,54] := {286} tii[27,55] := {524} tii[27,56] := {162} tii[27,57] := {181} tii[27,58] := {432} tii[27,59] := {352} tii[27,60] := {186} tii[27,61] := {353} tii[27,62] := {551} tii[27,63] := {329} tii[27,64] := {457} tii[27,65] := {165} tii[27,66] := {241} tii[27,67] := {283} tii[27,68] := {456} tii[27,69] := {256} tii[27,70] := {556} tii[27,71] := {488} tii[27,72] := {224} tii[27,73] := {317} tii[27,74] := {340} tii[27,75] := {233} tii[27,76] := {491} tii[27,77] := {476} tii[27,78] := {405} tii[27,79] := {298} tii[27,80] := {289} tii[27,81] := {453} tii[27,82] := {139} tii[27,83] := {407} tii[27,84] := {434} tii[27,85] := {451} tii[27,86] := {239} tii[27,87] := {537} tii[27,88] := {338} tii[27,89] := {529} tii[27,90] := {365} tii[27,91] := {413} tii[27,92] := {484} tii[27,93] := {204} tii[27,94] := {506} tii[27,95] := {470} tii[27,96] := {387} tii[27,97] := {315} tii[27,98] := {392} tii[27,99] := {549} tii[27,100] := {543} tii[27,101] := {350} tii[27,102] := {390} tii[27,103] := {513} tii[27,104] := {458} tii[27,105] := {425} tii[27,106] := {308} tii[27,107] := {482} tii[27,108] := {440} tii[27,109] := {489} tii[27,110] := {418} tii[27,111] := {535} tii[27,112] := {511} tii[27,113] := {215} tii[27,114] := {385} tii[27,115] := {497} tii[27,116] := {218} tii[27,117] := {295} tii[27,118] := {520} tii[27,119] := {280} tii[27,120] := {371} tii[27,121] := {509} tii[27,122] := {270} tii[27,123] := {435} tii[27,124] := {327} tii[27,125] := {526} tii[27,126] := {493} tii[27,127] := {546} tii[27,128] := {477} tii[27,129] := {293} tii[27,130] := {455} tii[27,131] := {238} tii[27,132] := {348} tii[27,133] := {389} tii[27,134] := {501} tii[27,135] := {532} tii[27,136] := {554} tii[27,137] := {508} tii[27,138] := {437} tii[27,139] := {369} tii[27,140] := {540} tii[27,141] := {314} tii[27,142] := {423} tii[27,143] := {290} tii[27,144] := {401} tii[27,145] := {452} tii[27,146] := {528} tii[27,147] := {498} tii[27,148] := {552} tii[27,149] := {417} tii[27,150] := {504} tii[27,151] := {366} tii[27,152] := {467} tii[27,153] := {521} tii[27,154] := {463} tii[27,155] := {507} tii[27,156] := {542} tii[27,157] := {473} tii[27,158] := {519} tii[27,159] := {510} tii[27,160] := {347} tii[27,161] := {533} tii[27,162] := {478} tii[27,163] := {422} tii[27,164] := {527} tii[27,165] := {400} tii[27,166] := {502} tii[27,167] := {547} tii[27,168] := {541} tii[27,169] := {503} tii[27,170] := {466} tii[27,171] := {518} tii[27,172] := {530} tii[27,173] := {60} tii[27,174] := {192} tii[27,175] := {128} tii[27,176] := {20} tii[27,177] := {178} tii[27,178] := {35} tii[27,179] := {48} tii[27,180] := {28} tii[27,181] := {167} tii[27,182] := {49} tii[27,183] := {302} tii[27,184] := {98} tii[27,185] := {14} tii[27,186] := {45} tii[27,187] := {86} tii[27,188] := {344} tii[27,189] := {155} tii[27,190] := {220} tii[27,191] := {63} tii[27,192] := {269} tii[27,193] := {169} tii[27,194] := {41} tii[27,195] := {111} tii[27,196] := {160} tii[27,197] := {132} tii[27,198] := {37} tii[27,199] := {299} tii[27,200] := {136} tii[27,201] := {227} tii[27,202] := {59} tii[27,203] := {201} tii[27,204] := {285} tii[27,205] := {180} tii[27,206] := {77} tii[27,207] := {450} tii[27,208] := {64} tii[27,209] := {351} tii[27,210] := {79} tii[27,211] := {234} tii[27,212] := {243} tii[27,213] := {219} tii[27,214] := {357} tii[27,215] := {404} tii[27,216] := {95} tii[27,217] := {51} tii[27,218] := {514} tii[27,219] := {142} tii[27,220] := {282} tii[27,221] := {94} tii[27,222] := {38} tii[27,223] := {124} tii[27,224] := {310} tii[27,225] := {90} tii[27,226] := {398} tii[27,227] := {358} tii[27,228] := {441} tii[27,229] := {152} tii[27,230] := {30} tii[27,231] := {75} tii[27,232] := {339} tii[27,233] := {151} tii[27,234] := {536} tii[27,235] := {207} tii[27,236] := {50} tii[27,237] := {296} tii[27,238] := {337} tii[27,239] := {481} tii[27,240] := {301} tii[27,241] := {97} tii[27,242] := {275} tii[27,243] := {135} tii[27,244] := {129} tii[27,245] := {32} tii[27,246] := {372} tii[27,247] := {87} tii[27,248] := {250} tii[27,249] := {439} tii[27,250] := {71} tii[27,251] := {391} tii[27,252] := {221} tii[27,253] := {326} tii[27,254] := {512} tii[27,255] := {343} tii[27,256] := {154} tii[27,257] := {249} tii[27,258] := {200} tii[27,259] := {127} tii[27,260] := {479} tii[27,261] := {212} tii[27,262] := {287} tii[27,263] := {161} tii[27,264] := {81} tii[27,265] := {328} tii[27,266] := {454} tii[27,267] := {216} tii[27,268] := {240} tii[27,269] := {137} tii[27,270] := {53} tii[27,271] := {112} tii[27,272] := {278} tii[27,273] := {316} tii[27,274] := {414} tii[27,275] := {485} tii[27,276] := {202} tii[27,277] := {349} tii[27,278] := {330} tii[27,279] := {163} tii[27,280] := {292} tii[27,281] := {459} tii[27,282] := {140} tii[27,283] := {182} tii[27,284] := {84} tii[27,285] := {147} tii[27,286] := {424} tii[27,287] := {276} tii[27,288] := {380} tii[27,289] := {516} tii[27,290] := {360} tii[27,291] := {306} tii[27,292] := {368} tii[27,293] := {252} tii[27,294] := {222} tii[27,295] := {419} tii[27,296] := {106} tii[27,297] := {490} tii[27,298] := {205} tii[27,299] := {376} tii[27,300] := {225} tii[27,301] := {323} tii[27,302] := {444} tii[27,303] := {266} tii[27,304] := {237} tii[27,305] := {359} tii[27,306] := {146} tii[27,307] := {465} tii[27,308] := {313} tii[27,309] := {395} tii[27,310] := {321} tii[27,311] := {65} tii[27,312] := {91} tii[27,313] := {116} tii[27,314] := {100} tii[27,315] := {138} tii[27,316] := {412} tii[27,317] := {119} tii[27,318] := {82} tii[27,319] := {191} tii[27,320] := {274} tii[27,321] := {203} tii[27,322] := {67} tii[27,323] := {172} tii[27,324] := {448} tii[27,325] := {54} tii[27,326] := {114} tii[27,327] := {131} tii[27,328] := {261} tii[27,329] := {185} tii[27,330] := {356} tii[27,331] := {80} tii[27,332] := {331} tii[27,333] := {141} tii[27,334] := {307} tii[27,335] := {177} tii[27,336] := {255} tii[27,337] := {381} tii[27,338] := {277} tii[27,339] := {397} tii[27,340] := {125} tii[27,341] := {206} tii[27,342] := {56} tii[27,343] := {107} tii[27,344] := {267} tii[27,345] := {174} tii[27,346] := {342} tii[27,347] := {214} tii[27,348] := {494} tii[27,349] := {143} tii[27,350] := {120} tii[27,351] := {384} tii[27,352] := {271} tii[27,353] := {187} tii[27,354] := {294} tii[27,355] := {460} tii[27,356] := {517} tii[27,357] := {101} tii[27,358] := {179} tii[27,359] := {83} tii[27,360] := {156} tii[27,361] := {334} tii[27,362] := {257} tii[27,363] := {370} tii[27,364] := {235} tii[27,365] := {96} tii[27,366] := {403} tii[27,367] := {236} tii[27,368] := {386} tii[27,369] := {190} tii[27,370] := {410} tii[27,371] := {499} tii[27,372] := {346} tii[27,373] := {217} tii[27,374] := {144} tii[27,375] := {539} tii[27,376] := {416} tii[27,377] := {122} tii[27,378] := {196} tii[27,379] := {230} tii[27,380] := {311} tii[27,381] := {431} tii[27,382] := {333} tii[27,383] := {469} tii[27,384] := {70} tii[27,385] := {361} tii[27,386] := {446} tii[27,387] := {153} tii[27,388] := {312} tii[27,389] := {362} tii[27,390] := {464} tii[27,391] := {148} tii[27,392] := {421} tii[27,393] := {260} tii[27,394] := {522} tii[27,395] := {279} tii[27,396] := {429} tii[27,397] := {319} tii[27,398] := {394} tii[27,399] := {211} tii[27,400] := {324} tii[27,401] := {378} tii[27,402] := {281} tii[27,403] := {487} tii[27,404] := {183} tii[27,405] := {291} tii[27,406] := {105} tii[27,407] := {515} tii[27,408] := {415} tii[27,409] := {194} tii[27,410] := {253} tii[27,411] := {284} tii[27,412] := {505} tii[27,413] := {367} tii[27,414] := {377} tii[27,415] := {265} tii[27,416] := {442} tii[27,417] := {374} tii[27,418] := {443} tii[27,419] := {166} tii[27,420] := {121} tii[27,421] := {208} tii[27,422] := {272} tii[27,423] := {436} tii[27,424] := {242} tii[27,425] := {462} tii[27,426] := {168} tii[27,427] := {248} tii[27,428] := {474} tii[27,429] := {388} tii[27,430] := {318} tii[27,431] := {335} tii[27,432] := {197} tii[27,433] := {379} tii[27,434] := {430} tii[27,435] := {336} tii[27,436] := {345} tii[27,437] := {461} tii[27,438] := {531} tii[27,439] := {246} tii[27,440] := {193} tii[27,441] := {304} tii[27,442] := {420} tii[27,443] := {373} tii[27,444] := {472} tii[27,445] := {427} tii[27,446] := {486} tii[27,447] := {303} tii[27,448] := {471} tii[27,449] := {9} tii[27,450] := {19} tii[27,451] := {5} tii[27,452] := {12} tii[27,453] := {1} tii[27,454] := {4} tii[27,455] := {36} tii[27,456] := {61} tii[27,457] := {21} tii[27,458] := {58} tii[27,459] := {109} tii[27,460] := {27} tii[27,461] := {245} tii[27,462] := {13} tii[27,463] := {93} tii[27,464] := {89} tii[27,465] := {10} tii[27,466] := {57} tii[27,467] := {288} tii[27,468] := {6} tii[27,469] := {26} tii[27,470] := {150} tii[27,471] := {198} tii[27,472] := {15} tii[27,473] := {2} tii[27,474] := {11} tii[27,475] := {88} tii[27,476] := {232} tii[27,477] := {78} tii[27,478] := {72} tii[27,479] := {251} tii[27,480] := {31} tii[27,481] := {123} tii[27,482] := {213} tii[27,483] := {24} tii[27,484] := {126} tii[27,485] := {99} tii[27,486] := {66} tii[27,487] := {130} tii[27,488] := {184} tii[27,489] := {29} tii[27,490] := {62} tii[27,491] := {355} tii[27,492] := {22} tii[27,493] := {102} tii[27,494] := {305} tii[27,495] := {254} tii[27,496] := {16} tii[27,497] := {47} tii[27,498] := {176} tii[27,499] := {396} tii[27,500] := {110} tii[27,501] := {40} tii[27,502] := {159} tii[27,503] := {8} tii[27,504] := {341} tii[27,505] := {25} tii[27,506] := {262} tii[27,507] := {117} tii[27,508] := {134} tii[27,509] := {55} tii[27,510] := {108} tii[27,511] := {309} tii[27,512] := {229} tii[27,513] := {483} tii[27,514] := {68} tii[27,515] := {170} tii[27,516] := {199} tii[27,517] := {69} tii[27,518] := {322} tii[27,519] := {210} tii[27,520] := {17} tii[27,521] := {393} tii[27,522] := {44} tii[27,523] := {173} tii[27,524] := {268} tii[27,525] := {209} tii[27,526] := {195} tii[27,527] := {103} tii[27,528] := {263} tii[27,529] := {73} tii[27,530] := {375} tii[27,531] := {52} tii[27,532] := {42} tii[27,533] := {33} tii[27,534] := {76} tii[27,535] := {18} tii[27,536] := {46} tii[27,537] := {164} tii[27,538] := {364} tii[27,539] := {85} tii[27,540] := {149} tii[27,541] := {104} tii[27,542] := {223} tii[27,543] := {264} tii[27,544] := {325} tii[27,545] := {74} tii[27,546] := {34} tii[27,547] := {226} tii[27,548] := {145} tii[27,549] := {247} tii[27,550] := {43} tii[27,551] := {113} tii[27,552] := {320} tii[27,553] := {428} tii[27,554] := {157} tii[27,555] := {3} tii[27,556] := {0} tii[27,557] := {39} tii[27,558] := {158} tii[27,559] := {7} tii[27,560] := {23} cell#65 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {449} tii[27,2] := {480} tii[27,3] := {544} tii[27,4] := {475} tii[27,5] := {406} tii[27,6] := {496} tii[27,7] := {557} tii[27,8] := {559} tii[27,9] := {534} tii[27,10] := {495} tii[27,11] := {525} tii[27,12] := {555} tii[27,13] := {548} tii[27,14] := {558} tii[27,15] := {545} tii[27,16] := {553} tii[27,17] := {92} tii[27,18] := {399} tii[27,19] := {438} tii[27,20] := {244} tii[27,21] := {175} tii[27,22] := {231} tii[27,23] := {115} tii[27,24] := {492} tii[27,25] := {382} tii[27,26] := {273} tii[27,27] := {297} tii[27,28] := {408} tii[27,29] := {118} tii[27,30] := {189} tii[27,31] := {538} tii[27,32] := {409} tii[27,33] := {171} tii[27,34] := {259} tii[27,35] := {550} tii[27,36] := {445} tii[27,37] := {433} tii[27,38] := {354} tii[27,39] := {383} tii[27,40] := {402} tii[27,41] := {188} tii[27,42] := {500} tii[27,43] := {332} tii[27,44] := {426} tii[27,45] := {468} tii[27,46] := {258} tii[27,47] := {523} tii[27,48] := {411} tii[27,49] := {447} tii[27,50] := {363} tii[27,51] := {133} tii[27,52] := {300} tii[27,53] := {228} tii[27,54] := {286} tii[27,55] := {524} tii[27,56] := {162} tii[27,57] := {181} tii[27,58] := {432} tii[27,59] := {352} tii[27,60] := {186} tii[27,61] := {353} tii[27,62] := {551} tii[27,63] := {329} tii[27,64] := {457} tii[27,65] := {165} tii[27,66] := {241} tii[27,67] := {283} tii[27,68] := {456} tii[27,69] := {256} tii[27,70] := {556} tii[27,71] := {488} tii[27,72] := {224} tii[27,73] := {317} tii[27,74] := {340} tii[27,75] := {233} tii[27,76] := {491} tii[27,77] := {476} tii[27,78] := {405} tii[27,79] := {298} tii[27,80] := {289} tii[27,81] := {453} tii[27,82] := {139} tii[27,83] := {407} tii[27,84] := {434} tii[27,85] := {451} tii[27,86] := {239} tii[27,87] := {537} tii[27,88] := {338} tii[27,89] := {529} tii[27,90] := {365} tii[27,91] := {413} tii[27,92] := {484} tii[27,93] := {204} tii[27,94] := {506} tii[27,95] := {470} tii[27,96] := {387} tii[27,97] := {315} tii[27,98] := {392} tii[27,99] := {549} tii[27,100] := {543} tii[27,101] := {350} tii[27,102] := {390} tii[27,103] := {513} tii[27,104] := {458} tii[27,105] := {425} tii[27,106] := {308} tii[27,107] := {482} tii[27,108] := {440} tii[27,109] := {489} tii[27,110] := {418} tii[27,111] := {535} tii[27,112] := {511} tii[27,113] := {215} tii[27,114] := {385} tii[27,115] := {497} tii[27,116] := {218} tii[27,117] := {295} tii[27,118] := {520} tii[27,119] := {280} tii[27,120] := {371} tii[27,121] := {509} tii[27,122] := {270} tii[27,123] := {435} tii[27,124] := {327} tii[27,125] := {526} tii[27,126] := {493} tii[27,127] := {546} tii[27,128] := {477} tii[27,129] := {293} tii[27,130] := {455} tii[27,131] := {238} tii[27,132] := {348} tii[27,133] := {389} tii[27,134] := {501} tii[27,135] := {532} tii[27,136] := {554} tii[27,137] := {508} tii[27,138] := {437} tii[27,139] := {369} tii[27,140] := {540} tii[27,141] := {314} tii[27,142] := {423} tii[27,143] := {290} tii[27,144] := {401} tii[27,145] := {452} tii[27,146] := {528} tii[27,147] := {498} tii[27,148] := {552} tii[27,149] := {417} tii[27,150] := {504} tii[27,151] := {366} tii[27,152] := {467} tii[27,153] := {521} tii[27,154] := {463} tii[27,155] := {507} tii[27,156] := {542} tii[27,157] := {473} tii[27,158] := {519} tii[27,159] := {510} tii[27,160] := {347} tii[27,161] := {533} tii[27,162] := {478} tii[27,163] := {422} tii[27,164] := {527} tii[27,165] := {400} tii[27,166] := {502} tii[27,167] := {547} tii[27,168] := {541} tii[27,169] := {503} tii[27,170] := {466} tii[27,171] := {518} tii[27,172] := {530} tii[27,173] := {60} tii[27,174] := {192} tii[27,175] := {128} tii[27,176] := {20} tii[27,177] := {178} tii[27,178] := {35} tii[27,179] := {48} tii[27,180] := {28} tii[27,181] := {167} tii[27,182] := {49} tii[27,183] := {302} tii[27,184] := {98} tii[27,185] := {14} tii[27,186] := {45} tii[27,187] := {86} tii[27,188] := {344} tii[27,189] := {155} tii[27,190] := {220} tii[27,191] := {63} tii[27,192] := {269} tii[27,193] := {169} tii[27,194] := {41} tii[27,195] := {111} tii[27,196] := {160} tii[27,197] := {132} tii[27,198] := {37} tii[27,199] := {299} tii[27,200] := {136} tii[27,201] := {227} tii[27,202] := {59} tii[27,203] := {201} tii[27,204] := {285} tii[27,205] := {180} tii[27,206] := {77} tii[27,207] := {450} tii[27,208] := {64} tii[27,209] := {351} tii[27,210] := {79} tii[27,211] := {234} tii[27,212] := {243} tii[27,213] := {219} tii[27,214] := {357} tii[27,215] := {404} tii[27,216] := {95} tii[27,217] := {51} tii[27,218] := {514} tii[27,219] := {142} tii[27,220] := {282} tii[27,221] := {94} tii[27,222] := {38} tii[27,223] := {124} tii[27,224] := {310} tii[27,225] := {90} tii[27,226] := {398} tii[27,227] := {358} tii[27,228] := {441} tii[27,229] := {152} tii[27,230] := {30} tii[27,231] := {75} tii[27,232] := {339} tii[27,233] := {151} tii[27,234] := {536} tii[27,235] := {207} tii[27,236] := {50} tii[27,237] := {296} tii[27,238] := {337} tii[27,239] := {481} tii[27,240] := {301} tii[27,241] := {97} tii[27,242] := {275} tii[27,243] := {135} tii[27,244] := {129} tii[27,245] := {32} tii[27,246] := {372} tii[27,247] := {87} tii[27,248] := {250} tii[27,249] := {439} tii[27,250] := {71} tii[27,251] := {391} tii[27,252] := {221} tii[27,253] := {326} tii[27,254] := {512} tii[27,255] := {343} tii[27,256] := {154} tii[27,257] := {249} tii[27,258] := {200} tii[27,259] := {127} tii[27,260] := {479} tii[27,261] := {212} tii[27,262] := {287} tii[27,263] := {161} tii[27,264] := {81} tii[27,265] := {328} tii[27,266] := {454} tii[27,267] := {216} tii[27,268] := {240} tii[27,269] := {137} tii[27,270] := {53} tii[27,271] := {112} tii[27,272] := {278} tii[27,273] := {316} tii[27,274] := {414} tii[27,275] := {485} tii[27,276] := {202} tii[27,277] := {349} tii[27,278] := {330} tii[27,279] := {163} tii[27,280] := {292} tii[27,281] := {459} tii[27,282] := {140} tii[27,283] := {182} tii[27,284] := {84} tii[27,285] := {147} tii[27,286] := {424} tii[27,287] := {276} tii[27,288] := {380} tii[27,289] := {516} tii[27,290] := {360} tii[27,291] := {306} tii[27,292] := {368} tii[27,293] := {252} tii[27,294] := {222} tii[27,295] := {419} tii[27,296] := {106} tii[27,297] := {490} tii[27,298] := {205} tii[27,299] := {376} tii[27,300] := {225} tii[27,301] := {323} tii[27,302] := {444} tii[27,303] := {266} tii[27,304] := {237} tii[27,305] := {359} tii[27,306] := {146} tii[27,307] := {465} tii[27,308] := {313} tii[27,309] := {395} tii[27,310] := {321} tii[27,311] := {65} tii[27,312] := {91} tii[27,313] := {116} tii[27,314] := {100} tii[27,315] := {138} tii[27,316] := {412} tii[27,317] := {119} tii[27,318] := {82} tii[27,319] := {191} tii[27,320] := {274} tii[27,321] := {203} tii[27,322] := {67} tii[27,323] := {172} tii[27,324] := {448} tii[27,325] := {54} tii[27,326] := {114} tii[27,327] := {131} tii[27,328] := {261} tii[27,329] := {185} tii[27,330] := {356} tii[27,331] := {80} tii[27,332] := {331} tii[27,333] := {141} tii[27,334] := {307} tii[27,335] := {177} tii[27,336] := {255} tii[27,337] := {381} tii[27,338] := {277} tii[27,339] := {397} tii[27,340] := {125} tii[27,341] := {206} tii[27,342] := {56} tii[27,343] := {107} tii[27,344] := {267} tii[27,345] := {174} tii[27,346] := {342} tii[27,347] := {214} tii[27,348] := {494} tii[27,349] := {143} tii[27,350] := {120} tii[27,351] := {384} tii[27,352] := {271} tii[27,353] := {187} tii[27,354] := {294} tii[27,355] := {460} tii[27,356] := {517} tii[27,357] := {101} tii[27,358] := {179} tii[27,359] := {83} tii[27,360] := {156} tii[27,361] := {334} tii[27,362] := {257} tii[27,363] := {370} tii[27,364] := {235} tii[27,365] := {96} tii[27,366] := {403} tii[27,367] := {236} tii[27,368] := {386} tii[27,369] := {190} tii[27,370] := {410} tii[27,371] := {499} tii[27,372] := {346} tii[27,373] := {217} tii[27,374] := {144} tii[27,375] := {539} tii[27,376] := {416} tii[27,377] := {122} tii[27,378] := {196} tii[27,379] := {230} tii[27,380] := {311} tii[27,381] := {431} tii[27,382] := {333} tii[27,383] := {469} tii[27,384] := {70} tii[27,385] := {361} tii[27,386] := {446} tii[27,387] := {153} tii[27,388] := {312} tii[27,389] := {362} tii[27,390] := {464} tii[27,391] := {148} tii[27,392] := {421} tii[27,393] := {260} tii[27,394] := {522} tii[27,395] := {279} tii[27,396] := {429} tii[27,397] := {319} tii[27,398] := {394} tii[27,399] := {211} tii[27,400] := {324} tii[27,401] := {378} tii[27,402] := {281} tii[27,403] := {487} tii[27,404] := {183} tii[27,405] := {291} tii[27,406] := {105} tii[27,407] := {515} tii[27,408] := {415} tii[27,409] := {194} tii[27,410] := {253} tii[27,411] := {284} tii[27,412] := {505} tii[27,413] := {367} tii[27,414] := {377} tii[27,415] := {265} tii[27,416] := {442} tii[27,417] := {374} tii[27,418] := {443} tii[27,419] := {166} tii[27,420] := {121} tii[27,421] := {208} tii[27,422] := {272} tii[27,423] := {436} tii[27,424] := {242} tii[27,425] := {462} tii[27,426] := {168} tii[27,427] := {248} tii[27,428] := {474} tii[27,429] := {388} tii[27,430] := {318} tii[27,431] := {335} tii[27,432] := {197} tii[27,433] := {379} tii[27,434] := {430} tii[27,435] := {336} tii[27,436] := {345} tii[27,437] := {461} tii[27,438] := {531} tii[27,439] := {246} tii[27,440] := {193} tii[27,441] := {304} tii[27,442] := {420} tii[27,443] := {373} tii[27,444] := {472} tii[27,445] := {427} tii[27,446] := {486} tii[27,447] := {303} tii[27,448] := {471} tii[27,449] := {9} tii[27,450] := {19} tii[27,451] := {5} tii[27,452] := {12} tii[27,453] := {1} tii[27,454] := {4} tii[27,455] := {36} tii[27,456] := {61} tii[27,457] := {21} tii[27,458] := {58} tii[27,459] := {109} tii[27,460] := {27} tii[27,461] := {245} tii[27,462] := {13} tii[27,463] := {93} tii[27,464] := {89} tii[27,465] := {10} tii[27,466] := {57} tii[27,467] := {288} tii[27,468] := {6} tii[27,469] := {26} tii[27,470] := {150} tii[27,471] := {198} tii[27,472] := {15} tii[27,473] := {2} tii[27,474] := {11} tii[27,475] := {88} tii[27,476] := {232} tii[27,477] := {78} tii[27,478] := {72} tii[27,479] := {251} tii[27,480] := {31} tii[27,481] := {123} tii[27,482] := {213} tii[27,483] := {24} tii[27,484] := {126} tii[27,485] := {99} tii[27,486] := {66} tii[27,487] := {130} tii[27,488] := {184} tii[27,489] := {29} tii[27,490] := {62} tii[27,491] := {355} tii[27,492] := {22} tii[27,493] := {102} tii[27,494] := {305} tii[27,495] := {254} tii[27,496] := {16} tii[27,497] := {47} tii[27,498] := {176} tii[27,499] := {396} tii[27,500] := {110} tii[27,501] := {40} tii[27,502] := {159} tii[27,503] := {8} tii[27,504] := {341} tii[27,505] := {25} tii[27,506] := {262} tii[27,507] := {117} tii[27,508] := {134} tii[27,509] := {55} tii[27,510] := {108} tii[27,511] := {309} tii[27,512] := {229} tii[27,513] := {483} tii[27,514] := {68} tii[27,515] := {170} tii[27,516] := {199} tii[27,517] := {69} tii[27,518] := {322} tii[27,519] := {210} tii[27,520] := {17} tii[27,521] := {393} tii[27,522] := {44} tii[27,523] := {173} tii[27,524] := {268} tii[27,525] := {209} tii[27,526] := {195} tii[27,527] := {103} tii[27,528] := {263} tii[27,529] := {73} tii[27,530] := {375} tii[27,531] := {52} tii[27,532] := {42} tii[27,533] := {33} tii[27,534] := {76} tii[27,535] := {18} tii[27,536] := {46} tii[27,537] := {164} tii[27,538] := {364} tii[27,539] := {85} tii[27,540] := {149} tii[27,541] := {104} tii[27,542] := {223} tii[27,543] := {264} tii[27,544] := {325} tii[27,545] := {74} tii[27,546] := {34} tii[27,547] := {226} tii[27,548] := {145} tii[27,549] := {247} tii[27,550] := {43} tii[27,551] := {113} tii[27,552] := {320} tii[27,553] := {428} tii[27,554] := {157} tii[27,555] := {3} tii[27,556] := {0} tii[27,557] := {39} tii[27,558] := {158} tii[27,559] := {7} tii[27,560] := {23} cell#66 , |C| = 700 special orbit = [5, 3, 3, 3, 3] special rep = [[2, 1, 1], [2, 2]] , dim = 420 cell rep = phi[[2, 1, 1],[2, 2]]+phi[[1, 1, 1],[3, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+280*X^2 TII subcells: tii[20,1] := {630} tii[20,2] := {544, 686} tii[20,3] := {432, 699} tii[20,4] := {334} tii[20,5] := {186, 502} tii[20,6] := {569} tii[20,7] := {437} tii[20,8] := {500} tii[20,9] := {101, 579} tii[20,10] := {453, 659} tii[20,11] := {335, 538} tii[20,12] := {417, 591} tii[20,13] := {350, 687} tii[20,14] := {177, 631} tii[20,15] := {247, 665} tii[20,16] := {387} tii[20,17] := {238, 546} tii[20,18] := {602} tii[20,19] := {485} tii[20,20] := {440} tii[20,21] := {349} tii[20,22] := {501, 674} tii[20,23] := {545} tii[20,24] := {187, 583} tii[20,25] := {84, 612} tii[20,26] := {390, 577} tii[20,27] := {470, 621} tii[20,28] := {570} tii[20,29] := {487} tii[20,30] := {325, 693} tii[20,31] := {456, 660} tii[20,32] := {240, 614} tii[20,33] := {542} tii[20,34] := {444} tii[20,35] := {284, 576} tii[20,36] := {158, 653} tii[20,37] := {510} tii[20,38] := {364, 620} tii[20,39] := {220, 680} tii[20,40] := {407, 676} tii[20,41] := {290, 635} tii[20,42] := {360, 664} tii[20,43] := {529} tii[20,44] := {582} tii[20,45] := {120, 637} tii[20,46] := {441, 610} tii[20,47] := {516, 645} tii[20,48] := {568} tii[20,49] := {611} tii[20,50] := {382, 697} tii[20,51] := {166, 658} tii[20,52] := {532} tii[20,53] := {209, 671} tii[20,54] := {389, 636} tii[20,55] := {586} tii[20,56] := {275, 691} tii[20,57] := {469, 666} tii[20,58] := {211, 673} tii[20,59] := {445, 655} tii[20,60] := {326, 694} tii[20,61] := {274, 690} tii[20,62] := {512, 678} tii[20,63] := {264, 684} tii[20,64] := {330, 696} tii[20,65] := {321, 692} tii[20,66] := {383, 698} tii[20,67] := {153} tii[20,68] := {279} tii[20,69] := {140, 454} tii[20,70] := {185} tii[20,71] := {77, 267} tii[20,72] := {124, 331} tii[20,73] := {333} tii[20,74] := {405} tii[20,75] := {102, 499} tii[20,76] := {282} tii[20,77] := {32, 378} tii[20,78] := {228, 451} tii[20,79] := {257, 362} tii[20,80] := {59, 434} tii[20,81] := {305, 519} tii[20,82] := {138, 536} tii[20,83] := {196, 594} tii[20,84] := {112, 523} tii[20,85] := {388} tii[20,86] := {203} tii[20,87] := {294} tii[20,88] := {139, 547} tii[20,89] := {237} tii[20,90] := {114, 323} tii[20,91] := {169, 385} tii[20,92] := {531} tii[20,93] := {386} tii[20,94] := {439} tii[20,95] := {224} tii[20,96] := {455} tii[20,97] := {292} tii[20,98] := {283, 495} tii[20,99] := {188, 581} tii[20,100] := {498} tii[20,101] := {393} tii[20,102] := {176} tii[20,103] := {337} tii[20,104] := {17, 430} tii[20,105] := {404, 639} tii[20,106] := {69, 543} tii[20,107] := {239} tii[20,108] := {227, 537} tii[20,109] := {78, 346} tii[20,110] := {363, 558} tii[20,111] := {462} tii[20,112] := {242} tii[20,113] := {316, 419} tii[20,114] := {36, 483} tii[20,115] := {304, 590} tii[20,116] := {125, 421} tii[20,117] := {406} tii[20,118] := {232, 452} tii[20,119] := {351, 661} tii[20,120] := {234, 608} tii[20,121] := {100, 574} tii[20,122] := {96, 398} tii[20,123] := {289} tii[20,124] := {206, 410} tii[20,125] := {302, 643} tii[20,126] := {148, 622} tii[20,127] := {75, 563} tii[20,128] := {307, 520} tii[20,129] := {359} tii[20,130] := {144, 467} tii[20,131] := {254, 562} tii[20,132] := {486} tii[20,133] := {541} tii[20,134] := {391} tii[20,135] := {443} tii[20,136] := {141, 613} tii[20,137] := {31, 479} tii[20,138] := {280, 575} tii[20,139] := {509} tii[20,140] := {374, 471} tii[20,141] := {58, 527} tii[20,142] := {361, 619} tii[20,143] := {296, 675} tii[20,144] := {137, 606} tii[20,145] := {183, 634} tii[20,146] := {394} tii[20,147] := {42, 491} tii[20,148] := {339, 604} tii[20,149] := {314, 506} tii[20,150] := {195, 646} tii[20,151] := {111, 598} tii[20,152] := {246, 663} tii[20,153] := {70, 552} tii[20,154] := {411, 641} tii[20,155] := {464} tii[20,156] := {149, 624} tii[20,157] := {230, 654} tii[20,158] := {152, 627} tii[20,159] := {301, 677} tii[20,160] := {260} tii[20,161] := {293} tii[20,162] := {159, 380} tii[20,163] := {218, 436} tii[20,164] := {277} tii[20,165] := {438} tii[20,166] := {347} tii[20,167] := {225} tii[20,168] := {295} tii[20,169] := {503} tii[20,170] := {115, 400} tii[20,171] := {338, 539} tii[20,172] := {392} tii[20,173] := {12, 480} tii[20,174] := {56, 580} tii[20,175] := {298} tii[20,176] := {170, 473} tii[20,177] := {420, 592} tii[20,178] := {375, 472} tii[20,179] := {25, 528} tii[20,180] := {134, 448} tii[20,181] := {458} tii[20,182] := {345} tii[20,183] := {81, 607} tii[20,184] := {288, 497} tii[20,185] := {192, 514} tii[20,186] := {416} tii[20,187] := {128, 647} tii[20,188] := {62, 599} tii[20,189] := {367, 560} tii[20,190] := {263, 461} tii[20,191] := {313, 597} tii[20,192] := {530} tii[20,193] := {332} tii[20,194] := {578} tii[20,195] := {403} tii[20,196] := {442} tii[20,197] := {489} tii[20,198] := {281} tii[20,199] := {121, 638} tii[20,200] := {336, 609} tii[20,201] := {79, 450} tii[20,202] := {23, 524} tii[20,203] := {551} tii[20,204] := {356} tii[20,205] := {418, 644} tii[20,206] := {126, 518} tii[20,207] := {427, 517} tii[20,208] := {41, 567} tii[20,209] := {504} tii[20,210] := {399} tii[20,211] := {229} tii[20,212] := {395, 632} tii[20,213] := {97, 494} tii[20,214] := {233, 540} tii[20,215] := {116, 633} tii[20,216] := {270, 688} tii[20,217] := {446} tii[20,218] := {161, 657} tii[20,219] := {34, 533} tii[20,220] := {468} tii[20,221] := {373, 550} tii[20,222] := {465, 662} tii[20,223] := {145, 556} tii[20,224] := {171, 667} tii[20,225] := {93, 628} tii[20,226] := {300} tii[20,227] := {207, 508} tii[20,228] := {308, 593} tii[20,229] := {219, 679} tii[20,230] := {513} tii[20,231] := {60, 587} tii[20,232] := {425} tii[20,233] := {255, 626} tii[20,234] := {129, 650} tii[20,235] := {210, 672} tii[20,236] := {341, 605} tii[20,237] := {136, 535} tii[20,238] := {130, 651} tii[20,239] := {259, 549} tii[20,240] := {413, 642} tii[20,241] := {194, 589} tii[20,242] := {273, 689} tii[20,243] := {311, 649} tii[20,244] := {488} tii[20,245] := {39, 564} tii[20,246] := {64, 601} tii[20,247] := {477, 557} tii[20,248] := {490} tii[20,249] := {160, 656} tii[20,250] := {53, 571} tii[20,251] := {426, 585} tii[20,252] := {221, 681} tii[20,253] := {131, 652} tii[20,254] := {555} tii[20,255] := {89, 616} tii[20,256] := {173, 669} tii[20,257] := {265, 685} tii[20,258] := {80, 603} tii[20,259] := {174, 670} tii[20,260] := {328, 695} tii[20,261] := {127, 640} tii[20,262] := {372, 615} tii[20,263] := {222, 682} tii[20,264] := {223, 683} tii[20,265] := {110} tii[20,266] := {142} tii[20,267] := {51, 212} tii[20,268] := {76} tii[20,269] := {88, 276} tii[20,270] := {45, 123} tii[20,271] := {33, 266} tii[20,272] := {184} tii[20,273] := {14, 204} tii[20,274] := {156, 250} tii[20,275] := {61, 329} tii[20,276] := {85, 381} tii[20,277] := {175} tii[20,278] := {113} tii[20,279] := {236} tii[20,280] := {132} tii[20,281] := {50, 291} tii[20,282] := {189} tii[20,283] := {72, 168} tii[20,284] := {190} tii[20,285] := {87, 365} tii[20,286] := {231} tii[20,287] := {66, 342} tii[20,288] := {18, 322} tii[20,289] := {352} tii[20,290] := {182, 402} tii[20,291] := {235} tii[20,292] := {95} tii[20,293] := {46, 216} tii[20,294] := {205, 306} tii[20,295] := {104, 414} tii[20,296] := {249, 475} tii[20,297] := {303} tii[20,298] := {155, 355} tii[20,299] := {7, 261} tii[20,300] := {38, 384} tii[20,301] := {143} tii[20,302] := {199, 521} tii[20,303] := {57, 433} tii[20,304] := {163, 253} tii[20,305] := {43, 396} tii[20,306] := {286} tii[20,307] := {16, 318} tii[20,308] := {202, 409} tii[20,309] := {71, 463} tii[20,310] := {358} tii[20,311] := {150, 561} tii[20,312] := {83, 481} tii[20,313] := {278} tii[20,314] := {348} tii[20,315] := {226} tii[20,316] := {157} tii[20,317] := {49, 401} tii[20,318] := {299} tii[20,319] := {86, 474} tii[20,320] := {108, 217} tii[20,321] := {457} tii[20,322] := {179} tii[20,323] := {344} tii[20,324] := {133} tii[20,325] := {65, 449} tii[20,326] := {287} tii[20,327] := {9, 379} tii[20,328] := {181, 496} tii[20,329] := {415} tii[20,330] := {262, 366} tii[20,331] := {73, 271} tii[20,332] := {103, 515} tii[20,333] := {20, 435} tii[20,334] := {3, 319} tii[20,335] := {191} tii[20,336] := {248, 559} tii[20,337] := {244} tii[20,338] := {154, 460} tii[20,339] := {35, 482} tii[20,340] := {369} tii[20,341] := {214, 312} tii[20,342] := {198, 596} tii[20,343] := {340} tii[20,344] := {26, 447} tii[20,345] := {98, 493} tii[20,346] := {285, 573} tii[20,347] := {135} tii[20,348] := {258, 459} tii[20,349] := {8, 376} tii[20,350] := {412} tii[20,351] := {201, 505} tii[20,352] := {146, 554} tii[20,353] := {47, 297} tii[20,354] := {44, 511} tii[20,355] := {357, 618} tii[20,356] := {193} tii[20,357] := {164, 368} tii[20,358] := {251, 623} tii[20,359] := {55, 525} tii[20,360] := {107, 595} tii[20,361] := {310} tii[20,362] := {68, 534} tii[20,363] := {15, 428} tii[20,364] := {256, 548} tii[20,365] := {105, 588} tii[20,366] := {82, 565} tii[20,367] := {197, 648} tii[20,368] := {208} tii[20,369] := {151, 272} tii[20,370] := {178} tii[20,371] := {343} tii[20,372] := {6, 431} tii[20,373] := {109, 327} tii[20,374] := {243} tii[20,375] := {320, 422} tii[20,376] := {13, 484} tii[20,377] := {2, 377} tii[20,378] := {24, 526} tii[20,379] := {269, 371} tii[20,380] := {180} tii[20,381] := {397} tii[20,382] := {19, 492} tii[20,383] := {74, 353} tii[20,384] := {317, 507} tii[20,385] := {5, 429} tii[20,386] := {245} tii[20,387] := {37, 553} tii[20,388] := {466} tii[20,389] := {370} tii[20,390] := {40, 566} tii[20,391] := {92, 625} tii[20,392] := {215, 424} tii[20,393] := {54, 572} tii[20,394] := {315, 584} tii[20,395] := {48, 408} tii[20,396] := {11, 478} tii[20,397] := {90, 617} tii[20,398] := {63, 600} tii[20,399] := {165, 476} tii[20,400] := {172, 668} tii[20,401] := {22, 522} tii[20,402] := {94, 629} tii[20,403] := {52} tii[20,404] := {27, 91} tii[20,405] := {21, 122} tii[20,406] := {67} tii[20,407] := {30, 167} tii[20,408] := {106} tii[20,409] := {10, 162} tii[20,410] := {119, 200} tii[20,411] := {99} tii[20,412] := {29, 241} tii[20,413] := {147} tii[20,414] := {4, 213} tii[20,415] := {118, 309} tii[20,416] := {252} tii[20,417] := {28, 354} tii[20,418] := {1, 268} tii[20,419] := {117, 423} tii[20,420] := {0, 324} cell#67 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {263} tii[45,2] := {165} tii[45,3] := {145} tii[45,4] := {68, 242} tii[45,5] := {106, 281} tii[45,6] := {298} tii[45,7] := {141} tii[45,8] := {261} tii[45,9] := {116} tii[45,10] := {282} tii[45,11] := {262} tii[45,12] := {54, 200} tii[45,13] := {288, 289} tii[45,14] := {86, 260} tii[45,15] := {192} tii[45,16] := {171} tii[45,17] := {222} tii[45,18] := {193} tii[45,19] := {69, 249} tii[45,20] := {235, 236} tii[45,21] := {108, 295} tii[45,22] := {224} tii[45,23] := {164} tii[45,24] := {55, 287} tii[45,25] := {207, 208} tii[45,26] := {88, 318} tii[45,27] := {95, 310} tii[45,28] := {136, 284} tii[45,29] := {137, 326} tii[45,30] := {180, 327} tii[45,31] := {319} tii[45,32] := {90} tii[45,33] := {296} tii[45,34] := {65} tii[45,35] := {308} tii[45,36] := {297} tii[45,37] := {22, 147} tii[45,38] := {312, 313} tii[45,39] := {46, 215} tii[45,40] := {278} tii[45,41] := {138} tii[45,42] := {115} tii[45,43] := {167} tii[45,44] := {300} tii[45,45] := {139} tii[45,46] := {279} tii[45,47] := {30, 199} tii[45,48] := {181, 182} tii[45,49] := {304, 305} tii[45,50] := {60, 259} tii[45,51] := {320} tii[45,52] := {169} tii[45,53] := {112} tii[45,54] := {299} tii[45,55] := {23, 248} tii[45,56] := {152, 153} tii[45,57] := {314, 315} tii[45,58] := {48, 294} tii[45,59] := {280} tii[45,60] := {52, 286} tii[45,61] := {82, 245} tii[45,62] := {306, 307} tii[45,63] := {83, 317} tii[45,64] := {321, 322} tii[45,65] := {127, 324} tii[45,66] := {189} tii[45,67] := {64} tii[45,68] := {221} tii[45,69] := {190} tii[45,70] := {11, 146} tii[45,71] := {231, 232} tii[45,72] := {28, 214} tii[45,73] := {267} tii[45,74] := {113} tii[45,75] := {63} tii[45,76] := {218} tii[45,77] := {7, 198} tii[45,78] := {98, 99} tii[45,79] := {253, 254} tii[45,80] := {18, 258} tii[45,81] := {191} tii[45,82] := {20, 246} tii[45,83] := {42, 197} tii[45,84] := {233, 234} tii[45,85] := {43, 292} tii[45,86] := {270, 271} tii[45,87] := {75, 311} tii[45,88] := {168} tii[45,89] := {111} tii[45,90] := {1, 247} tii[45,91] := {150, 151} tii[45,92] := {5, 293} tii[45,93] := {89} tii[45,94] := {6, 285} tii[45,95] := {15, 244} tii[45,96] := {128, 129} tii[45,97] := {16, 316} tii[45,98] := {174, 175} tii[45,99] := {34, 323} tii[45,100] := {19, 309} tii[45,101] := {40, 283} tii[45,102] := {41, 325} tii[45,103] := {72, 265} tii[45,104] := {73, 328} tii[45,105] := {120, 329} tii[45,106] := {220} tii[45,107] := {172} tii[45,108] := {121} tii[45,109] := {76, 161} tii[45,110] := {216} tii[45,111] := {117} tii[45,112] := {243} tii[45,113] := {67} tii[45,114] := {217} tii[45,115] := {35, 104} tii[45,116] := {251, 252} tii[45,117] := {196} tii[45,118] := {96} tii[45,119] := {166} tii[45,120] := {56, 144} tii[45,121] := {209, 210} tii[45,122] := {118} tii[45,123] := {36, 195} tii[45,124] := {157, 158} tii[45,125] := {105, 203} tii[45,126] := {239} tii[45,127] := {93} tii[45,128] := {266} tii[45,129] := {240} tii[45,130] := {53} tii[45,131] := {274, 275} tii[45,132] := {24, 84} tii[45,133] := {301} tii[45,134] := {170} tii[45,135] := {264} tii[45,136] := {70} tii[45,137] := {142} tii[45,138] := {290, 291} tii[45,139] := {185, 186} tii[45,140] := {38, 109} tii[45,141] := {241} tii[45,142] := {94} tii[45,143] := {25, 156} tii[45,144] := {276, 277} tii[45,145] := {134, 135} tii[45,146] := {302, 303} tii[45,147] := {85, 178} tii[45,148] := {268} tii[45,149] := {122} tii[45,150] := {219} tii[45,151] := {255, 256} tii[45,152] := {77, 162} tii[45,153] := {194} tii[45,154] := {119} tii[45,155] := {37, 213} tii[45,156] := {237, 238} tii[45,157] := {159, 160} tii[45,158] := {272, 273} tii[45,159] := {107, 204} tii[45,160] := {143} tii[45,161] := {26, 257} tii[45,162] := {187, 188} tii[45,163] := {87, 250} tii[45,164] := {229, 230} tii[45,165] := {179, 269} tii[45,166] := {50} tii[45,167] := {21} tii[45,168] := {8, 44} tii[45,169] := {114} tii[45,170] := {31} tii[45,171] := {91} tii[45,172] := {13, 61} tii[45,173] := {130, 131} tii[45,174] := {51} tii[45,175] := {9, 101} tii[45,176] := {80, 81} tii[45,177] := {45, 125} tii[45,178] := {223} tii[45,179] := {71} tii[45,180] := {163} tii[45,181] := {205, 206} tii[45,182] := {39, 110} tii[45,183] := {140} tii[45,184] := {66} tii[45,185] := {12, 155} tii[45,186] := {102, 103} tii[45,187] := {183, 184} tii[45,188] := {227, 228} tii[45,189] := {59, 149} tii[45,190] := {92} tii[45,191] := {10, 212} tii[45,192] := {132, 133} tii[45,193] := {47, 202} tii[45,194] := {176, 177} tii[45,195] := {126, 226} tii[45,196] := {32} tii[45,197] := {14, 62} tii[45,198] := {29} tii[45,199] := {3, 100} tii[45,200] := {57, 58} tii[45,201] := {27, 97} tii[45,202] := {49} tii[45,203] := {2, 154} tii[45,204] := {78, 79} tii[45,205] := {17, 148} tii[45,206] := {123, 124} tii[45,207] := {74, 173} tii[45,208] := {0, 211} tii[45,209] := {4, 201} tii[45,210] := {33, 225} cell#68 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {304} tii[37,2] := {356, 467} tii[37,3] := {468, 543} tii[37,4] := {527, 568} tii[37,5] := {281} tii[37,6] := {133} tii[37,7] := {307, 443} tii[37,8] := {100, 250} tii[37,9] := {449, 512} tii[37,10] := {190, 300} tii[37,11] := {508, 558} tii[37,12] := {351} tii[37,13] := {380, 494} tii[37,14] := {278} tii[37,15] := {312} tii[37,16] := {245, 390} tii[37,17] := {500, 548} tii[37,18] := {279, 412} tii[37,19] := {349, 435} tii[37,20] := {542, 579} tii[37,21] := {441, 531} tii[37,22] := {386, 490} tii[37,23] := {537, 574} tii[37,24] := {463, 523} tii[37,25] := {303, 522} tii[37,26] := {567, 593} tii[37,27] := {563, 589} tii[37,28] := {533, 570} tii[37,29] := {584, 602} tii[37,30] := {596, 608} tii[37,31] := {202} tii[37,32] := {229, 381} tii[37,33] := {70} tii[37,34] := {48, 175} tii[37,35] := {388, 469} tii[37,36] := {118, 224} tii[37,37] := {465, 528} tii[37,38] := {280} tii[37,39] := {24} tii[37,40] := {306, 442} tii[37,41] := {200} tii[37,42] := {235} tii[37,43] := {166, 321} tii[37,44] := {17, 106} tii[37,45] := {448, 511} tii[37,46] := {201, 344} tii[37,47] := {269, 371} tii[37,48] := {59, 149} tii[37,49] := {507, 557} tii[37,50] := {63} tii[37,51] := {378, 491} tii[37,52] := {93} tii[37,53] := {313, 438} tii[37,54] := {46, 173} tii[37,55] := {498, 546} tii[37,56] := {64, 186} tii[37,57] := {406, 477} tii[37,58] := {226, 476} tii[37,59] := {116, 220} tii[37,60] := {540, 577} tii[37,61] := {94, 233} tii[37,62] := {535, 572} tii[37,63] := {43, 290} tii[37,64] := {495, 544} tii[37,65] := {185, 291} tii[37,66] := {565, 591} tii[37,67] := {249, 359} tii[37,68] := {582, 600} tii[37,69] := {350} tii[37,70] := {379, 493} tii[37,71] := {276} tii[37,72] := {311} tii[37,73] := {499, 547} tii[37,74] := {244, 389} tii[37,75] := {277, 411} tii[37,76] := {348, 433} tii[37,77] := {541, 578} tii[37,78] := {197} tii[37,79] := {440, 530} tii[37,80] := {385, 489} tii[37,81] := {234} tii[37,82] := {167, 320} tii[37,83] := {536, 573} tii[37,84] := {462, 521} tii[37,85] := {302, 520} tii[37,86] := {198, 343} tii[37,87] := {270, 369} tii[37,88] := {566, 592} tii[37,89] := {315} tii[37,90] := {240, 382} tii[37,91] := {562, 588} tii[37,92] := {154, 426} tii[37,93] := {532, 569} tii[37,94] := {227, 408} tii[37,95] := {341, 427} tii[37,96] := {583, 601} tii[37,97] := {199, 456} tii[37,98] := {396, 473} tii[37,99] := {595, 607} tii[37,100] := {492, 560} tii[37,101] := {447, 529} tii[37,102] := {564, 590} tii[37,103] := {506, 554} tii[37,104] := {376, 553} tii[37,105] := {585, 603} tii[37,106] := {387, 488} tii[37,107] := {581, 599} tii[37,108] := {561, 587} tii[37,109] := {464, 519} tii[37,110] := {305, 518} tii[37,111] := {597, 609} tii[37,112] := {503, 550} tii[37,113] := {225, 549} tii[37,114] := {604, 611} tii[37,115] := {594, 606} tii[37,116] := {580, 598} tii[37,117] := {605, 612} tii[37,118] := {559, 586} tii[37,119] := {610, 614} tii[37,120] := {613, 615} tii[37,121] := {156} tii[37,122] := {145, 288} tii[37,123] := {217, 355} tii[37,124] := {232} tii[37,125] := {68} tii[37,126] := {170} tii[37,127] := {214, 357} tii[37,128] := {47, 174} tii[37,129] := {107, 218} tii[37,130] := {292, 416} tii[37,131] := {117, 222} tii[37,132] := {127} tii[37,133] := {287, 417} tii[37,134] := {158} tii[37,135] := {98, 247} tii[37,136] := {367, 466} tii[37,137] := {215, 360} tii[37,138] := {128, 267} tii[37,139] := {188, 296} tii[37,140] := {162, 309} tii[37,141] := {424, 509} tii[37,142] := {90, 363} tii[37,143] := {263, 364} tii[37,144] := {325, 420} tii[37,145] := {205} tii[37,146] := {14} tii[37,147] := {139} tii[37,148] := {6, 78} tii[37,149] := {169, 328} tii[37,150] := {79, 194} tii[37,151] := {39, 123} tii[37,152] := {272, 375} tii[37,153] := {203} tii[37,154] := {40} tii[37,155] := {236} tii[37,156] := {75} tii[37,157] := {243, 392} tii[37,158] := {72} tii[37,159] := {168, 323} tii[37,160] := {29, 140} tii[37,161] := {204, 347} tii[37,162] := {35, 120} tii[37,163] := {41, 143} tii[37,164] := {346, 437} tii[37,165] := {177, 334} tii[37,166] := {271, 374} tii[37,167] := {81, 196} tii[37,168] := {164} tii[37,169] := {73, 206} tii[37,170] := {241, 384} tii[37,171] := {53, 183} tii[37,172] := {405, 481} tii[37,173] := {155, 430} tii[37,174] := {134, 273} tii[37,175] := {23, 259} tii[37,176] := {342, 431} tii[37,177] := {142, 260} tii[37,178] := {76, 299} tii[37,179] := {397, 475} tii[37,180] := {210, 330} tii[37,181] := {83} tii[37,182] := {319, 451} tii[37,183] := {136} tii[37,184] := {74, 209} tii[37,185] := {414, 487} tii[37,186] := {84, 213} tii[37,187] := {255, 401} tii[37,188] := {144, 275} tii[37,189] := {208} tii[37,190] := {138, 282} tii[37,191] := {317, 445} tii[37,192] := {182, 332} tii[37,193] := {461, 526} tii[37,194] := {67, 336} tii[37,195] := {131, 286} tii[37,196] := {410, 485} tii[37,197] := {231, 484} tii[37,198] := {212, 337} tii[37,199] := {85, 354} tii[37,200] := {458, 517} tii[37,201] := {283, 399} tii[37,202] := {171, 434} tii[37,203] := {207, 352} tii[37,204] := {505, 556} tii[37,205] := {132, 402} tii[37,206] := {285, 403} tii[37,207] := {502, 552} tii[37,208] := {62, 453} tii[37,209] := {353, 454} tii[37,210] := {415, 497} tii[37,211] := {135} tii[37,212] := {77} tii[37,213] := {101, 251} tii[37,214] := {36, 121} tii[37,215] := {191, 301} tii[37,216] := {129} tii[37,217] := {165, 322} tii[37,218] := {32} tii[37,219] := {159} tii[37,220] := {99, 248} tii[37,221] := {266, 372} tii[37,222] := {108, 256} tii[37,223] := {11, 61} tii[37,224] := {130, 268} tii[37,225] := {189, 298} tii[37,226] := {96} tii[37,227] := {163, 310} tii[37,228] := {20, 115} tii[37,229] := {335, 425} tii[37,230] := {91, 365} tii[37,231] := {71, 193} tii[37,232] := {264, 366} tii[37,233] := {33, 223} tii[37,234] := {326, 421} tii[37,235] := {124} tii[37,236] := {7} tii[37,237] := {242, 391} tii[37,238] := {157} tii[37,239] := {97, 246} tii[37,240] := {125, 265} tii[37,241] := {1, 22} tii[37,242] := {187, 294} tii[37,243] := {345, 436} tii[37,244] := {178, 333} tii[37,245] := {238} tii[37,246] := {45} tii[37,247] := {161, 308} tii[37,248] := {239, 383} tii[37,249] := {5, 58} tii[37,250] := {151, 339} tii[37,251] := {111, 253} tii[37,252] := {404, 480} tii[37,253] := {25, 119} tii[37,254] := {89, 361} tii[37,255] := {340, 429} tii[37,256] := {153, 428} tii[37,257] := {262, 362} tii[37,258] := {126, 395} tii[37,259] := {8, 148} tii[37,260] := {394, 474} tii[37,261] := {324, 419} tii[37,262] := {103, 370} tii[37,263] := {160} tii[37,264] := {237, 377} tii[37,265] := {21, 109} tii[37,266] := {88, 261} tii[37,267] := {459, 524} tii[37,268] := {152, 422} tii[37,269] := {338, 423} tii[37,270] := {18, 219} tii[37,271] := {87, 470} tii[37,272] := {65, 327} tii[37,273] := {393, 471} tii[37,274] := {452, 513} tii[37,275] := {26, 358} tii[37,276] := {446, 510} tii[37,277] := {318, 450} tii[37,278] := {413, 486} tii[37,279] := {254, 400} tii[37,280] := {316, 444} tii[37,281] := {460, 525} tii[37,282] := {181, 331} tii[37,283] := {409, 483} tii[37,284] := {230, 482} tii[37,285] := {457, 516} tii[37,286] := {172, 432} tii[37,287] := {314, 439} tii[37,288] := {112, 252} tii[37,289] := {504, 555} tii[37,290] := {407, 479} tii[37,291] := {228, 478} tii[37,292] := {105, 368} tii[37,293] := {501, 551} tii[37,294] := {455, 515} tii[37,295] := {150, 514} tii[37,296] := {496, 545} tii[37,297] := {92, 472} tii[37,298] := {539, 576} tii[37,299] := {538, 575} tii[37,300] := {534, 571} tii[37,301] := {102} tii[37,302] := {52, 147} tii[37,303] := {86, 216} tii[37,304] := {30} tii[37,305] := {10, 60} tii[37,306] := {95} tii[37,307] := {146, 289} tii[37,308] := {19, 114} tii[37,309] := {69, 192} tii[37,310] := {31, 221} tii[37,311] := {56, 179} tii[37,312] := {49, 295} tii[37,313] := {3} tii[37,314] := {0, 13} tii[37,315] := {28} tii[37,316] := {2, 38} tii[37,317] := {110, 258} tii[37,318] := {15, 82} tii[37,319] := {4, 122} tii[37,320] := {137} tii[37,321] := {66, 211} tii[37,322] := {12, 80} tii[37,323] := {113, 257} tii[37,324] := {104, 373} tii[37,325] := {42, 284} tii[37,326] := {9, 195} tii[37,327] := {16, 329} tii[37,328] := {37, 141} tii[37,329] := {34, 274} tii[37,330] := {27, 398} tii[37,331] := {54, 184} tii[37,332] := {57, 180} tii[37,333] := {50, 297} tii[37,334] := {55, 176} tii[37,335] := {51, 293} tii[37,336] := {44, 418} cell#69 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {263} tii[45,2] := {165} tii[45,3] := {145} tii[45,4] := {68, 242} tii[45,5] := {106, 281} tii[45,6] := {298} tii[45,7] := {141} tii[45,8] := {261} tii[45,9] := {116} tii[45,10] := {282} tii[45,11] := {262} tii[45,12] := {54, 200} tii[45,13] := {288, 289} tii[45,14] := {86, 260} tii[45,15] := {192} tii[45,16] := {171} tii[45,17] := {222} tii[45,18] := {193} tii[45,19] := {69, 249} tii[45,20] := {235, 236} tii[45,21] := {108, 295} tii[45,22] := {224} tii[45,23] := {164} tii[45,24] := {55, 287} tii[45,25] := {207, 208} tii[45,26] := {88, 318} tii[45,27] := {95, 310} tii[45,28] := {136, 284} tii[45,29] := {137, 326} tii[45,30] := {180, 327} tii[45,31] := {319} tii[45,32] := {90} tii[45,33] := {296} tii[45,34] := {65} tii[45,35] := {308} tii[45,36] := {297} tii[45,37] := {22, 147} tii[45,38] := {312, 313} tii[45,39] := {46, 215} tii[45,40] := {278} tii[45,41] := {138} tii[45,42] := {115} tii[45,43] := {167} tii[45,44] := {300} tii[45,45] := {139} tii[45,46] := {279} tii[45,47] := {30, 199} tii[45,48] := {181, 182} tii[45,49] := {304, 305} tii[45,50] := {60, 259} tii[45,51] := {320} tii[45,52] := {169} tii[45,53] := {112} tii[45,54] := {299} tii[45,55] := {23, 248} tii[45,56] := {152, 153} tii[45,57] := {314, 315} tii[45,58] := {48, 294} tii[45,59] := {280} tii[45,60] := {52, 286} tii[45,61] := {82, 245} tii[45,62] := {306, 307} tii[45,63] := {83, 317} tii[45,64] := {321, 322} tii[45,65] := {127, 324} tii[45,66] := {189} tii[45,67] := {64} tii[45,68] := {221} tii[45,69] := {190} tii[45,70] := {11, 146} tii[45,71] := {231, 232} tii[45,72] := {28, 214} tii[45,73] := {267} tii[45,74] := {113} tii[45,75] := {63} tii[45,76] := {218} tii[45,77] := {7, 198} tii[45,78] := {98, 99} tii[45,79] := {253, 254} tii[45,80] := {18, 258} tii[45,81] := {191} tii[45,82] := {20, 246} tii[45,83] := {42, 197} tii[45,84] := {233, 234} tii[45,85] := {43, 292} tii[45,86] := {270, 271} tii[45,87] := {75, 311} tii[45,88] := {168} tii[45,89] := {111} tii[45,90] := {1, 247} tii[45,91] := {150, 151} tii[45,92] := {5, 293} tii[45,93] := {89} tii[45,94] := {6, 285} tii[45,95] := {15, 244} tii[45,96] := {128, 129} tii[45,97] := {16, 316} tii[45,98] := {174, 175} tii[45,99] := {34, 323} tii[45,100] := {19, 309} tii[45,101] := {40, 283} tii[45,102] := {41, 325} tii[45,103] := {72, 265} tii[45,104] := {73, 328} tii[45,105] := {120, 329} tii[45,106] := {220} tii[45,107] := {172} tii[45,108] := {121} tii[45,109] := {76, 161} tii[45,110] := {216} tii[45,111] := {117} tii[45,112] := {243} tii[45,113] := {67} tii[45,114] := {217} tii[45,115] := {35, 104} tii[45,116] := {251, 252} tii[45,117] := {196} tii[45,118] := {96} tii[45,119] := {166} tii[45,120] := {56, 144} tii[45,121] := {209, 210} tii[45,122] := {118} tii[45,123] := {36, 195} tii[45,124] := {157, 158} tii[45,125] := {105, 203} tii[45,126] := {239} tii[45,127] := {93} tii[45,128] := {266} tii[45,129] := {240} tii[45,130] := {53} tii[45,131] := {274, 275} tii[45,132] := {24, 84} tii[45,133] := {301} tii[45,134] := {170} tii[45,135] := {264} tii[45,136] := {70} tii[45,137] := {142} tii[45,138] := {290, 291} tii[45,139] := {185, 186} tii[45,140] := {38, 109} tii[45,141] := {241} tii[45,142] := {94} tii[45,143] := {25, 156} tii[45,144] := {276, 277} tii[45,145] := {134, 135} tii[45,146] := {302, 303} tii[45,147] := {85, 178} tii[45,148] := {268} tii[45,149] := {122} tii[45,150] := {219} tii[45,151] := {255, 256} tii[45,152] := {77, 162} tii[45,153] := {194} tii[45,154] := {119} tii[45,155] := {37, 213} tii[45,156] := {237, 238} tii[45,157] := {159, 160} tii[45,158] := {272, 273} tii[45,159] := {107, 204} tii[45,160] := {143} tii[45,161] := {26, 257} tii[45,162] := {187, 188} tii[45,163] := {87, 250} tii[45,164] := {229, 230} tii[45,165] := {179, 269} tii[45,166] := {50} tii[45,167] := {21} tii[45,168] := {8, 44} tii[45,169] := {114} tii[45,170] := {31} tii[45,171] := {91} tii[45,172] := {13, 61} tii[45,173] := {130, 131} tii[45,174] := {51} tii[45,175] := {9, 101} tii[45,176] := {80, 81} tii[45,177] := {45, 125} tii[45,178] := {223} tii[45,179] := {71} tii[45,180] := {163} tii[45,181] := {205, 206} tii[45,182] := {39, 110} tii[45,183] := {140} tii[45,184] := {66} tii[45,185] := {12, 155} tii[45,186] := {102, 103} tii[45,187] := {183, 184} tii[45,188] := {227, 228} tii[45,189] := {59, 149} tii[45,190] := {92} tii[45,191] := {10, 212} tii[45,192] := {132, 133} tii[45,193] := {47, 202} tii[45,194] := {176, 177} tii[45,195] := {126, 226} tii[45,196] := {32} tii[45,197] := {14, 62} tii[45,198] := {29} tii[45,199] := {3, 100} tii[45,200] := {57, 58} tii[45,201] := {27, 97} tii[45,202] := {49} tii[45,203] := {2, 154} tii[45,204] := {78, 79} tii[45,205] := {17, 148} tii[45,206] := {123, 124} tii[45,207] := {74, 173} tii[45,208] := {0, 211} tii[45,209] := {4, 201} tii[45,210] := {33, 225} cell#70 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {304} tii[37,2] := {356, 467} tii[37,3] := {468, 543} tii[37,4] := {527, 568} tii[37,5] := {281} tii[37,6] := {133} tii[37,7] := {307, 443} tii[37,8] := {100, 250} tii[37,9] := {449, 512} tii[37,10] := {190, 300} tii[37,11] := {508, 558} tii[37,12] := {351} tii[37,13] := {380, 494} tii[37,14] := {278} tii[37,15] := {312} tii[37,16] := {245, 390} tii[37,17] := {500, 548} tii[37,18] := {279, 412} tii[37,19] := {349, 435} tii[37,20] := {542, 579} tii[37,21] := {441, 531} tii[37,22] := {386, 490} tii[37,23] := {537, 574} tii[37,24] := {463, 523} tii[37,25] := {303, 522} tii[37,26] := {567, 593} tii[37,27] := {563, 589} tii[37,28] := {533, 570} tii[37,29] := {584, 602} tii[37,30] := {596, 608} tii[37,31] := {202} tii[37,32] := {229, 381} tii[37,33] := {70} tii[37,34] := {48, 175} tii[37,35] := {388, 469} tii[37,36] := {118, 224} tii[37,37] := {465, 528} tii[37,38] := {280} tii[37,39] := {24} tii[37,40] := {306, 442} tii[37,41] := {200} tii[37,42] := {235} tii[37,43] := {166, 321} tii[37,44] := {17, 106} tii[37,45] := {448, 511} tii[37,46] := {201, 344} tii[37,47] := {269, 371} tii[37,48] := {59, 149} tii[37,49] := {507, 557} tii[37,50] := {63} tii[37,51] := {378, 491} tii[37,52] := {93} tii[37,53] := {313, 438} tii[37,54] := {46, 173} tii[37,55] := {498, 546} tii[37,56] := {64, 186} tii[37,57] := {406, 477} tii[37,58] := {226, 476} tii[37,59] := {116, 220} tii[37,60] := {540, 577} tii[37,61] := {94, 233} tii[37,62] := {535, 572} tii[37,63] := {43, 290} tii[37,64] := {495, 544} tii[37,65] := {185, 291} tii[37,66] := {565, 591} tii[37,67] := {249, 359} tii[37,68] := {582, 600} tii[37,69] := {350} tii[37,70] := {379, 493} tii[37,71] := {276} tii[37,72] := {311} tii[37,73] := {499, 547} tii[37,74] := {244, 389} tii[37,75] := {277, 411} tii[37,76] := {348, 433} tii[37,77] := {541, 578} tii[37,78] := {197} tii[37,79] := {440, 530} tii[37,80] := {385, 489} tii[37,81] := {234} tii[37,82] := {167, 320} tii[37,83] := {536, 573} tii[37,84] := {462, 521} tii[37,85] := {302, 520} tii[37,86] := {198, 343} tii[37,87] := {270, 369} tii[37,88] := {566, 592} tii[37,89] := {315} tii[37,90] := {240, 382} tii[37,91] := {562, 588} tii[37,92] := {154, 426} tii[37,93] := {532, 569} tii[37,94] := {227, 408} tii[37,95] := {341, 427} tii[37,96] := {583, 601} tii[37,97] := {199, 456} tii[37,98] := {396, 473} tii[37,99] := {595, 607} tii[37,100] := {492, 560} tii[37,101] := {447, 529} tii[37,102] := {564, 590} tii[37,103] := {506, 554} tii[37,104] := {376, 553} tii[37,105] := {585, 603} tii[37,106] := {387, 488} tii[37,107] := {581, 599} tii[37,108] := {561, 587} tii[37,109] := {464, 519} tii[37,110] := {305, 518} tii[37,111] := {597, 609} tii[37,112] := {503, 550} tii[37,113] := {225, 549} tii[37,114] := {604, 611} tii[37,115] := {594, 606} tii[37,116] := {580, 598} tii[37,117] := {605, 612} tii[37,118] := {559, 586} tii[37,119] := {610, 614} tii[37,120] := {613, 615} tii[37,121] := {156} tii[37,122] := {145, 288} tii[37,123] := {217, 355} tii[37,124] := {232} tii[37,125] := {68} tii[37,126] := {170} tii[37,127] := {214, 357} tii[37,128] := {47, 174} tii[37,129] := {107, 218} tii[37,130] := {292, 416} tii[37,131] := {117, 222} tii[37,132] := {127} tii[37,133] := {287, 417} tii[37,134] := {158} tii[37,135] := {98, 247} tii[37,136] := {367, 466} tii[37,137] := {215, 360} tii[37,138] := {128, 267} tii[37,139] := {188, 296} tii[37,140] := {162, 309} tii[37,141] := {424, 509} tii[37,142] := {90, 363} tii[37,143] := {263, 364} tii[37,144] := {325, 420} tii[37,145] := {205} tii[37,146] := {14} tii[37,147] := {139} tii[37,148] := {6, 78} tii[37,149] := {169, 328} tii[37,150] := {79, 194} tii[37,151] := {39, 123} tii[37,152] := {272, 375} tii[37,153] := {203} tii[37,154] := {40} tii[37,155] := {236} tii[37,156] := {75} tii[37,157] := {243, 392} tii[37,158] := {72} tii[37,159] := {168, 323} tii[37,160] := {29, 140} tii[37,161] := {204, 347} tii[37,162] := {35, 120} tii[37,163] := {41, 143} tii[37,164] := {346, 437} tii[37,165] := {177, 334} tii[37,166] := {271, 374} tii[37,167] := {81, 196} tii[37,168] := {164} tii[37,169] := {73, 206} tii[37,170] := {241, 384} tii[37,171] := {53, 183} tii[37,172] := {405, 481} tii[37,173] := {155, 430} tii[37,174] := {134, 273} tii[37,175] := {23, 259} tii[37,176] := {342, 431} tii[37,177] := {142, 260} tii[37,178] := {76, 299} tii[37,179] := {397, 475} tii[37,180] := {210, 330} tii[37,181] := {83} tii[37,182] := {319, 451} tii[37,183] := {136} tii[37,184] := {74, 209} tii[37,185] := {414, 487} tii[37,186] := {84, 213} tii[37,187] := {255, 401} tii[37,188] := {144, 275} tii[37,189] := {208} tii[37,190] := {138, 282} tii[37,191] := {317, 445} tii[37,192] := {182, 332} tii[37,193] := {461, 526} tii[37,194] := {67, 336} tii[37,195] := {131, 286} tii[37,196] := {410, 485} tii[37,197] := {231, 484} tii[37,198] := {212, 337} tii[37,199] := {85, 354} tii[37,200] := {458, 517} tii[37,201] := {283, 399} tii[37,202] := {171, 434} tii[37,203] := {207, 352} tii[37,204] := {505, 556} tii[37,205] := {132, 402} tii[37,206] := {285, 403} tii[37,207] := {502, 552} tii[37,208] := {62, 453} tii[37,209] := {353, 454} tii[37,210] := {415, 497} tii[37,211] := {135} tii[37,212] := {77} tii[37,213] := {101, 251} tii[37,214] := {36, 121} tii[37,215] := {191, 301} tii[37,216] := {129} tii[37,217] := {165, 322} tii[37,218] := {32} tii[37,219] := {159} tii[37,220] := {99, 248} tii[37,221] := {266, 372} tii[37,222] := {108, 256} tii[37,223] := {11, 61} tii[37,224] := {130, 268} tii[37,225] := {189, 298} tii[37,226] := {96} tii[37,227] := {163, 310} tii[37,228] := {20, 115} tii[37,229] := {335, 425} tii[37,230] := {91, 365} tii[37,231] := {71, 193} tii[37,232] := {264, 366} tii[37,233] := {33, 223} tii[37,234] := {326, 421} tii[37,235] := {124} tii[37,236] := {7} tii[37,237] := {242, 391} tii[37,238] := {157} tii[37,239] := {97, 246} tii[37,240] := {125, 265} tii[37,241] := {1, 22} tii[37,242] := {187, 294} tii[37,243] := {345, 436} tii[37,244] := {178, 333} tii[37,245] := {238} tii[37,246] := {45} tii[37,247] := {161, 308} tii[37,248] := {239, 383} tii[37,249] := {5, 58} tii[37,250] := {151, 339} tii[37,251] := {111, 253} tii[37,252] := {404, 480} tii[37,253] := {25, 119} tii[37,254] := {89, 361} tii[37,255] := {340, 429} tii[37,256] := {153, 428} tii[37,257] := {262, 362} tii[37,258] := {126, 395} tii[37,259] := {8, 148} tii[37,260] := {394, 474} tii[37,261] := {324, 419} tii[37,262] := {103, 370} tii[37,263] := {160} tii[37,264] := {237, 377} tii[37,265] := {21, 109} tii[37,266] := {88, 261} tii[37,267] := {459, 524} tii[37,268] := {152, 422} tii[37,269] := {338, 423} tii[37,270] := {18, 219} tii[37,271] := {87, 470} tii[37,272] := {65, 327} tii[37,273] := {393, 471} tii[37,274] := {452, 513} tii[37,275] := {26, 358} tii[37,276] := {446, 510} tii[37,277] := {318, 450} tii[37,278] := {413, 486} tii[37,279] := {254, 400} tii[37,280] := {316, 444} tii[37,281] := {460, 525} tii[37,282] := {181, 331} tii[37,283] := {409, 483} tii[37,284] := {230, 482} tii[37,285] := {457, 516} tii[37,286] := {172, 432} tii[37,287] := {314, 439} tii[37,288] := {112, 252} tii[37,289] := {504, 555} tii[37,290] := {407, 479} tii[37,291] := {228, 478} tii[37,292] := {105, 368} tii[37,293] := {501, 551} tii[37,294] := {455, 515} tii[37,295] := {150, 514} tii[37,296] := {496, 545} tii[37,297] := {92, 472} tii[37,298] := {539, 576} tii[37,299] := {538, 575} tii[37,300] := {534, 571} tii[37,301] := {102} tii[37,302] := {52, 147} tii[37,303] := {86, 216} tii[37,304] := {30} tii[37,305] := {10, 60} tii[37,306] := {95} tii[37,307] := {146, 289} tii[37,308] := {19, 114} tii[37,309] := {69, 192} tii[37,310] := {31, 221} tii[37,311] := {56, 179} tii[37,312] := {49, 295} tii[37,313] := {3} tii[37,314] := {0, 13} tii[37,315] := {28} tii[37,316] := {2, 38} tii[37,317] := {110, 258} tii[37,318] := {15, 82} tii[37,319] := {4, 122} tii[37,320] := {137} tii[37,321] := {66, 211} tii[37,322] := {12, 80} tii[37,323] := {113, 257} tii[37,324] := {104, 373} tii[37,325] := {42, 284} tii[37,326] := {9, 195} tii[37,327] := {16, 329} tii[37,328] := {37, 141} tii[37,329] := {34, 274} tii[37,330] := {27, 398} tii[37,331] := {54, 184} tii[37,332] := {57, 180} tii[37,333] := {50, 297} tii[37,334] := {55, 176} tii[37,335] := {51, 293} tii[37,336] := {44, 418} cell#71 , |C| = 77 special orbit = [11, 1, 1, 1, 1, 1, 1] special rep = [[5], [1, 1, 1]] , dim = 56 cell rep = phi[[5],[1, 1, 1]]+phi[[],[6, 1, 1]] TII depth = 1 TII multiplicity polynomial = 35*X+21*X^2 TII subcells: tii[51,1] := {70} tii[51,2] := {73} tii[51,3] := {71} tii[51,4] := {74} tii[51,5] := {72} tii[51,6] := {75, 76} tii[51,7] := {66} tii[51,8] := {64} tii[51,9] := {67} tii[51,10] := {65} tii[51,11] := {68, 69} tii[51,12] := {55} tii[51,13] := {59} tii[51,14] := {56} tii[51,15] := {62, 63} tii[51,16] := {47} tii[51,17] := {45} tii[51,18] := {51, 52} tii[51,19] := {33} tii[51,20] := {41, 42} tii[51,21] := {29, 48} tii[51,22] := {57} tii[51,23] := {53} tii[51,24] := {58} tii[51,25] := {54} tii[51,26] := {60, 61} tii[51,27] := {43} tii[51,28] := {46} tii[51,29] := {44} tii[51,30] := {49, 50} tii[51,31] := {35} tii[51,32] := {32} tii[51,33] := {39, 40} tii[51,34] := {22} tii[51,35] := {27, 28} tii[51,36] := {20, 36} tii[51,37] := {30} tii[51,38] := {34} tii[51,39] := {31} tii[51,40] := {37, 38} tii[51,41] := {23} tii[51,42] := {21} tii[51,43] := {25, 26} tii[51,44] := {13} tii[51,45] := {18, 19} tii[51,46] := {11, 24} tii[51,47] := {14} tii[51,48] := {12} tii[51,49] := {16, 17} tii[51,50] := {6} tii[51,51] := {9, 10} tii[51,52] := {5, 15} tii[51,53] := {2} tii[51,54] := {3, 4} tii[51,55] := {1, 8} tii[51,56] := {0, 7} cell#72 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {308} tii[45,2] := {240} tii[45,3] := {214} tii[45,4] := {132, 288} tii[45,5] := {177, 310} tii[45,6] := {321} tii[45,7] := {209} tii[45,8] := {305} tii[45,9] := {190} tii[45,10] := {311} tii[45,11] := {306} tii[45,12] := {104, 263} tii[45,13] := {316, 317} tii[45,14] := {149, 304} tii[45,15] := {254} tii[45,16] := {245} tii[45,17] := {283} tii[45,18] := {255} tii[45,19] := {133, 294} tii[45,20] := {285, 286} tii[45,21] := {179, 320} tii[45,22] := {284} tii[45,23] := {239} tii[45,24] := {105, 314} tii[45,25] := {269, 270} tii[45,26] := {151, 326} tii[45,27] := {158, 323} tii[45,28] := {205, 312} tii[45,29] := {206, 328} tii[45,30] := {249, 329} tii[45,31] := {307} tii[45,32] := {154} tii[45,33] := {278} tii[45,34] := {128} tii[45,35] := {289} tii[45,36] := {279} tii[45,37] := {58, 218} tii[45,38] := {296, 297} tii[45,39] := {96, 277} tii[45,40] := {237} tii[45,41] := {207} tii[45,42] := {189} tii[45,43] := {242} tii[45,44] := {257} tii[45,45] := {208} tii[45,46] := {238} tii[45,47] := {77, 262} tii[45,48] := {250, 251} tii[45,49] := {267, 268} tii[45,50] := {120, 303} tii[45,51] := {213} tii[45,52] := {243} tii[45,53] := {184} tii[45,54] := {185} tii[45,55] := {59, 293} tii[45,56] := {224, 225} tii[45,57] := {226, 227} tii[45,58] := {98, 319} tii[45,59] := {129} tii[45,60] := {102, 313} tii[45,61] := {145, 291} tii[45,62] := {171, 172} tii[45,63] := {146, 325} tii[45,64] := {118, 220} tii[45,65] := {198, 327} tii[45,66] := {152} tii[45,67] := {127} tii[45,68] := {186} tii[45,69] := {153} tii[45,70] := {39, 217} tii[45,71] := {199, 200} tii[45,72] := {71, 276} tii[45,73] := {126} tii[45,74] := {187} tii[45,75] := {123} tii[45,76] := {99} tii[45,77] := {25, 261} tii[45,78] := {164, 165} tii[45,79] := {141, 142} tii[45,80] := {53, 302} tii[45,81] := {55} tii[45,82] := {56, 292} tii[45,83] := {92, 259} tii[45,84] := {90, 91} tii[45,85] := {93, 318} tii[45,86] := {51, 137} tii[45,87] := {138, 324} tii[45,88] := {125} tii[45,89] := {72} tii[45,90] := {9, 216} tii[45,91] := {110, 111} tii[45,92] := {22, 275} tii[45,93] := {37} tii[45,94] := {24, 260} tii[45,95] := {49, 215} tii[45,96] := {65, 66} tii[45,97] := {50, 301} tii[45,98] := {35, 107} tii[45,99] := {82, 315} tii[45,100] := {8, 247} tii[45,101] := {18, 191} tii[45,102] := {19, 287} tii[45,103] := {6, 136} tii[45,104] := {43, 309} tii[45,105] := {27, 322} tii[45,106] := {282} tii[45,107] := {246} tii[45,108] := {195} tii[45,109] := {139, 235} tii[45,110] := {280} tii[45,111] := {192} tii[45,112] := {290} tii[45,113] := {131} tii[45,114] := {281} tii[45,115] := {83, 175} tii[45,116] := {298, 299} tii[45,117] := {258} tii[45,118] := {160} tii[45,119] := {241} tii[45,120] := {109, 211} tii[45,121] := {271, 272} tii[45,122] := {193} tii[45,123] := {84, 256} tii[45,124] := {231, 232} tii[45,125] := {176, 265} tii[45,126] := {182} tii[45,127] := {156} tii[45,128] := {212} tii[45,129] := {183} tii[45,130] := {103} tii[45,131] := {222, 223} tii[45,132] := {60, 147} tii[45,133] := {159} tii[45,134] := {244} tii[45,135] := {124} tii[45,136] := {134} tii[45,137] := {210} tii[45,138] := {166, 167} tii[45,139] := {252, 253} tii[45,140] := {86, 180} tii[45,141] := {75} tii[45,142] := {157} tii[45,143] := {61, 230} tii[45,144] := {114, 115} tii[45,145] := {203, 204} tii[45,146] := {69, 162} tii[45,147] := {148, 248} tii[45,148] := {106} tii[45,149] := {196} tii[45,150] := {73} tii[45,151] := {112, 113} tii[45,152] := {140, 236} tii[45,153] := {38} tii[45,154] := {194} tii[45,155] := {85, 274} tii[45,156] := {67, 68} tii[45,157] := {233, 234} tii[45,158] := {36, 108} tii[45,159] := {178, 266} tii[45,160] := {13} tii[45,161] := {62, 300} tii[45,162] := {31, 32} tii[45,163] := {150, 295} tii[45,164] := {11, 63} tii[45,165] := {3, 40} tii[45,166] := {100} tii[45,167] := {57} tii[45,168] := {28, 94} tii[45,169] := {188} tii[45,170] := {78} tii[45,171] := {155} tii[45,172] := {45, 121} tii[45,173] := {201, 202} tii[45,174] := {101} tii[45,175] := {29, 170} tii[45,176] := {143, 144} tii[45,177] := {95, 197} tii[45,178] := {74} tii[45,179] := {135} tii[45,180] := {54} tii[45,181] := {88, 89} tii[45,182] := {87, 181} tii[45,183] := {23} tii[45,184] := {130} tii[45,185] := {44, 229} tii[45,186] := {173, 174} tii[45,187] := {47, 48} tii[45,188] := {20, 81} tii[45,189] := {119, 221} tii[45,190] := {7} tii[45,191] := {30, 273} tii[45,192] := {16, 17} tii[45,193] := {97, 264} tii[45,194] := {5, 42} tii[45,195] := {0, 26} tii[45,196] := {79} tii[45,197] := {46, 122} tii[45,198] := {76} tii[45,199] := {15, 169} tii[45,200] := {116, 117} tii[45,201] := {70, 163} tii[45,202] := {14} tii[45,203] := {10, 228} tii[45,204] := {33, 34} tii[45,205] := {52, 219} tii[45,206] := {12, 64} tii[45,207] := {4, 41} tii[45,208] := {2, 168} tii[45,209] := {21, 161} tii[45,210] := {1, 80} cell#73 , |C| = 77 special orbit = [11, 1, 1, 1, 1, 1, 1] special rep = [[5], [1, 1, 1]] , dim = 56 cell rep = phi[[5],[1, 1, 1]]+phi[[],[6, 1, 1]] TII depth = 1 TII multiplicity polynomial = 35*X+21*X^2 TII subcells: tii[51,1] := {70} tii[51,2] := {73} tii[51,3] := {71} tii[51,4] := {74} tii[51,5] := {72} tii[51,6] := {75, 76} tii[51,7] := {66} tii[51,8] := {64} tii[51,9] := {67} tii[51,10] := {65} tii[51,11] := {68, 69} tii[51,12] := {55} tii[51,13] := {59} tii[51,14] := {56} tii[51,15] := {62, 63} tii[51,16] := {47} tii[51,17] := {45} tii[51,18] := {51, 52} tii[51,19] := {33} tii[51,20] := {41, 42} tii[51,21] := {29, 48} tii[51,22] := {57} tii[51,23] := {53} tii[51,24] := {58} tii[51,25] := {54} tii[51,26] := {60, 61} tii[51,27] := {43} tii[51,28] := {46} tii[51,29] := {44} tii[51,30] := {49, 50} tii[51,31] := {35} tii[51,32] := {32} tii[51,33] := {39, 40} tii[51,34] := {22} tii[51,35] := {27, 28} tii[51,36] := {20, 36} tii[51,37] := {30} tii[51,38] := {34} tii[51,39] := {31} tii[51,40] := {37, 38} tii[51,41] := {23} tii[51,42] := {21} tii[51,43] := {25, 26} tii[51,44] := {13} tii[51,45] := {18, 19} tii[51,46] := {11, 24} tii[51,47] := {14} tii[51,48] := {12} tii[51,49] := {16, 17} tii[51,50] := {6} tii[51,51] := {9, 10} tii[51,52] := {5, 15} tii[51,53] := {2} tii[51,54] := {3, 4} tii[51,55] := {1, 8} tii[51,56] := {0, 7} cell#74 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {308} tii[45,2] := {240} tii[45,3] := {214} tii[45,4] := {132, 288} tii[45,5] := {176, 310} tii[45,6] := {321} tii[45,7] := {209} tii[45,8] := {305} tii[45,9] := {190} tii[45,10] := {311} tii[45,11] := {306} tii[45,12] := {104, 263} tii[45,13] := {316, 317} tii[45,14] := {148, 304} tii[45,15] := {254} tii[45,16] := {245} tii[45,17] := {283} tii[45,18] := {255} tii[45,19] := {133, 294} tii[45,20] := {285, 286} tii[45,21] := {178, 320} tii[45,22] := {284} tii[45,23] := {239} tii[45,24] := {105, 314} tii[45,25] := {269, 270} tii[45,26] := {150, 326} tii[45,27] := {158, 323} tii[45,28] := {206, 312} tii[45,29] := {205, 328} tii[45,30] := {249, 329} tii[45,31] := {307} tii[45,32] := {154} tii[45,33] := {278} tii[45,34] := {128} tii[45,35] := {289} tii[45,36] := {279} tii[45,37] := {58, 218} tii[45,38] := {296, 297} tii[45,39] := {95, 277} tii[45,40] := {237} tii[45,41] := {207} tii[45,42] := {189} tii[45,43] := {242} tii[45,44] := {257} tii[45,45] := {208} tii[45,46] := {238} tii[45,47] := {77, 262} tii[45,48] := {250, 251} tii[45,49] := {267, 268} tii[45,50] := {119, 303} tii[45,51] := {213} tii[45,52] := {243} tii[45,53] := {184} tii[45,54] := {185} tii[45,55] := {59, 293} tii[45,56] := {224, 225} tii[45,57] := {226, 227} tii[45,58] := {97, 319} tii[45,59] := {129} tii[45,60] := {102, 313} tii[45,61] := {146, 291} tii[45,62] := {171, 172} tii[45,63] := {145, 325} tii[45,64] := {118, 220} tii[45,65] := {198, 327} tii[45,66] := {152} tii[45,67] := {127} tii[45,68] := {186} tii[45,69] := {153} tii[45,70] := {39, 217} tii[45,71] := {199, 200} tii[45,72] := {70, 276} tii[45,73] := {126} tii[45,74] := {187} tii[45,75] := {123} tii[45,76] := {99} tii[45,77] := {25, 261} tii[45,78] := {164, 165} tii[45,79] := {141, 142} tii[45,80] := {52, 302} tii[45,81] := {55} tii[45,82] := {56, 292} tii[45,83] := {93, 259} tii[45,84] := {90, 91} tii[45,85] := {92, 318} tii[45,86] := {51, 137} tii[45,87] := {138, 324} tii[45,88] := {125} tii[45,89] := {72} tii[45,90] := {9, 216} tii[45,91] := {110, 111} tii[45,92] := {21, 275} tii[45,93] := {37} tii[45,94] := {24, 260} tii[45,95] := {50, 215} tii[45,96] := {65, 66} tii[45,97] := {49, 301} tii[45,98] := {35, 107} tii[45,99] := {82, 315} tii[45,100] := {8, 247} tii[45,101] := {19, 191} tii[45,102] := {18, 287} tii[45,103] := {6, 136} tii[45,104] := {43, 309} tii[45,105] := {27, 322} tii[45,106] := {282} tii[45,107] := {246} tii[45,108] := {195} tii[45,109] := {139, 235} tii[45,110] := {280} tii[45,111] := {192} tii[45,112] := {290} tii[45,113] := {131} tii[45,114] := {281} tii[45,115] := {83, 175} tii[45,116] := {298, 299} tii[45,117] := {258} tii[45,118] := {160} tii[45,119] := {241} tii[45,120] := {109, 211} tii[45,121] := {271, 272} tii[45,122] := {193} tii[45,123] := {84, 256} tii[45,124] := {231, 232} tii[45,125] := {177, 265} tii[45,126] := {182} tii[45,127] := {156} tii[45,128] := {212} tii[45,129] := {183} tii[45,130] := {103} tii[45,131] := {222, 223} tii[45,132] := {60, 147} tii[45,133] := {159} tii[45,134] := {244} tii[45,135] := {124} tii[45,136] := {134} tii[45,137] := {210} tii[45,138] := {166, 167} tii[45,139] := {252, 253} tii[45,140] := {86, 180} tii[45,141] := {75} tii[45,142] := {157} tii[45,143] := {61, 230} tii[45,144] := {114, 115} tii[45,145] := {203, 204} tii[45,146] := {69, 162} tii[45,147] := {149, 248} tii[45,148] := {106} tii[45,149] := {196} tii[45,150] := {73} tii[45,151] := {112, 113} tii[45,152] := {140, 236} tii[45,153] := {38} tii[45,154] := {194} tii[45,155] := {85, 274} tii[45,156] := {67, 68} tii[45,157] := {233, 234} tii[45,158] := {36, 108} tii[45,159] := {179, 266} tii[45,160] := {13} tii[45,161] := {62, 300} tii[45,162] := {31, 32} tii[45,163] := {151, 295} tii[45,164] := {11, 63} tii[45,165] := {3, 40} tii[45,166] := {100} tii[45,167] := {57} tii[45,168] := {28, 94} tii[45,169] := {188} tii[45,170] := {78} tii[45,171] := {155} tii[45,172] := {45, 121} tii[45,173] := {201, 202} tii[45,174] := {101} tii[45,175] := {29, 170} tii[45,176] := {143, 144} tii[45,177] := {96, 197} tii[45,178] := {74} tii[45,179] := {135} tii[45,180] := {54} tii[45,181] := {88, 89} tii[45,182] := {87, 181} tii[45,183] := {23} tii[45,184] := {130} tii[45,185] := {44, 229} tii[45,186] := {173, 174} tii[45,187] := {47, 48} tii[45,188] := {20, 81} tii[45,189] := {120, 221} tii[45,190] := {7} tii[45,191] := {30, 273} tii[45,192] := {16, 17} tii[45,193] := {98, 264} tii[45,194] := {5, 42} tii[45,195] := {0, 26} tii[45,196] := {79} tii[45,197] := {46, 122} tii[45,198] := {76} tii[45,199] := {15, 169} tii[45,200] := {116, 117} tii[45,201] := {71, 163} tii[45,202] := {14} tii[45,203] := {10, 228} tii[45,204] := {33, 34} tii[45,205] := {53, 219} tii[45,206] := {12, 64} tii[45,207] := {4, 41} tii[45,208] := {2, 168} tii[45,209] := {22, 161} tii[45,210] := {1, 80} cell#75 , |C| = 288 special orbit = [9, 2, 2, 1, 1, 1, 1] special rep = [[4, 1], [1, 1, 1]] , dim = 224 cell rep = phi[[4, 1],[1, 1, 1]]+phi[[],[5, 2, 1]] TII depth = 4 TII multiplicity polynomial = 160*X+64*X^2 TII subcells: tii[43,1] := {246} tii[43,2] := {177} tii[43,3] := {167} tii[43,4] := {102} tii[43,5] := {269} tii[43,6] := {164} tii[43,7] := {244} tii[43,8] := {143} tii[43,9] := {262} tii[43,10] := {88} tii[43,11] := {245} tii[43,12] := {263, 264} tii[43,13] := {203} tii[43,14] := {185} tii[43,15] := {219} tii[43,16] := {103} tii[43,17] := {204} tii[43,18] := {230, 231} tii[43,19] := {221} tii[43,20] := {89} tii[43,21] := {179} tii[43,22] := {211, 212} tii[43,23] := {126} tii[43,24] := {159, 160} tii[43,25] := {284} tii[43,26] := {121} tii[43,27] := {267} tii[43,28] := {97} tii[43,29] := {279} tii[43,30] := {54} tii[43,31] := {268} tii[43,32] := {280, 281} tii[43,33] := {259} tii[43,34] := {161} tii[43,35] := {144} tii[43,36] := {180} tii[43,37] := {271} tii[43,38] := {65} tii[43,39] := {162} tii[43,40] := {260} tii[43,41] := {192, 193} tii[43,42] := {275, 276} tii[43,43] := {285} tii[43,44] := {183} tii[43,45] := {55} tii[43,46] := {137} tii[43,47] := {270} tii[43,48] := {170, 171} tii[43,49] := {282, 283} tii[43,50] := {261} tii[43,51] := {86} tii[43,52] := {112, 113} tii[43,53] := {277, 278} tii[43,54] := {286, 287} tii[43,55] := {200} tii[43,56] := {98} tii[43,57] := {218} tii[43,58] := {43} tii[43,59] := {201} tii[43,60] := {226, 227} tii[43,61] := {249} tii[43,62] := {139} tii[43,63] := {31} tii[43,64] := {95} tii[43,65] := {215} tii[43,66] := {128, 129} tii[43,67] := {240, 241} tii[43,68] := {202} tii[43,69] := {52} tii[43,70] := {72, 73} tii[43,71] := {228, 229} tii[43,72] := {251, 252} tii[43,73] := {181} tii[43,74] := {15} tii[43,75] := {136} tii[43,76] := {168, 169} tii[43,77] := {120} tii[43,78] := {27} tii[43,79] := {44, 45} tii[43,80] := {151, 152} tii[43,81] := {186, 187} tii[43,82] := {51} tii[43,83] := {70, 71} tii[43,84] := {99, 100} tii[43,85] := {6} tii[43,86] := {217} tii[43,87] := {17} tii[43,88] := {184} tii[43,89] := {36} tii[43,90] := {147} tii[43,91] := {63} tii[43,92] := {114} tii[43,93] := {7} tii[43,94] := {213} tii[43,95] := {18} tii[43,96] := {140} tii[43,97] := {237} tii[43,98] := {38} tii[43,99] := {101} tii[43,100] := {214} tii[43,101] := {74} tii[43,102] := {238, 239} tii[43,103] := {35} tii[43,104] := {206} tii[43,105] := {59} tii[43,106] := {127} tii[43,107] := {178} tii[43,108] := {92} tii[43,109] := {209, 210} tii[43,110] := {39} tii[43,111] := {141} tii[43,112] := {75} tii[43,113] := {172, 173} tii[43,114] := {132, 133} tii[43,115] := {234} tii[43,116] := {2} tii[43,117] := {124} tii[43,118] := {248} tii[43,119] := {11} tii[43,120] := {235} tii[43,121] := {87} tii[43,122] := {28} tii[43,123] := {255, 256} tii[43,124] := {56} tii[43,125] := {272} tii[43,126] := {19} tii[43,127] := {182} tii[43,128] := {247} tii[43,129] := {41} tii[43,130] := {104} tii[43,131] := {165} tii[43,132] := {265, 266} tii[43,133] := {77} tii[43,134] := {196, 197} tii[43,135] := {236} tii[43,136] := {29} tii[43,137] := {125} tii[43,138] := {257, 258} tii[43,139] := {157, 158} tii[43,140] := {57} tii[43,141] := {273, 274} tii[43,142] := {116, 117} tii[43,143] := {250} tii[43,144] := {37} tii[43,145] := {148} tii[43,146] := {216} tii[43,147] := {64} tii[43,148] := {242, 243} tii[43,149] := {115} tii[43,150] := {40} tii[43,151] := {205} tii[43,152] := {142} tii[43,153] := {232, 233} tii[43,154] := {76} tii[43,155] := {174, 175} tii[43,156] := {253, 254} tii[43,157] := {134, 135} tii[43,158] := {30} tii[43,159] := {166} tii[43,160] := {198, 199} tii[43,161] := {58} tii[43,162] := {224, 225} tii[43,163] := {118, 119} tii[43,164] := {190, 191} tii[43,165] := {0} tii[43,166] := {84} tii[43,167] := {3} tii[43,168] := {53} tii[43,169] := {12} tii[43,170] := {32} tii[43,171] := {8} tii[43,172] := {138} tii[43,173] := {22} tii[43,174] := {66} tii[43,175] := {122} tii[43,176] := {47} tii[43,177] := {153, 154} tii[43,178] := {13} tii[43,179] := {85} tii[43,180] := {33} tii[43,181] := {110, 111} tii[43,182] := {79, 80} tii[43,183] := {220} tii[43,184] := {20} tii[43,185] := {105} tii[43,186] := {176} tii[43,187] := {42} tii[43,188] := {207, 208} tii[43,189] := {78} tii[43,190] := {21} tii[43,191] := {163} tii[43,192] := {96} tii[43,193] := {46} tii[43,194] := {130, 131} tii[43,195] := {194, 195} tii[43,196] := {93, 94} tii[43,197] := {222, 223} tii[43,198] := {14} tii[43,199] := {123} tii[43,200] := {155, 156} tii[43,201] := {34} tii[43,202] := {188, 189} tii[43,203] := {81, 82} tii[43,204] := {149, 150} tii[43,205] := {9} tii[43,206] := {67} tii[43,207] := {23} tii[43,208] := {48} tii[43,209] := {10} tii[43,210] := {62} tii[43,211] := {24} tii[43,212] := {90, 91} tii[43,213] := {60, 61} tii[43,214] := {83} tii[43,215] := {4} tii[43,216] := {108, 109} tii[43,217] := {16} tii[43,218] := {49, 50} tii[43,219] := {145, 146} tii[43,220] := {106, 107} tii[43,221] := {1} tii[43,222] := {5} tii[43,223] := {25, 26} tii[43,224] := {68, 69} cell#76 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {232} tii[45,2] := {256} tii[45,3] := {291} tii[45,4] := {304, 320} tii[45,5] := {317, 328} tii[45,6] := {267} tii[45,7] := {216} tii[45,8] := {234} tii[45,9] := {268} tii[45,10] := {187} tii[45,11] := {228} tii[45,12] := {287, 310} tii[45,13] := {188, 266} tii[45,14] := {305, 324} tii[45,15] := {169} tii[45,16] := {236} tii[45,17] := {113} tii[45,18] := {149} tii[45,19] := {260, 296} tii[45,20] := {114, 211} tii[45,21] := {289, 316} tii[45,22] := {269} tii[45,23] := {241} tii[45,24] := {221, 309} tii[45,25] := {192, 281} tii[45,26] := {264, 323} tii[45,27] := {175, 319} tii[45,28] := {120, 307} tii[45,29] := {226, 327} tii[45,30] := {261, 329} tii[45,31] := {233} tii[45,32] := {167} tii[45,33] := {190} tii[45,34] := {235} tii[45,35] := {138} tii[45,36] := {183} tii[45,37] := {259, 295} tii[45,38] := {139, 230} tii[45,39] := {288, 315} tii[45,40] := {142} tii[45,41] := {118} tii[45,42] := {193} tii[45,43] := {68} tii[45,44] := {90} tii[45,45] := {97} tii[45,46] := {134} tii[45,47] := {220, 274} tii[45,48] := {69, 161} tii[45,49] := {91, 186} tii[45,50] := {263, 303} tii[45,51] := {65} tii[45,52] := {237} tii[45,53] := {199} tii[45,54] := {96} tii[45,55] := {174, 294} tii[45,56] := {143, 249} tii[45,57] := {66, 160} tii[45,58] := {225, 314} tii[45,59] := {153} tii[45,60] := {126, 308} tii[45,61] := {73, 292} tii[45,62] := {94, 208} tii[45,63] := {180, 322} tii[45,64] := {67, 245} tii[45,65] := {222, 326} tii[45,66] := {71} tii[45,67] := {146} tii[45,68] := {37} tii[45,69] := {59} tii[45,70] := {173, 243} tii[45,71] := {38, 109} tii[45,72] := {224, 285} tii[45,73] := {25} tii[45,74] := {194} tii[45,75] := {152} tii[45,76] := {43} tii[45,77] := {125, 273} tii[45,78] := {93, 207} tii[45,79] := {26, 84} tii[45,80] := {179, 302} tii[45,81] := {79} tii[45,82] := {78, 293} tii[45,83] := {40, 270} tii[45,84] := {41, 132} tii[45,85] := {131, 313} tii[45,86] := {28, 178} tii[45,87] := {177, 321} tii[45,88] := {147} tii[45,89] := {99} tii[45,90] := {77, 242} tii[45,91] := {55, 157} tii[45,92] := {130, 284} tii[45,93] := {60} tii[45,94] := {44, 272} tii[45,95] := {20, 238} tii[45,96] := {29, 106} tii[45,97] := {82, 300} tii[45,98] := {16, 155} tii[45,99] := {128, 311} tii[45,100] := {23, 290} tii[45,101] := {8, 265} tii[45,102] := {46, 306} tii[45,103] := {4, 229} tii[45,104] := {80, 318} tii[45,105] := {104, 325} tii[45,106] := {189} tii[45,107] := {163} tii[45,108] := {195} tii[45,109] := {164, 252} tii[45,110] := {191} tii[45,111] := {214} tii[45,112] := {140} tii[45,113] := {239} tii[45,114] := {184} tii[45,115] := {215, 282} tii[45,116] := {141, 231} tii[45,117] := {110} tii[45,118] := {271} tii[45,119] := {148} tii[45,120] := {257, 301} tii[45,121] := {111, 210} tii[45,122] := {200} tii[45,123] := {286, 312} tii[45,124] := {144, 250} tii[45,125] := {112, 276} tii[45,126] := {92} tii[45,127] := {165} tii[45,128] := {53} tii[45,129] := {89} tii[45,130] := {196} tii[45,131] := {54, 137} tii[45,132] := {166, 253} tii[45,133] := {34} tii[45,134] := {85} tii[45,135] := {58} tii[45,136] := {240} tii[45,137] := {124} tii[45,138] := {35, 108} tii[45,139] := {86, 182} tii[45,140] := {217, 283} tii[45,141] := {100} tii[45,142] := {176} tii[45,143] := {258, 299} tii[45,144] := {56, 158} tii[45,145] := {121, 227} tii[45,146] := {36, 203} tii[45,147] := {88, 262} tii[45,148] := {17} tii[45,149] := {198} tii[45,150] := {31} tii[45,151] := {18, 64} tii[45,152] := {170, 255} tii[45,153] := {61} tii[45,154] := {201} tii[45,155] := {219, 280} tii[45,156] := {30, 107} tii[45,157] := {145, 251} tii[45,158] := {19, 156} tii[45,159] := {115, 277} tii[45,160] := {32} tii[45,161] := {172, 298} tii[45,162] := {14, 62} tii[45,163] := {87, 297} tii[45,164] := {6, 102} tii[45,165] := {2, 135} tii[45,166] := {116} tii[45,167] := {150} tii[45,168] := {117, 212} tii[45,169] := {49} tii[45,170] := {197} tii[45,171] := {76} tii[45,172] := {168, 254} tii[45,173] := {50, 133} tii[45,174] := {127} tii[45,175] := {218, 279} tii[45,176] := {74, 181} tii[45,177] := {52, 223} tii[45,178] := {10} tii[45,179] := {151} tii[45,180] := {22} tii[45,181] := {11, 48} tii[45,182] := {119, 213} tii[45,183] := {45} tii[45,184] := {154} tii[45,185] := {171, 248} tii[45,186] := {95, 209} tii[45,187] := {21, 83} tii[45,188] := {13, 129} tii[45,189] := {70, 246} tii[45,190] := {24} tii[45,191] := {123, 278} tii[45,192] := {9, 47} tii[45,193] := {51, 275} tii[45,194] := {5, 81} tii[45,195] := {1, 105} tii[45,196] := {98} tii[45,197] := {72, 162} tii[45,198] := {101} tii[45,199] := {122, 206} tii[45,200] := {57, 159} tii[45,201] := {39, 204} tii[45,202] := {33} tii[45,203] := {75, 247} tii[45,204] := {15, 63} tii[45,205] := {27, 244} tii[45,206] := {7, 103} tii[45,207] := {3, 136} tii[45,208] := {42, 205} tii[45,209] := {12, 202} tii[45,210] := {0, 185} cell#77 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {299} tii[45,2] := {290} tii[45,3] := {232} tii[45,4] := {208, 294} tii[45,5] := {266, 313} tii[45,6] := {318} tii[45,7] := {254} tii[45,8] := {325} tii[45,9] := {179} tii[45,10] := {319} tii[45,11] := {326} tii[45,12] := {153, 261} tii[45,13] := {320, 329} tii[45,14] := {219, 288} tii[45,15] := {289} tii[45,16] := {125} tii[45,17] := {269} tii[45,18] := {292} tii[45,19] := {104, 212} tii[45,20] := {270, 316} tii[45,21] := {167, 252} tii[45,22] := {177} tii[45,23] := {206} tii[45,24] := {66, 260} tii[45,25] := {178, 265} tii[45,26] := {112, 286} tii[45,27] := {102, 291} tii[45,28] := {82, 310} tii[45,29] := {169, 311} tii[45,30] := {201, 324} tii[45,31] := {306} tii[45,32] := {202} tii[45,33] := {321} tii[45,34] := {123} tii[45,35] := {307} tii[45,36] := {322} tii[45,37] := {103, 211} tii[45,38] := {308, 328} tii[45,39] := {166, 250} tii[45,40] := {302} tii[45,41] := {253} tii[45,42] := {80} tii[45,43] := {226} tii[45,44] := {280} tii[45,45] := {257} tii[45,46] := {303} tii[45,47] := {65, 156} tii[45,48] := {227, 295} tii[45,49] := {281, 323} tii[45,50] := {111, 200} tii[45,51] := {242} tii[45,52] := {121} tii[45,53] := {150} tii[45,54] := {276} tii[45,55] := {37, 210} tii[45,56] := {122, 218} tii[45,57] := {243, 305} tii[45,58] := {72, 248} tii[45,59] := {236} tii[45,60] := {64, 256} tii[45,61] := {47, 283} tii[45,62] := {195, 279} tii[45,63] := {114, 284} tii[45,64] := {144, 298} tii[45,65] := {148, 309} tii[45,66] := {228} tii[45,67] := {45} tii[45,68] := {191} tii[45,69] := {234} tii[45,70] := {36, 106} tii[45,71] := {192, 277} tii[45,72] := {71, 147} tii[45,73] := {139} tii[45,74] := {78} tii[45,75] := {100} tii[45,76] := {182} tii[45,77] := {19, 155} tii[45,78] := {79, 165} tii[45,79] := {140, 237} tii[45,80] := {40, 198} tii[45,81] := {129} tii[45,82] := {35, 204} tii[45,83] := {24, 244} tii[45,84] := {96, 189} tii[45,85] := {73, 245} tii[45,86] := {60, 224} tii[45,87] := {99, 282} tii[45,88] := {56} tii[45,89] := {83} tii[45,90] := {8, 133} tii[45,91] := {57, 136} tii[45,92] := {22, 172} tii[45,93] := {48} tii[45,94] := {18, 181} tii[45,95] := {10, 216} tii[45,96] := {31, 92} tii[45,97] := {41, 217} tii[45,98] := {15, 118} tii[45,99] := {62, 262} tii[45,100] := {11, 127} tii[45,101] := {5, 163} tii[45,102] := {30, 164} tii[45,103] := {1, 117} tii[45,104] := {44, 213} tii[45,105] := {23, 157} tii[45,106] := {272} tii[45,107] := {231} tii[45,108] := {185} tii[45,109] := {134, 222} tii[45,110] := {314} tii[45,111] := {255} tii[45,112] := {300} tii[45,113] := {209} tii[45,114] := {315} tii[45,115] := {158, 246} tii[45,116] := {301, 327} tii[45,117] := {273} tii[45,118] := {186} tii[45,119] := {293} tii[45,120] := {135, 223} tii[45,121] := {274, 317} tii[45,122] := {259} tii[45,123] := {160, 263} tii[45,124] := {233, 297} tii[45,125] := {187, 312} tii[45,126] := {271} tii[45,127] := {203} tii[45,128] := {240} tii[45,129] := {275} tii[45,130] := {154} tii[45,131] := {241, 304} tii[45,132] := {107, 196} tii[45,133] := {193} tii[45,134] := {229} tii[45,135] := {235} tii[45,136] := {131} tii[45,137] := {258} tii[45,138] := {194, 278} tii[45,139] := {230, 296} tii[45,140] := {90, 170} tii[45,141] := {184} tii[45,142] := {207} tii[45,143] := {109, 215} tii[45,144] := {143, 239} tii[45,145] := {180, 267} tii[45,146] := {98, 268} tii[45,147] := {132, 287} tii[45,148] := {141} tii[45,149] := {88} tii[45,150] := {183} tii[45,151] := {142, 238} tii[45,152] := {54, 116} tii[45,153] := {130} tii[45,154] := {152} tii[45,155] := {69, 162} tii[45,156] := {97, 190} tii[45,157] := {126, 221} tii[45,158] := {61, 225} tii[45,159] := {89, 251} tii[45,160] := {85} tii[45,161] := {39, 214} tii[45,162] := {59, 138} tii[45,163] := {52, 285} tii[45,164] := {34, 174} tii[45,165] := {17, 119} tii[45,166] := {149} tii[45,167] := {105} tii[45,168] := {67, 145} tii[45,169] := {175} tii[45,170] := {86} tii[45,171] := {205} tii[45,172] := {53, 115} tii[45,173] := {176, 264} tii[45,174] := {151} tii[45,175] := {68, 161} tii[45,176] := {124, 220} tii[45,177] := {87, 249} tii[45,178] := {94} tii[45,179] := {50} tii[45,180] := {128} tii[45,181] := {95, 188} tii[45,182] := {29, 74} tii[45,183] := {84} tii[45,184] := {101} tii[45,185] := {38, 110} tii[45,186] := {81, 168} tii[45,187] := {58, 137} tii[45,188] := {33, 173} tii[45,189] := {51, 199} tii[45,190] := {49} tii[45,191] := {21, 159} tii[45,192] := {32, 93} tii[45,193] := {28, 247} tii[45,194] := {16, 120} tii[45,195] := {7, 76} tii[45,196] := {26} tii[45,197] := {13, 42} tii[45,198] := {63} tii[45,199] := {20, 70} tii[45,200] := {46, 113} tii[45,201] := {27, 146} tii[45,202] := {25} tii[45,203] := {9, 108} tii[45,204] := {14, 55} tii[45,205] := {12, 197} tii[45,206] := {6, 77} tii[45,207] := {2, 43} tii[45,208] := {3, 91} tii[45,209] := {4, 171} tii[45,210] := {0, 75} cell#78 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {408} tii[37,2] := {375, 507} tii[37,3] := {462, 559} tii[37,4] := {503, 584} tii[37,5] := {457} tii[37,6] := {357} tii[37,7] := {319, 535} tii[37,8] := {230, 437} tii[37,9] := {417, 576} tii[37,10] := {282, 495} tii[37,11] := {469, 596} tii[37,12] := {496} tii[37,13] := {257, 555} tii[37,14] := {459} tii[37,15] := {405} tii[37,16] := {128, 514} tii[37,17] := {364, 591} tii[37,18] := {441, 442} tii[37,19] := {183, 550} tii[37,20] := {425, 604} tii[37,21] := {318, 572} tii[37,22] := {254, 556} tii[37,23] := {416, 601} tii[37,24] := {310, 581} tii[37,25] := {309, 532} tii[37,26] := {468, 610} tii[37,27] := {461, 607} tii[37,28] := {413, 599} tii[37,29] := {502, 613} tii[37,30] := {529, 615} tii[37,31] := {407} tii[37,32] := {256, 506} tii[37,33] := {291} tii[37,34] := {160, 383} tii[37,35] := {363, 558} tii[37,36] := {215, 453} tii[37,37] := {424, 583} tii[37,38] := {456} tii[37,39] := {223} tii[37,40] := {188, 534} tii[37,41] := {409} tii[37,42] := {350} tii[37,43] := {77, 479} tii[37,44] := {102, 327} tii[37,45] := {300, 575} tii[37,46] := {390, 391} tii[37,47] := {120, 524} tii[37,48] := {152, 403} tii[37,49] := {373, 595} tii[37,50] := {290} tii[37,51] := {255, 554} tii[37,52] := {220} tii[37,53] := {186, 536} tii[37,54] := {76, 382} tii[37,55] := {362, 590} tii[37,56] := {272, 273} tii[37,57] := {243, 566} tii[37,58] := {242, 504} tii[37,59] := {118, 452} tii[37,60] := {423, 603} tii[37,61] := {125, 431} tii[37,62] := {415, 600} tii[37,63] := {176, 378} tii[37,64] := {359, 588} tii[37,65] := {177, 489} tii[37,66] := {467, 609} tii[37,67] := {236, 516} tii[37,68] := {499, 612} tii[37,69] := {406} tii[37,70] := {124, 505} tii[37,71] := {352} tii[37,72] := {286} tii[37,73] := {229, 557} tii[37,74] := {39, 432} tii[37,75] := {332, 333} tii[37,76] := {72, 490} tii[37,77] := {315, 582} tii[37,78] := {289} tii[37,79] := {187, 533} tii[37,80] := {122, 509} tii[37,81] := {219} tii[37,82] := {22, 381} tii[37,83] := {299, 574} tii[37,84] := {173, 545} tii[37,85] := {172, 470} tii[37,86] := {270, 271} tii[37,87] := {49, 451} tii[37,88] := {372, 594} tii[37,89] := {158} tii[37,90] := {50, 430} tii[37,91] := {360, 589} tii[37,92] := {85, 377} tii[37,93] := {294, 573} tii[37,94] := {210, 211} tii[37,95] := {86, 488} tii[37,96] := {421, 602} tii[37,97] := {150, 268} tii[37,98] := {132, 515} tii[37,99] := {463, 608} tii[37,100] := {123, 527} tii[37,101] := {73, 497} tii[37,102] := {228, 570} tii[37,103] := {112, 531} tii[37,104] := {111, 458} tii[37,105] := {314, 587} tii[37,106] := {36, 460} tii[37,107] := {298, 586} tii[37,108] := {225, 569} tii[37,109] := {66, 501} tii[37,110] := {65, 412} tii[37,111] := {371, 598} tii[37,112] := {105, 528} tii[37,113] := {33, 366} tii[37,114] := {419, 605} tii[37,115] := {258, 597} tii[37,116] := {189, 585} tii[37,117] := {321, 606} tii[37,118] := {131, 571} tii[37,119] := {376, 611} tii[37,120] := {426, 614} tii[37,121] := {293} tii[37,122] := {192, 385} tii[37,123] := {250, 455} tii[37,124] := {356} tii[37,125] := {292} tii[37,126] := {301} tii[37,127] := {259, 436} tii[37,128] := {161, 384} tii[37,129] := {239, 347} tii[37,130] := {316, 494} tii[37,131] := {217, 454} tii[37,132] := {354} tii[37,133] := {320, 478} tii[37,134] := {288} tii[37,135] := {127, 434} tii[37,136] := {374, 523} tii[37,137] := {262, 445} tii[37,138] := {336, 337} tii[37,139] := {181, 492} tii[37,140] := {190, 475} tii[37,141] := {420, 544} tii[37,142] := {246, 429} tii[37,143] := {247, 520} tii[37,144] := {306, 541} tii[37,145] := {411} tii[37,146] := {157} tii[37,147] := {365} tii[37,148] := {59, 265} tii[37,149] := {193, 481} tii[37,150] := {308, 404} tii[37,151] := {97, 346} tii[37,152] := {251, 526} tii[37,153] := {410} tii[37,154] := {221} tii[37,155] := {351} tii[37,156] := {303} tii[37,157] := {260, 513} tii[37,158] := {154} tii[37,159] := {90, 480} tii[37,160] := {38, 325} tii[37,161] := {392, 393} tii[37,162] := {241, 349} tii[37,163] := {204, 205} tii[37,164] := {317, 549} tii[37,165] := {198, 486} tii[37,166] := {140, 525} tii[37,167] := {70, 401} tii[37,168] := {296} tii[37,169] := {74, 379} tii[37,170] := {141, 511} tii[37,171] := {168, 399} tii[37,172] := {369, 565} tii[37,173] := {199, 472} tii[37,174] := {343, 344} tii[37,175] := {113, 322} tii[37,176] := {200, 547} tii[37,177] := {114, 449} tii[37,178] := {281, 389} tii[37,179] := {261, 562} tii[37,180] := {165, 483} tii[37,181] := {156} tii[37,182] := {195, 538} tii[37,183] := {99} tii[37,184] := {14, 264} tii[37,185] := {253, 568} tii[37,186] := {144, 145} tii[37,187] := {136, 517} tii[37,188] := {35, 345} tii[37,189] := {57} tii[37,190] := {37, 324} tii[37,191] := {191, 537} tii[37,192] := {82, 487} tii[37,193] := {313, 580} tii[37,194] := {67, 263} tii[37,195] := {92, 93} tii[37,196] := {249, 567} tii[37,197] := {248, 508} tii[37,198] := {68, 400} tii[37,199] := {55, 142} tii[37,200] := {307, 578} tii[37,201] := {106, 440} tii[37,202] := {182, 482} tii[37,203] := {12, 297} tii[37,204] := {368, 593} tii[37,205] := {29, 224} tii[37,206] := {30, 370} tii[37,207] := {367, 592} tii[37,208] := {10, 163} tii[37,209] := {61, 418} tii[37,210] := {40, 465} tii[37,211] := {355} tii[37,212] := {302} tii[37,213] := {129, 435} tii[37,214] := {240, 348} tii[37,215] := {184, 493} tii[37,216] := {353} tii[37,217] := {194, 477} tii[37,218] := {232} tii[37,219] := {287} tii[37,220] := {51, 433} tii[37,221] := {252, 522} tii[37,222] := {135, 444} tii[37,223] := {170, 284} tii[37,224] := {334, 335} tii[37,225] := {88, 491} tii[37,226] := {226} tii[37,227] := {89, 474} tii[37,228] := {108, 340} tii[37,229] := {312, 543} tii[37,230] := {137, 428} tii[37,231] := {277, 278} tii[37,232] := {138, 519} tii[37,233] := {214, 330} tii[37,234] := {196, 540} tii[37,235] := {222} tii[37,236] := {162} tii[37,237] := {130, 512} tii[37,238] := {155} tii[37,239] := {7, 326} tii[37,240] := {206, 207} tii[37,241] := {110, 218} tii[37,242] := {20, 402} tii[37,243] := {185, 548} tii[37,244] := {84, 485} tii[37,245] := {101} tii[37,246] := {159} tii[37,247] := {21, 380} tii[37,248] := {126, 510} tii[37,249] := {63, 276} tii[37,250] := {148, 149} tii[37,251] := {44, 446} tii[37,252] := {245, 564} tii[37,253] := {212, 213} tii[37,254] := {46, 323} tii[37,255] := {179, 546} tii[37,256] := {178, 471} tii[37,257] := {47, 450} tii[37,258] := {98, 203} tii[37,259] := {151, 269} tii[37,260] := {238, 561} tii[37,261] := {80, 484} tii[37,262] := {119, 438} tii[37,263] := {58} tii[37,264] := {6, 361} tii[37,265] := {43, 339} tii[37,266] := {94, 95} tii[37,267] := {311, 579} tii[37,268] := {17, 295} tii[37,269] := {18, 422} tii[37,270] := {117, 329} tii[37,271] := {5, 235} tii[37,272] := {56, 143} tii[37,273] := {42, 464} tii[37,274] := {305, 577} tii[37,275] := {26, 107} tii[37,276] := {23, 500} tii[37,277] := {78, 476} tii[37,278] := {121, 521} tii[37,279] := {45, 443} tii[37,280] := {75, 473} tii[37,281] := {175, 542} tii[37,282] := {16, 394} tii[37,283] := {116, 518} tii[37,284] := {115, 427} tii[37,285] := {166, 539} tii[37,286] := {71, 386} tii[37,287] := {13, 414} tii[37,288] := {8, 338} tii[37,289] := {244, 563} tii[37,290] := {32, 466} tii[37,291] := {31, 358} tii[37,292] := {48, 328} tii[37,293] := {234, 560} tii[37,294] := {62, 498} tii[37,295] := {11, 304} tii[37,296] := {41, 530} tii[37,297] := {3, 237} tii[37,298] := {174, 553} tii[37,299] := {164, 551} tii[37,300] := {79, 552} tii[37,301] := {231} tii[37,302] := {169, 283} tii[37,303] := {133, 342} tii[37,304] := {233} tii[37,305] := {171, 285} tii[37,306] := {227} tii[37,307] := {197, 398} tii[37,308] := {109, 341} tii[37,309] := {279, 280} tii[37,310] := {216, 331} tii[37,311] := {81, 396} tii[37,312] := {180, 388} tii[37,313] := {103} tii[37,314] := {64, 153} tii[37,315] := {100} tii[37,316] := {28, 209} tii[37,317] := {134, 448} tii[37,318] := {146, 147} tii[37,319] := {96, 202} tii[37,320] := {27} tii[37,321] := {53, 54} tii[37,322] := {15, 274} tii[37,323] := {52, 447} tii[37,324] := {139, 439} tii[37,325] := {25, 91} tii[37,326] := {69, 266} tii[37,327] := {9, 60} tii[37,328] := {4, 208} tii[37,329] := {34, 201} tii[37,330] := {2, 104} tii[37,331] := {83, 397} tii[37,332] := {24, 395} tii[37,333] := {87, 387} tii[37,334] := {1, 275} tii[37,335] := {19, 267} tii[37,336] := {0, 167} cell#79 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {379} tii[37,2] := {213, 503} tii[37,3] := {343, 556} tii[37,4] := {412, 581} tii[37,5] := {425} tii[37,6] := {330} tii[37,7] := {177, 531} tii[37,8] := {363, 438} tii[37,9] := {310, 573} tii[37,10] := {417, 492} tii[37,11] := {374, 593} tii[37,12] := {465} tii[37,13] := {240, 552} tii[37,14] := {427} tii[37,15] := {386} tii[37,16] := {262, 510} tii[37,17] := {366, 588} tii[37,18] := {326, 449} tii[37,19] := {322, 546} tii[37,20] := {420, 602} tii[37,21] := {303, 569} tii[37,22] := {243, 553} tii[37,23] := {415, 599} tii[37,24] := {316, 578} tii[37,25] := {173, 528} tii[37,26] := {460, 608} tii[37,27] := {457, 605} tii[37,28] := {413, 597} tii[37,29] := {494, 612} tii[37,30] := {523, 614} tii[37,31] := {378} tii[37,32] := {121, 502} tii[37,33] := {270} tii[37,34] := {305, 391} tii[37,35] := {248, 555} tii[37,36] := {369, 454} tii[37,37] := {321, 580} tii[37,38] := {426} tii[37,39] := {212} tii[37,40] := {176, 530} tii[37,41] := {382} tii[37,42] := {336} tii[37,43] := {200, 475} tii[37,44] := {244, 342} tii[37,45] := {309, 572} tii[37,46] := {268, 404} tii[37,47] := {264, 520} tii[37,48] := {317, 411} tii[37,49] := {373, 592} tii[37,50] := {274} tii[37,51] := {241, 551} tii[37,52] := {220} tii[37,53] := {181, 532} tii[37,54] := {183, 390} tii[37,55] := {365, 587} tii[37,56] := {151, 295} tii[37,57] := {255, 563} tii[37,58] := {115, 500} tii[37,59] := {257, 453} tii[37,60] := {419, 601} tii[37,61] := {128, 432} tii[37,62] := {414, 598} tii[37,63] := {69, 385} tii[37,64] := {362, 585} tii[37,65] := {194, 486} tii[37,66] := {459, 607} tii[37,67] := {250, 512} tii[37,68] := {493, 611} tii[37,69] := {380} tii[37,70] := {120, 501} tii[37,71] := {329} tii[37,72] := {279} tii[37,73] := {247, 554} tii[37,74] := {142, 433} tii[37,75] := {208, 353} tii[37,76] := {203, 487} tii[37,77] := {320, 579} tii[37,78] := {273} tii[37,79] := {178, 529} tii[37,80] := {126, 505} tii[37,81] := {219} tii[37,82] := {92, 389} tii[37,83] := {308, 571} tii[37,84] := {192, 541} tii[37,85] := {68, 466} tii[37,86] := {150, 294} tii[37,87] := {146, 452} tii[37,88] := {372, 591} tii[37,89] := {160} tii[37,90] := {54, 431} tii[37,91] := {364, 586} tii[37,92] := {27, 384} tii[37,93] := {304, 570} tii[37,94] := {100, 231} tii[37,95] := {96, 485} tii[37,96] := {418, 600} tii[37,97] := {65, 288} tii[37,98] := {145, 511} tii[37,99] := {458, 606} tii[37,100] := {122, 547} tii[37,101] := {74, 524} tii[37,102] := {246, 583} tii[37,103] := {132, 550} tii[37,104] := {38, 495} tii[37,105] := {319, 596} tii[37,106] := {42, 496} tii[37,107] := {307, 595} tii[37,108] := {242, 582} tii[37,109] := {81, 527} tii[37,110] := {21, 461} tii[37,111] := {371, 604} tii[37,112] := {130, 548} tii[37,113] := {13, 423} tii[37,114] := {416, 609} tii[37,115] := {339, 603} tii[37,116] := {276, 594} tii[37,117] := {407, 610} tii[37,118] := {224, 584} tii[37,119] := {442, 613} tii[37,120] := {481, 615} tii[37,121] := {272} tii[37,122] := {179, 393} tii[37,123] := {260, 456} tii[37,124] := {328} tii[37,125] := {271} tii[37,126] := {277} tii[37,127] := {123, 437} tii[37,128] := {306, 392} tii[37,129] := {235, 357} tii[37,130] := {196, 491} tii[37,131] := {370, 455} tii[37,132] := {332} tii[37,133] := {156, 474} tii[37,134] := {282} tii[37,135] := {245, 435} tii[37,136] := {233, 519} tii[37,137] := {113, 445} tii[37,138] := {210, 355} tii[37,139] := {318, 489} tii[37,140] := {184, 471} tii[37,141] := {293, 540} tii[37,142] := {116, 430} tii[37,143] := {258, 516} tii[37,144] := {312, 537} tii[37,145] := {381} tii[37,146] := {154} tii[37,147] := {335} tii[37,148] := {182, 285} tii[37,149] := {91, 477} tii[37,150] := {301, 408} tii[37,151] := {256, 361} tii[37,152] := {148, 522} tii[37,153] := {383} tii[37,154] := {214} tii[37,155] := {337} tii[37,156] := {280} tii[37,157] := {124, 509} tii[37,158] := {158} tii[37,159] := {201, 476} tii[37,160] := {127, 340} tii[37,161] := {269, 405} tii[37,162] := {237, 359} tii[37,163] := {98, 229} tii[37,164] := {197, 545} tii[37,165] := {86, 483} tii[37,166] := {265, 521} tii[37,167] := {193, 409} tii[37,168] := {283} tii[37,169] := {76, 387} tii[37,170] := {144, 507} tii[37,171] := {302, 403} tii[37,172] := {254, 562} tii[37,173] := {88, 468} tii[37,174] := {211, 356} tii[37,175] := {39, 333} tii[37,176] := {205, 543} tii[37,177] := {134, 450} tii[37,178] := {169, 397} tii[37,179] := {263, 559} tii[37,180] := {187, 479} tii[37,181] := {155} tii[37,182] := {180, 534} tii[37,183] := {103} tii[37,184] := {75, 284} tii[37,185] := {261, 565} tii[37,186] := {59, 165} tii[37,187] := {139, 513} tii[37,188] := {133, 360} tii[37,189] := {62} tii[37,190] := {43, 338} tii[37,191] := {185, 533} tii[37,192] := {199, 484} tii[37,193] := {315, 577} tii[37,194] := {22, 275} tii[37,195] := {33, 109} tii[37,196] := {259, 564} tii[37,197] := {117, 504} tii[37,198] := {82, 406} tii[37,199] := {19, 162} tii[37,200] := {313, 575} tii[37,201] := {131, 441} tii[37,202] := {85, 478} tii[37,203] := {23, 376} tii[37,204] := {368, 590} tii[37,205] := {10, 323} tii[37,206] := {44, 424} tii[37,207] := {367, 589} tii[37,208] := {5, 266} tii[37,209] := {78, 463} tii[37,210] := {107, 498} tii[37,211] := {327} tii[37,212] := {278} tii[37,213] := {52, 436} tii[37,214] := {236, 358} tii[37,215] := {97, 490} tii[37,216] := {331} tii[37,217] := {72, 473} tii[37,218] := {217} tii[37,219] := {281} tii[37,220] := {143, 434} tii[37,221] := {136, 518} tii[37,222] := {48, 444} tii[37,223] := {171, 299} tii[37,224] := {209, 354} tii[37,225] := {204, 488} tii[37,226] := {221} tii[37,227] := {93, 470} tii[37,228] := {238, 350} tii[37,229] := {191, 539} tii[37,230] := {50, 429} tii[37,231] := {152, 296} tii[37,232] := {147, 515} tii[37,233] := {111, 346} tii[37,234] := {202, 536} tii[37,235] := {215} tii[37,236] := {157} tii[37,237] := {125, 508} tii[37,238] := {159} tii[37,239] := {53, 341} tii[37,240] := {99, 230} tii[37,241] := {114, 234} tii[37,242] := {95, 410} tii[37,243] := {198, 544} tii[37,244] := {87, 482} tii[37,245] := {105} tii[37,246] := {161} tii[37,247] := {29, 388} tii[37,248] := {129, 506} tii[37,249] := {174, 292} tii[37,250] := {61, 167} tii[37,251] := {140, 446} tii[37,252] := {253, 561} tii[37,253] := {101, 232} tii[37,254] := {15, 334} tii[37,255] := {195, 542} tii[37,256] := {70, 467} tii[37,257] := {56, 451} tii[37,258] := {37, 226} tii[37,259] := {66, 289} tii[37,260] := {251, 558} tii[37,261] := {94, 480} tii[37,262] := {47, 439} tii[37,263] := {63} tii[37,264] := {16, 422} tii[37,265] := {119, 349} tii[37,266] := {34, 110} tii[37,267] := {314, 576} tii[37,268] := {7, 375} tii[37,269] := {30, 464} tii[37,270] := {46, 345} tii[37,271] := {3, 324} tii[37,272] := {20, 163} tii[37,273] := {55, 497} tii[37,274] := {311, 574} tii[37,275] := {12, 207} tii[37,276] := {80, 526} tii[37,277] := {73, 472} tii[37,278] := {137, 517} tii[37,279] := {49, 443} tii[37,280] := {77, 469} tii[37,281] := {190, 538} tii[37,282] := {89, 398} tii[37,283] := {135, 514} tii[37,284] := {40, 428} tii[37,285] := {188, 535} tii[37,286] := {26, 394} tii[37,287] := {24, 462} tii[37,288] := {51, 348} tii[37,289] := {252, 560} tii[37,290] := {45, 499} tii[37,291] := {11, 421} tii[37,292] := {17, 344} tii[37,293] := {249, 557} tii[37,294] := {79, 525} tii[37,295] := {6, 377} tii[37,296] := {108, 549} tii[37,297] := {2, 325} tii[37,298] := {189, 568} tii[37,299] := {186, 566} tii[37,300] := {164, 567} tii[37,301] := {216} tii[37,302] := {170, 298} tii[37,303] := {138, 352} tii[37,304] := {218} tii[37,305] := {172, 300} tii[37,306] := {222} tii[37,307] := {83, 402} tii[37,308] := {239, 351} tii[37,309] := {153, 297} tii[37,310] := {112, 347} tii[37,311] := {175, 400} tii[37,312] := {84, 396} tii[37,313] := {102} tii[37,314] := {67, 168} tii[37,315] := {104} tii[37,316] := {118, 228} tii[37,317] := {57, 448} tii[37,318] := {60, 166} tii[37,319] := {36, 225} tii[37,320] := {35} tii[37,321] := {18, 64} tii[37,322] := {71, 290} tii[37,323] := {141, 447} tii[37,324] := {58, 440} tii[37,325] := {9, 106} tii[37,326] := {25, 286} tii[37,327] := {4, 149} tii[37,328] := {41, 227} tii[37,329] := {14, 223} tii[37,330] := {1, 206} tii[37,331] := {31, 401} tii[37,332] := {90, 399} tii[37,333] := {32, 395} tii[37,334] := {28, 291} tii[37,335] := {8, 287} tii[37,336] := {0, 267} cell#80 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {299} tii[45,2] := {290} tii[45,3] := {232} tii[45,4] := {208, 294} tii[45,5] := {266, 313} tii[45,6] := {318} tii[45,7] := {254} tii[45,8] := {325} tii[45,9] := {179} tii[45,10] := {319} tii[45,11] := {326} tii[45,12] := {153, 261} tii[45,13] := {320, 329} tii[45,14] := {219, 288} tii[45,15] := {289} tii[45,16] := {125} tii[45,17] := {269} tii[45,18] := {292} tii[45,19] := {104, 212} tii[45,20] := {270, 316} tii[45,21] := {167, 252} tii[45,22] := {177} tii[45,23] := {206} tii[45,24] := {66, 260} tii[45,25] := {178, 265} tii[45,26] := {112, 286} tii[45,27] := {102, 291} tii[45,28] := {82, 310} tii[45,29] := {169, 311} tii[45,30] := {201, 324} tii[45,31] := {306} tii[45,32] := {202} tii[45,33] := {321} tii[45,34] := {123} tii[45,35] := {307} tii[45,36] := {322} tii[45,37] := {103, 211} tii[45,38] := {308, 328} tii[45,39] := {166, 250} tii[45,40] := {302} tii[45,41] := {253} tii[45,42] := {80} tii[45,43] := {226} tii[45,44] := {280} tii[45,45] := {257} tii[45,46] := {303} tii[45,47] := {65, 156} tii[45,48] := {227, 295} tii[45,49] := {281, 323} tii[45,50] := {111, 200} tii[45,51] := {242} tii[45,52] := {121} tii[45,53] := {150} tii[45,54] := {276} tii[45,55] := {37, 210} tii[45,56] := {122, 218} tii[45,57] := {243, 305} tii[45,58] := {72, 248} tii[45,59] := {236} tii[45,60] := {64, 256} tii[45,61] := {47, 283} tii[45,62] := {195, 279} tii[45,63] := {114, 284} tii[45,64] := {144, 298} tii[45,65] := {148, 309} tii[45,66] := {228} tii[45,67] := {45} tii[45,68] := {191} tii[45,69] := {234} tii[45,70] := {36, 106} tii[45,71] := {192, 277} tii[45,72] := {71, 147} tii[45,73] := {139} tii[45,74] := {78} tii[45,75] := {100} tii[45,76] := {182} tii[45,77] := {19, 155} tii[45,78] := {79, 165} tii[45,79] := {140, 237} tii[45,80] := {40, 198} tii[45,81] := {129} tii[45,82] := {35, 204} tii[45,83] := {24, 244} tii[45,84] := {96, 189} tii[45,85] := {73, 245} tii[45,86] := {60, 224} tii[45,87] := {99, 282} tii[45,88] := {56} tii[45,89] := {83} tii[45,90] := {8, 133} tii[45,91] := {57, 136} tii[45,92] := {22, 172} tii[45,93] := {48} tii[45,94] := {18, 181} tii[45,95] := {10, 216} tii[45,96] := {31, 92} tii[45,97] := {41, 217} tii[45,98] := {15, 118} tii[45,99] := {62, 262} tii[45,100] := {11, 127} tii[45,101] := {5, 163} tii[45,102] := {30, 164} tii[45,103] := {1, 117} tii[45,104] := {44, 213} tii[45,105] := {23, 157} tii[45,106] := {272} tii[45,107] := {231} tii[45,108] := {185} tii[45,109] := {134, 222} tii[45,110] := {314} tii[45,111] := {255} tii[45,112] := {300} tii[45,113] := {209} tii[45,114] := {315} tii[45,115] := {158, 246} tii[45,116] := {301, 327} tii[45,117] := {273} tii[45,118] := {186} tii[45,119] := {293} tii[45,120] := {135, 223} tii[45,121] := {274, 317} tii[45,122] := {259} tii[45,123] := {160, 263} tii[45,124] := {233, 297} tii[45,125] := {187, 312} tii[45,126] := {271} tii[45,127] := {203} tii[45,128] := {240} tii[45,129] := {275} tii[45,130] := {154} tii[45,131] := {241, 304} tii[45,132] := {107, 196} tii[45,133] := {193} tii[45,134] := {229} tii[45,135] := {235} tii[45,136] := {131} tii[45,137] := {258} tii[45,138] := {194, 278} tii[45,139] := {230, 296} tii[45,140] := {90, 170} tii[45,141] := {184} tii[45,142] := {207} tii[45,143] := {109, 215} tii[45,144] := {143, 239} tii[45,145] := {180, 267} tii[45,146] := {98, 268} tii[45,147] := {132, 287} tii[45,148] := {141} tii[45,149] := {88} tii[45,150] := {183} tii[45,151] := {142, 238} tii[45,152] := {54, 116} tii[45,153] := {130} tii[45,154] := {152} tii[45,155] := {69, 162} tii[45,156] := {97, 190} tii[45,157] := {126, 221} tii[45,158] := {61, 225} tii[45,159] := {89, 251} tii[45,160] := {85} tii[45,161] := {39, 214} tii[45,162] := {59, 138} tii[45,163] := {52, 285} tii[45,164] := {34, 174} tii[45,165] := {17, 119} tii[45,166] := {149} tii[45,167] := {105} tii[45,168] := {67, 145} tii[45,169] := {175} tii[45,170] := {86} tii[45,171] := {205} tii[45,172] := {53, 115} tii[45,173] := {176, 264} tii[45,174] := {151} tii[45,175] := {68, 161} tii[45,176] := {124, 220} tii[45,177] := {87, 249} tii[45,178] := {94} tii[45,179] := {50} tii[45,180] := {128} tii[45,181] := {95, 188} tii[45,182] := {29, 74} tii[45,183] := {84} tii[45,184] := {101} tii[45,185] := {38, 110} tii[45,186] := {81, 168} tii[45,187] := {58, 137} tii[45,188] := {33, 173} tii[45,189] := {51, 199} tii[45,190] := {49} tii[45,191] := {21, 159} tii[45,192] := {32, 93} tii[45,193] := {28, 247} tii[45,194] := {16, 120} tii[45,195] := {7, 76} tii[45,196] := {26} tii[45,197] := {13, 42} tii[45,198] := {63} tii[45,199] := {20, 70} tii[45,200] := {46, 113} tii[45,201] := {27, 146} tii[45,202] := {25} tii[45,203] := {9, 108} tii[45,204] := {14, 55} tii[45,205] := {12, 197} tii[45,206] := {6, 77} tii[45,207] := {2, 43} tii[45,208] := {3, 91} tii[45,209] := {4, 171} tii[45,210] := {0, 75} cell#81 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {390} tii[37,2] := {176, 508} tii[37,3] := {293, 554} tii[37,4] := {352, 582} tii[37,5] := {448} tii[37,6] := {323} tii[37,7] := {146, 542} tii[37,8] := {289, 419} tii[37,9] := {263, 574} tii[37,10] := {375, 463} tii[37,11] := {318, 596} tii[37,12] := {491} tii[37,13] := {212, 566} tii[37,14] := {445} tii[37,15] := {468} tii[37,16] := {183, 511} tii[37,17] := {335, 592} tii[37,18] := {446, 523} tii[37,19] := {272, 537} tii[37,20] := {386, 605} tii[37,21] := {280, 583} tii[37,22] := {331, 564} tii[37,23] := {399, 603} tii[37,24] := {403, 578} tii[37,25] := {281, 577} tii[37,26] := {444, 611} tii[37,27] := {451, 609} tii[37,28] := {485, 601} tii[37,29] := {486, 614} tii[37,30] := {517, 615} tii[37,31] := {389} tii[37,32] := {86, 507} tii[37,33] := {245} tii[37,34] := {221, 358} tii[37,35] := {190, 553} tii[37,36] := {301, 410} tii[37,37] := {241, 581} tii[37,38] := {447} tii[37,39] := {174} tii[37,40] := {144, 541} tii[37,41] := {387} tii[37,42] := {415} tii[37,43] := {118, 469} tii[37,44] := {157, 291} tii[37,45] := {261, 573} tii[37,46] := {388, 487} tii[37,47] := {198, 501} tii[37,48] := {228, 350} tii[37,49] := {315, 595} tii[37,50] := {243} tii[37,51] := {209, 565} tii[37,52] := {286} tii[37,53] := {252, 540} tii[37,54] := {101, 357} tii[37,55] := {334, 591} tii[37,56] := {244, 374} tii[37,57] := {342, 558} tii[37,58] := {210, 557} tii[37,59] := {163, 408} tii[37,60] := {383, 604} tii[37,61] := {156, 414} tii[37,62] := {396, 602} tii[37,63] := {113, 456} tii[37,64] := {435, 590} tii[37,65] := {231, 457} tii[37,66] := {436, 610} tii[37,67] := {285, 495} tii[37,68] := {477, 613} tii[37,69] := {404} tii[37,70] := {84, 527} tii[37,71] := {345} tii[37,72] := {397} tii[37,73] := {189, 570} tii[37,74] := {64, 452} tii[37,75] := {346, 454} tii[37,76] := {131, 490} tii[37,77] := {238, 589} tii[37,78] := {278} tii[37,79] := {141, 552} tii[37,80] := {179, 525} tii[37,81] := {330} tii[37,82] := {32, 398} tii[37,83] := {260, 586} tii[37,84] := {271, 549} tii[37,85] := {142, 548} tii[37,86] := {279, 402} tii[37,87] := {75, 442} tii[37,88] := {312, 600} tii[37,89] := {253} tii[37,90] := {62, 450} tii[37,91] := {329, 597} tii[37,92] := {41, 483} tii[37,93] := {372, 584} tii[37,94] := {211, 343} tii[37,95] := {133, 484} tii[37,96] := {373, 608} tii[37,97] := {149, 384} tii[37,98] := {170, 516} tii[37,99] := {425, 612} tii[37,100] := {97, 526} tii[37,101] := {148, 492} tii[37,102] := {215, 569} tii[37,103] := {216, 520} tii[37,104] := {98, 519} tii[37,105] := {277, 588} tii[37,106] := {89, 449} tii[37,107] := {282, 585} tii[37,108] := {339, 567} tii[37,109] := {153, 482} tii[37,110] := {54, 481} tii[37,111] := {340, 599} tii[37,112] := {206, 515} tii[37,113] := {26, 440} tii[37,114] := {400, 606} tii[37,115] := {214, 568} tii[37,116] := {268, 543} tii[37,117] := {269, 587} tii[37,118] := {205, 514} tii[37,119] := {336, 598} tii[37,120] := {262, 607} tii[37,121] := {249} tii[37,122] := {124, 361} tii[37,123] := {167, 413} tii[37,124] := {326} tii[37,125] := {247} tii[37,126] := {258} tii[37,127] := {69, 421} tii[37,128] := {222, 359} tii[37,129] := {193, 307} tii[37,130] := {107, 465} tii[37,131] := {302, 412} tii[37,132] := {321} tii[37,133] := {122, 471} tii[37,134] := {355} tii[37,135] := {158, 418} tii[37,136] := {166, 503} tii[37,137] := {71, 428} tii[37,138] := {322, 438} tii[37,139] := {229, 461} tii[37,140] := {220, 467} tii[37,141] := {227, 531} tii[37,142] := {177, 498} tii[37,143] := {304, 499} tii[37,144] := {351, 529} tii[37,145] := {393} tii[37,146] := {111} tii[37,147] := {332} tii[37,148] := {100, 223} tii[37,149] := {50, 473} tii[37,150] := {264, 378} tii[37,151] := {162, 284} tii[37,152] := {80, 506} tii[37,153] := {391} tii[37,154] := {172} tii[37,155] := {416} tii[37,156] := {255} tii[37,157] := {93, 513} tii[37,158] := {218} tii[37,159] := {119, 472} tii[37,160] := {56, 290} tii[37,161] := {392, 488} tii[37,162] := {191, 305} tii[37,163] := {173, 300} tii[37,164] := {136, 539} tii[37,165] := {52, 480} tii[37,166] := {199, 505} tii[37,167] := {104, 348} tii[37,168] := {356} tii[37,169] := {99, 353} tii[37,170] := {182, 510} tii[37,171] := {225, 365} tii[37,172] := {197, 560} tii[37,173] := {147, 534} tii[37,174] := {324, 439} tii[37,175] := {61, 405} tii[37,176] := {275, 535} tii[37,177] := {164, 406} tii[37,178] := {256, 462} tii[37,179] := {317, 556} tii[37,180] := {217, 455} tii[37,181] := {139} tii[37,182] := {150, 545} tii[37,183] := {178} tii[37,184] := {27, 259} tii[37,185] := {204, 563} tii[37,186] := {140, 270} tii[37,187] := {95, 518} tii[37,188] := {59, 310} tii[37,189] := {114} tii[37,190] := {55, 328} tii[37,191] := {254, 544} tii[37,192] := {128, 478} tii[37,193] := {267, 580} tii[37,194] := {29, 370} tii[37,195] := {83, 200} tii[37,196] := {344, 562} tii[37,197] := {213, 561} tii[37,198] := {105, 371} tii[37,199] := {44, 236} tii[37,200] := {385, 576} tii[37,201] := {154, 424} tii[37,202] := {151, 536} tii[37,203] := {30, 250} tii[37,204] := {338, 594} tii[37,205] := {15, 298} tii[37,206] := {76, 299} tii[37,207] := {443, 593} tii[37,208] := {5, 235} tii[37,209] := {109, 362} tii[37,210] := {60, 292} tii[37,211] := {325} tii[37,212] := {257} tii[37,213] := {20, 420} tii[37,214] := {192, 306} tii[37,215] := {39, 464} tii[37,216] := {319} tii[37,217] := {47, 470} tii[37,218] := {184} tii[37,219] := {354} tii[37,220] := {65, 417} tii[37,221] := {79, 502} tii[37,222] := {23, 427} tii[37,223] := {125, 232} tii[37,224] := {320, 437} tii[37,225] := {132, 459} tii[37,226] := {287} tii[37,227] := {116, 466} tii[37,228] := {159, 295} tii[37,229] := {130, 530} tii[37,230] := {87, 496} tii[37,231] := {246, 376} tii[37,232] := {202, 497} tii[37,233] := {185, 409} tii[37,234] := {240, 528} tii[37,235] := {207} tii[37,236] := {120} tii[37,237] := {91, 512} tii[37,238] := {251} tii[37,239] := {12, 333} tii[37,240] := {208, 341} tii[37,241] := {70, 165} tii[37,242] := {38, 381} tii[37,243] := {135, 538} tii[37,244] := {51, 479} tii[37,245] := {180} tii[37,246] := {219} tii[37,247] := {31, 395} tii[37,248] := {181, 509} tii[37,249] := {102, 226} tii[37,250] := {143, 273} tii[37,251] := {72, 426} tii[37,252] := {196, 559} tii[37,253] := {175, 303} tii[37,254] := {16, 433} tii[37,255] := {274, 533} tii[37,256] := {145, 532} tii[37,257] := {77, 434} tii[37,258] := {90, 313} tii[37,259] := {121, 349} tii[37,260] := {314, 555} tii[37,261] := {110, 476} tii[37,262] := {92, 500} tii[37,263] := {117} tii[37,264] := {17, 327} tii[37,265] := {58, 294} tii[37,266] := {88, 203} tii[37,267] := {266, 579} tii[37,268] := {9, 368} tii[37,269] := {53, 369} tii[37,270] := {68, 407} tii[37,271] := {2, 308} tii[37,272] := {49, 242} tii[37,273] := {82, 423} tii[37,274] := {382, 575} tii[37,275] := {21, 169} tii[37,276] := {40, 360} tii[37,277] := {45, 494} tii[37,278] := {78, 524} tii[37,279] := {22, 453} tii[37,280] := {115, 493} tii[37,281] := {129, 551} tii[37,282] := {35, 401} tii[37,283] := {201, 522} tii[37,284] := {85, 521} tii[37,285] := {237, 547} tii[37,286] := {46, 489} tii[37,287] := {43, 394} tii[37,288] := {14, 337} tii[37,289] := {195, 572} tii[37,290] := {96, 432} tii[37,291] := {25, 431} tii[37,292] := {18, 441} tii[37,293] := {311, 571} tii[37,294] := {138, 475} tii[37,295] := {10, 379} tii[37,296] := {81, 422} tii[37,297] := {3, 316} tii[37,298] := {152, 550} tii[37,299] := {276, 546} tii[37,300] := {137, 474} tii[37,301] := {188} tii[37,302] := {127, 234} tii[37,303] := {74, 297} tii[37,304] := {186} tii[37,305] := {126, 233} tii[37,306] := {288} tii[37,307] := {37, 367} tii[37,308] := {160, 296} tii[37,309] := {248, 377} tii[37,310] := {187, 411} tii[37,311] := {103, 364} tii[37,312] := {123, 460} tii[37,313] := {66} tii[37,314] := {34, 106} tii[37,315] := {155} tii[37,316] := {57, 161} tii[37,317] := {24, 430} tii[37,318] := {112, 230} tii[37,319] := {67, 283} tii[37,320] := {63} tii[37,321] := {42, 134} tii[37,322] := {28, 224} tii[37,323] := {73, 429} tii[37,324] := {94, 504} tii[37,325] := {19, 171} tii[37,326] := {33, 347} tii[37,327] := {7, 108} tii[37,328] := {11, 194} tii[37,329] := {13, 309} tii[37,330] := {1, 168} tii[37,331] := {8, 366} tii[37,332] := {36, 363} tii[37,333] := {48, 458} tii[37,334] := {4, 265} tii[37,335] := {6, 380} tii[37,336] := {0, 239} cell#82 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1127} tii[33,2] := {695} tii[33,3] := {526, 815} tii[33,4] := {286, 1352} tii[33,5] := {1257} tii[33,6] := {518, 1133} tii[33,7] := {993} tii[33,8] := {635} tii[33,9] := {958} tii[33,10] := {446, 736} tii[33,11] := {554, 812, 1093, 1318} tii[33,12] := {752, 966, 1232, 1389} tii[33,13] := {1351} tii[33,14] := {297, 937} tii[33,15] := {787} tii[33,16] := {1250} tii[33,17] := {731} tii[33,18] := {584, 882} tii[33,19] := {1313} tii[33,20] := {369, 569, 864, 1173} tii[33,21] := {1251, 1407} tii[33,22] := {515, 765, 1060, 1249} tii[33,23] := {930} tii[33,24] := {733, 1025} tii[33,25] := {1000} tii[33,26] := {304, 810, 862, 1162} tii[33,27] := {931, 1189} tii[33,28] := {465, 965, 1057, 1240} tii[33,29] := {859, 1141} tii[33,30] := {694, 1054, 1226, 1227} tii[33,31] := {407, 1421} tii[33,32] := {1355} tii[33,33] := {493} tii[33,34] := {1136} tii[33,35] := {659, 1261} tii[33,36] := {321, 588} tii[33,37] := {1094} tii[33,38] := {698, 957, 1217, 1393} tii[33,39] := {899, 1105, 1335, 1437} tii[33,40] := {358, 1453} tii[33,41] := {1420} tii[33,42] := {193, 782} tii[33,43] := {546, 1209} tii[33,44] := {1082} tii[33,45] := {239, 1417} tii[33,46] := {632} tii[33,47] := {1349} tii[33,48] := {580} tii[33,49] := {1026} tii[33,50] := {299, 1439} tii[33,51] := {445, 735} tii[33,52] := {1391} tii[33,53] := {252, 435, 714, 1030} tii[33,54] := {641, 866, 1156, 1373} tii[33,55] := {240, 477, 1418, 1465} tii[33,56] := {1350, 1448} tii[33,57] := {382, 619, 914, 1118} tii[33,58] := {801, 1061, 1302, 1414} tii[33,59] := {688, 1309} tii[33,60] := {1206} tii[33,61] := {779} tii[33,62] := {1166} tii[33,63] := {552, 1363} tii[33,64] := {1271} tii[33,65] := {582, 877} tii[33,66] := {846} tii[33,67] := {202, 662, 713, 1019} tii[33,68] := {700, 1014, 1277, 1426} tii[33,69] := {410, 750, 1310, 1435} tii[33,70] := {1207, 1382} tii[33,71] := {780, 1055} tii[33,72] := {335, 821, 911, 1111} tii[33,73] := {901, 1193, 1383, 1451} tii[33,74] := {1276} tii[33,75] := {642, 1151, 1366, 1454} tii[33,76] := {709, 997} tii[33,77] := {491, 990, 1260, 1462} tii[33,78] := {1139, 1379} tii[33,79] := {551, 909, 1099, 1100} tii[33,80] := {802, 1295, 1433, 1463} tii[33,81] := {946, 1369, 1457, 1468} tii[33,82] := {1452} tii[33,83] := {784} tii[33,84] := {296, 935} tii[33,85] := {1415} tii[33,86] := {320, 881} tii[33,87] := {730} tii[33,88] := {1438} tii[33,89] := {366, 568, 863, 1172} tii[33,90] := {1416, 1464} tii[33,91] := {512, 764, 1059, 1247} tii[33,92] := {1385} tii[33,93] := {416, 1073} tii[33,94] := {927} tii[33,95] := {879} tii[33,96] := {301, 1144} tii[33,97] := {443, 1024} tii[33,98] := {999} tii[33,99] := {119, 565, 809, 1161} tii[33,100] := {1424} tii[33,101] := {423, 715, 1011, 1280} tii[33,102] := {184, 462, 1074, 1298} tii[33,103] := {928, 1188} tii[33,104] := {223, 762, 964, 1238} tii[33,105] := {1386, 1460} tii[33,106] := {606, 912, 1191, 1342} tii[33,107] := {1455} tii[33,108] := {1009} tii[33,109] := {367, 852, 1149, 1360} tii[33,110] := {563, 1140} tii[33,111] := {247, 690, 988, 1403} tii[33,112] := {841, 1186} tii[33,113] := {418, 761, 1224, 1225} tii[33,114] := {1422, 1467} tii[33,115] := {513, 1050, 1293, 1404} tii[33,116] := {1387, 1469} tii[33,117] := {649, 1167, 1368, 1443} tii[33,118] := {1070} tii[33,119] := {581, 1165} tii[33,120] := {1143} tii[33,121] := {201, 712, 955, 1279} tii[33,122] := {1071, 1297} tii[33,123] := {334, 910, 1103, 1340} tii[33,124] := {1272} tii[33,125] := {159, 851, 1090, 1359} tii[33,126] := {708, 1265} tii[33,127] := {84, 689, 950, 1401} tii[33,128] := {550, 908, 1325, 1326} tii[33,129] := {1130, 1376} tii[33,130] := {261, 1049, 1230, 1402} tii[33,131] := {1072, 1427} tii[33,132] := {371, 1169, 1317, 1442} tii[33,133] := {850, 1356} tii[33,134] := {687, 1048, 1399, 1400} tii[33,135] := {631, 1171, 1440, 1441} tii[33,136] := {186} tii[33,137] := {195} tii[33,138] := {843} tii[33,139] := {587} tii[33,140] := {213, 393} tii[33,141] := {350, 538} tii[33,142] := {288} tii[33,143] := {182, 1252} tii[33,144] := {995} tii[33,145] := {413} tii[33,146] := {112} tii[33,147] := {388, 991} tii[33,148] := {839} tii[33,149] := {102, 1135} tii[33,150] := {875} tii[33,151] := {555} tii[33,152] := {450} tii[33,153] := {814} tii[33,154] := {126, 273} tii[33,155] := {422, 663, 956, 1220} tii[33,156] := {171, 1017} tii[33,157] := {753} tii[33,158] := {233, 403} tii[33,159] := {605, 822, 1104, 1312} tii[33,160] := {103, 279, 888, 1109} tii[33,161] := {191} tii[33,162] := {269, 844} tii[33,163] := {984} tii[33,164] := {578} tii[33,165] := {305} tii[33,166] := {172, 722} tii[33,167] := {669} tii[33,168] := {173, 392} tii[33,169] := {1089} tii[33,170] := {306, 522, 811, 1096} tii[33,171] := {466} tii[33,172] := {105, 280, 592, 826} tii[33,173] := {281, 537} tii[33,174] := {985, 1231} tii[33,175] := {467, 677, 967, 1212} tii[33,176] := {272, 521} tii[33,177] := {808} tii[33,178] := {211, 658, 666, 959} tii[33,179] := {400, 675} tii[33,180] := {696, 968} tii[33,181] := {113, 517, 533, 819} tii[33,182] := {344, 803, 825, 1088} tii[33,183] := {451, 681, 948, 949} tii[33,184] := {242, 1419} tii[33,185] := {409} tii[33,186] := {180, 1263} tii[33,187] := {1138} tii[33,188] := {415, 1080} tii[33,189] := {939} tii[33,190] := {88} tii[33,191] := {146, 1347} tii[33,192] := {544} tii[33,193] := {270, 1159} tii[33,194] := {878} tii[33,195] := {375} tii[33,196] := {197, 1390} tii[33,197] := {1022} tii[33,198] := {699} tii[33,199] := {497, 718, 1013, 1286} tii[33,200] := {93, 216} tii[33,201] := {181, 401, 1037, 1236} tii[33,202] := {147, 347, 1348, 1447} tii[33,203] := {900} tii[33,204] := {656, 915, 1194, 1346} tii[33,205] := {168, 353} tii[33,206] := {547, 1204} tii[33,207] := {1125} tii[33,208] := {411} tii[33,209] := {156} tii[33,210] := {194, 790} tii[33,211] := {1075} tii[33,212] := {75, 1253} tii[33,213] := {504} tii[33,214] := {1213} tii[33,215] := {1027} tii[33,216] := {420, 1270} tii[33,217] := {254} tii[33,218] := {553} tii[33,219] := {390, 1015} tii[33,220] := {873} tii[33,221] := {583} tii[33,222] := {1145} tii[33,223] := {556, 865, 1155, 1367} tii[33,224] := {116, 1314} tii[33,225] := {118, 645} tii[33,226] := {255, 436, 717, 1035} tii[33,227] := {127, 317} tii[33,228] := {1126, 1333} tii[33,229] := {289, 603, 1205, 1381} tii[33,230] := {751} tii[33,231] := {384} tii[33,232] := {287, 536, 887, 1108} tii[33,233] := {1076, 1299} tii[33,234] := {82, 232, 510, 771} tii[33,235] := {754, 1058, 1301, 1412} tii[33,236] := {76, 230, 1254, 1408} tii[33,237] := {234, 480} tii[33,238] := {385, 620, 916, 1124} tii[33,239] := {1154} tii[33,240] := {498, 1004, 1274, 1423} tii[33,241] := {1092} tii[33,242] := {661} tii[33,243] := {209, 432} tii[33,244] := {164, 524, 571, 885} tii[33,245] := {203, 1215} tii[33,246] := {710} tii[33,247] := {412, 673, 960, 1223} tii[33,248] := {363, 837, 1132, 1445} tii[33,249] := {996, 1296} tii[33,250] := {994, 1234} tii[33,251] := {89, 399, 460, 748} tii[33,252] := {342, 615} tii[33,253] := {636, 919} tii[33,254] := {657, 1184, 1378, 1446} tii[33,255] := {266, 679, 768, 981} tii[33,256] := {820} tii[33,257] := {106, 338, 1134, 1336} tii[33,258] := {798, 1282, 1428, 1461} tii[33,259] := {874, 1116} tii[33,260] := {77, 447, 1016, 1388} tii[33,261] := {376, 628, 830, 831} tii[33,262] := {417, 1078} tii[33,263] := {1201} tii[33,264] := {248} tii[33,265] := {199, 794} tii[33,266] := {650} tii[33,267] := {880} tii[33,268] := {302, 1146} tii[33,269] := {368} tii[33,270] := {424, 716, 1012, 1281} tii[33,271] := {214, 434} tii[33,272] := {1269} tii[33,273] := {151, 349, 654, 922} tii[33,274] := {185, 463, 1079, 1300} tii[33,275] := {514} tii[33,276] := {607, 913, 1192, 1344} tii[33,277] := {351, 618} tii[33,278] := {1202, 1380} tii[33,279] := {1364} tii[33,280] := {370, 853, 1150, 1361} tii[33,281] := {857} tii[33,282] := {428} tii[33,283] := {205, 1007} tii[33,284] := {313, 562} tii[33,285] := {212, 665, 719, 1032} tii[33,286] := {1010} tii[33,287] := {249, 458, 742, 1044} tii[33,288] := {788, 1064} tii[33,289] := {250, 691, 989, 1405} tii[33,290] := {474, 760} tii[33,291] := {108, 340, 938, 1196} tii[33,292] := {842, 1187} tii[33,293] := {1258, 1431} tii[33,294] := {516, 1051, 1294, 1406} tii[33,295] := {610} tii[33,296] := {114, 532, 601, 896} tii[33,297] := {345, 824, 918, 1122} tii[33,298] := {79, 449, 795, 1248} tii[33,299] := {1203, 1456} tii[33,300] := {652, 1168, 1370, 1444} tii[33,301] := {651, 926} tii[33,302] := {452, 777, 976, 977} tii[33,303] := {1148} tii[33,304] := {256, 952, 1005, 1267} tii[33,305] := {430, 702} tii[33,306] := {190, 671, 744, 1039} tii[33,307] := {987, 1292} tii[33,308] := {158, 805, 838, 1329} tii[33,309] := {612, 903} tii[33,310] := {386, 1102, 1185, 1330} tii[33,311] := {932, 1372} tii[33,312] := {506, 1219, 1284, 1397} tii[33,313] := {577, 924, 1114, 1115} tii[33,314] := {83, 668, 724, 1239} tii[33,315] := {637, 1174, 1321, 1322} tii[33,316] := {541} tii[33,317] := {284, 1358} tii[33,318] := {1264} tii[33,319] := {39} tii[33,320] := {686} tii[33,321] := {258} tii[33,322] := {389, 1278} tii[33,323] := {1164} tii[33,324] := {847} tii[33,325] := {43, 129} tii[33,326] := {1045} tii[33,327] := {285, 535, 1176, 1338} tii[33,328] := {94, 236} tii[33,329] := {85} tii[33,330] := {143, 1353} tii[33,331] := {542} tii[33,332] := {111, 638} tii[33,333] := {1255} tii[33,334] := {372} tii[33,335] := {160} tii[33,336] := {196, 1392} tii[33,337] := {697} tii[33,338] := {1020} tii[33,339] := {519, 1157} tii[33,340] := {444} tii[33,341] := {62, 215} tii[33,342] := {1315} tii[33,343] := {57, 499} tii[33,344] := {161, 318, 567, 886} tii[33,345] := {262} tii[33,346] := {144, 346, 1354, 1449} tii[33,347] := {140, 352} tii[33,348] := {898} tii[33,349] := {408, 676, 1036, 1235} tii[33,350] := {1256, 1409} tii[33,351] := {35, 139, 379, 623} tii[33,352] := {263, 481, 766, 983} tii[33,353] := {124, 315} tii[33,354] := {307, 1316} tii[33,355] := {806} tii[33,356] := {1216} tii[33,357] := {564} tii[33,358] := {92, 394, 438, 738} tii[33,359] := {543, 818, 1097, 1324} tii[33,360] := {227, 476} tii[33,361] := {187, 472, 1262, 1410} tii[33,362] := {494, 769} tii[33,363] := {1137, 1337} tii[33,364] := {962} tii[33,365] := {40, 278, 331, 602} tii[33,366] := {167, 539, 622, 834} tii[33,367] := {145, 585, 1158, 1436} tii[33,368] := {1021, 1245} tii[33,369] := {259, 486, 683, 684} tii[33,370] := {1306} tii[33,371] := {489} tii[33,372] := {298, 933} tii[33,373] := {153} tii[33,374] := {419, 1085} tii[33,375] := {944} tii[33,376] := {117, 643} tii[33,377] := {501} tii[33,378] := {732} tii[33,379] := {1362} tii[33,380] := {640} tii[33,381] := {200, 1001} tii[33,382] := {251} tii[33,383] := {303, 566, 861, 1163} tii[33,384] := {128, 316} tii[33,385] := {1307, 1434} tii[33,386] := {359, 616, 947, 1198} tii[33,387] := {800} tii[33,388] := {80, 231, 509, 770} tii[33,389] := {104, 333, 934, 1190} tii[33,390] := {381} tii[33,391] := {464, 763, 1056, 1242} tii[33,392] := {235, 479} tii[33,393] := {1425} tii[33,394] := {426, 1275} tii[33,395] := {1153} tii[33,396] := {707} tii[33,397] := {309} tii[33,398] := {703} tii[33,399] := {208, 431} tii[33,400] := {125, 523, 570, 883} tii[33,401] := {858} tii[33,402] := {253, 705, 1003, 1268} tii[33,403] := {120, 855} tii[33,404] := {154, 329, 593, 894} tii[33,405] := {490, 746, 1041, 1290} tii[33,406] := {633, 917} tii[33,407] := {1357, 1459} tii[33,408] := {341, 614} tii[33,409] := {1083, 1304} tii[33,410] := {290, 613, 1210, 1384} tii[33,411] := {155, 548, 836, 1331} tii[33,412] := {693, 1053} tii[33,413] := {468} tii[33,414] := {904} tii[33,415] := {54, 398, 461, 747} tii[33,416] := {229, 678, 767, 979} tii[33,417] := {50, 224, 783, 1062} tii[33,418] := {383, 906, 1183, 1332} tii[33,419] := {1308, 1466} tii[33,420] := {502, 776} tii[33,421] := {945, 1200} tii[33,422] := {241, 734, 1086, 1413} tii[33,423] := {30, 322, 644, 1117} tii[33,424] := {324, 627, 828, 829} tii[33,425] := {503, 1028, 1283, 1398} tii[33,426] := {1365} tii[33,427] := {849} tii[33,428] := {162, 807, 854, 1142} tii[33,429] := {1002} tii[33,430] := {311, 557} tii[33,431] := {545, 893, 1180, 1375} tii[33,432] := {110, 529, 596, 889} tii[33,433] := {1259, 1432} tii[33,434] := {87, 660, 692, 1228} tii[33,435] := {1047} tii[33,436] := {470, 755} tii[33,437] := {264, 963, 1052, 1229} tii[33,438] := {835, 1182} tii[33,439] := {1208, 1458} tii[33,440] := {360, 871, 1160, 1450} tii[33,441] := {781, 1285} tii[33,442] := {374, 1095, 1170, 1323} tii[33,443] := {1023, 1305} tii[33,444] := {442, 775, 971, 972} tii[33,445] := {36, 525, 575, 1110} tii[33,446] := {1084, 1430} tii[33,447] := {495, 1033, 1221, 1222} tii[33,448] := {245} tii[33,449] := {647} tii[33,450] := {365} tii[33,451] := {198, 792} tii[33,452] := {63, 433} tii[33,453] := {511} tii[33,454] := {149, 348, 653, 921} tii[33,455] := {141, 617} tii[33,456] := {123, 561} tii[33,457] := {204, 1006} tii[33,458] := {427} tii[33,459] := {60, 437, 664, 1031} tii[33,460] := {856} tii[33,461] := {246, 457, 741, 1043} tii[33,462] := {226, 759} tii[33,463] := {107, 339, 936, 1195} tii[33,464] := {785, 1063} tii[33,465] := {609} tii[33,466] := {20, 332, 531, 895} tii[33,467] := {137, 621, 823, 1120} tii[33,468] := {78, 448, 793, 1246} tii[33,469] := {648, 925} tii[33,470] := {217, 485, 974, 975} tii[33,471] := {1147} tii[33,472] := {559} tii[33,473] := {90, 706, 951, 1266} tii[33,474] := {206, 701} tii[33,475] := {293, 597, 891, 1178} tii[33,476] := {52, 455, 670, 1038} tii[33,477] := {986, 1291} tii[33,478] := {38, 549, 804, 1327} tii[33,479] := {757} tii[33,480] := {336, 902} tii[33,481] := {165, 907, 1101, 1328} tii[33,482] := {929, 1371} tii[33,483] := {150, 573, 869, 1341} tii[33,484] := {727, 1067} tii[33,485] := {319, 626, 1112, 1113} tii[33,486] := {257, 1029, 1218, 1396} tii[33,487] := {7, 440, 667, 1237} tii[33,488] := {786, 1287} tii[33,489] := {364, 884, 1319, 1320} tii[33,490] := {310, 848} tii[33,491] := {109, 594, 817, 1177} tii[33,492] := {469, 1046} tii[33,493] := {34, 572, 813, 1339} tii[33,494] := {441, 774, 1243, 1244} tii[33,495] := {492, 1034, 1394, 1395} tii[33,496] := {115} tii[33,497] := {64} tii[33,498] := {25, 99} tii[33,499] := {295} tii[33,500] := {48, 998} tii[33,501] := {425} tii[33,502] := {729} tii[33,503] := {130} tii[33,504] := {95, 872} tii[33,505] := {608} tii[33,506] := {68, 177} tii[33,507] := {49, 175, 740, 970} tii[33,508] := {314} tii[33,509] := {47, 737} tii[33,510] := {131, 277} tii[33,511] := {21, 98, 600, 832} tii[33,512] := {475} tii[33,513] := {5, 170, 482, 682} tii[33,514] := {291} tii[33,515] := {31, 1128} tii[33,516] := {65} tii[33,517] := {271, 867} tii[33,518] := {421} tii[33,519] := {725} tii[33,520] := {56, 1214} tii[33,521] := {26, 100} tii[33,522] := {183, 402, 739, 969} tii[33,523] := {604} tii[33,524] := {32, 138, 1129, 1334} tii[33,525] := {210} tii[33,526] := {520} tii[33,527] := {121, 1091} tii[33,528] := {96, 589} tii[33,529] := {953} tii[33,530] := {69, 174} tii[33,531] := {292, 530, 816, 1098} tii[33,532] := {840, 1106} tii[33,533] := {55, 176, 459, 685} tii[33,534] := {51, 225, 992, 1233} tii[33,535] := {343} tii[33,536] := {674} tii[33,537] := {33, 323, 868, 1311} tii[33,538] := {726, 973} tii[33,539] := {23, 268, 354, 540} tii[33,540] := {391} tii[33,541] := {58, 954} tii[33,542] := {97, 276} tii[33,543] := {192, 397, 672, 961} tii[33,544] := {534} tii[33,545] := {18, 135, 845, 1107} tii[33,546] := {66, 387, 406, 680} tii[33,547] := {8, 218, 723, 1211} tii[33,548] := {579, 827} tii[33,549] := {0, 274, 590, 1087} tii[33,550] := {361} tii[33,551] := {300, 942} tii[33,552] := {44} tii[33,553] := {496} tii[33,554] := {796} tii[33,555] := {243, 478, 799, 1066} tii[33,556] := {16, 74} tii[33,557] := {655} tii[33,558] := {308, 1152} tii[33,559] := {163} tii[33,560] := {558} tii[33,561] := {1008} tii[33,562] := {61, 507} tii[33,563] := {362, 599, 890, 1181} tii[33,564] := {46, 134} tii[33,565] := {188, 473, 1081, 1303} tii[33,566] := {265} tii[33,567] := {41, 142, 380, 630} tii[33,568] := {940, 1197} tii[33,569] := {756} tii[33,570] := {148, 586, 943, 1345} tii[33,571] := {797, 1069} tii[33,572] := {13, 179, 267, 487} tii[33,573] := {1273} tii[33,574] := {704} tii[33,575] := {312} tii[33,576] := {122, 860} tii[33,577] := {157, 330, 595, 897} tii[33,578] := {414, 745, 1042, 1289} tii[33,579] := {70, 221} tii[33,580] := {53, 228, 791, 1065} tii[33,581] := {1131, 1377} tii[33,582] := {905} tii[33,583] := {471} tii[33,584] := {1077, 1429} tii[33,585] := {244, 721, 1018, 1411} tii[33,586] := {45, 283, 355, 625} tii[33,587] := {876, 1199} tii[33,588] := {37, 325, 646, 1123} tii[33,589] := {505, 778} tii[33,590] := {941, 1374} tii[33,591] := {10, 396, 508, 980} tii[33,592] := {560} tii[33,593] := {294, 598, 892, 1179} tii[33,594] := {132, 328} tii[33,595] := {758} tii[33,596] := {152, 574, 870, 1343} tii[33,597] := {728, 1068} tii[33,598] := {67, 405, 483, 773} tii[33,599] := {789, 1288} tii[33,600] := {42, 528, 591, 1121} tii[33,601] := {14} tii[33,602] := {4, 29} tii[33,603] := {91} tii[33,604] := {22, 377} tii[33,605] := {17, 72} tii[33,606] := {166} tii[33,607] := {11, 73, 260, 488} tii[33,608] := {3, 101, 169, 357} tii[33,609] := {207} tii[33,610] := {59, 711} tii[33,611] := {27, 133} tii[33,612] := {86, 222, 454, 749} tii[33,613] := {337} tii[33,614] := {19, 136, 639, 920} tii[33,615] := {15, 178, 237, 484} tii[33,616] := {373, 629} tii[33,617] := {9, 219, 500, 982} tii[33,618] := {1, 275, 378, 833} tii[33,619] := {429} tii[33,620] := {189, 456, 743, 1040} tii[33,621] := {71, 220} tii[33,622] := {611} tii[33,623] := {81, 439, 720, 1241} tii[33,624] := {24, 282, 356, 624} tii[33,625] := {576, 923} tii[33,626] := {12, 395, 453, 978} tii[33,627] := {634, 1175} tii[33,628] := {28, 327} tii[33,629] := {6, 238, 404, 772} tii[33,630] := {2, 326, 527, 1119} cell#83 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {232} tii[45,2] := {256} tii[45,3] := {291} tii[45,4] := {304, 320} tii[45,5] := {317, 328} tii[45,6] := {267} tii[45,7] := {216} tii[45,8] := {234} tii[45,9] := {268} tii[45,10] := {187} tii[45,11] := {228} tii[45,12] := {287, 310} tii[45,13] := {188, 266} tii[45,14] := {305, 324} tii[45,15] := {169} tii[45,16] := {236} tii[45,17] := {113} tii[45,18] := {149} tii[45,19] := {260, 296} tii[45,20] := {114, 211} tii[45,21] := {289, 316} tii[45,22] := {269} tii[45,23] := {241} tii[45,24] := {221, 309} tii[45,25] := {192, 281} tii[45,26] := {264, 323} tii[45,27] := {175, 319} tii[45,28] := {120, 307} tii[45,29] := {226, 327} tii[45,30] := {261, 329} tii[45,31] := {233} tii[45,32] := {167} tii[45,33] := {190} tii[45,34] := {235} tii[45,35] := {138} tii[45,36] := {183} tii[45,37] := {259, 295} tii[45,38] := {139, 230} tii[45,39] := {288, 315} tii[45,40] := {142} tii[45,41] := {118} tii[45,42] := {193} tii[45,43] := {68} tii[45,44] := {90} tii[45,45] := {97} tii[45,46] := {134} tii[45,47] := {220, 274} tii[45,48] := {69, 161} tii[45,49] := {91, 186} tii[45,50] := {263, 303} tii[45,51] := {65} tii[45,52] := {237} tii[45,53] := {199} tii[45,54] := {96} tii[45,55] := {174, 294} tii[45,56] := {143, 249} tii[45,57] := {66, 160} tii[45,58] := {225, 314} tii[45,59] := {153} tii[45,60] := {126, 308} tii[45,61] := {73, 292} tii[45,62] := {94, 208} tii[45,63] := {180, 322} tii[45,64] := {67, 245} tii[45,65] := {222, 326} tii[45,66] := {71} tii[45,67] := {146} tii[45,68] := {37} tii[45,69] := {59} tii[45,70] := {173, 243} tii[45,71] := {38, 109} tii[45,72] := {224, 285} tii[45,73] := {25} tii[45,74] := {194} tii[45,75] := {152} tii[45,76] := {43} tii[45,77] := {125, 273} tii[45,78] := {93, 207} tii[45,79] := {26, 84} tii[45,80] := {179, 302} tii[45,81] := {79} tii[45,82] := {78, 293} tii[45,83] := {40, 270} tii[45,84] := {41, 132} tii[45,85] := {131, 313} tii[45,86] := {28, 178} tii[45,87] := {177, 321} tii[45,88] := {147} tii[45,89] := {99} tii[45,90] := {77, 242} tii[45,91] := {55, 157} tii[45,92] := {130, 284} tii[45,93] := {60} tii[45,94] := {44, 272} tii[45,95] := {20, 238} tii[45,96] := {29, 106} tii[45,97] := {82, 300} tii[45,98] := {16, 155} tii[45,99] := {128, 311} tii[45,100] := {23, 290} tii[45,101] := {8, 265} tii[45,102] := {46, 306} tii[45,103] := {4, 229} tii[45,104] := {80, 318} tii[45,105] := {104, 325} tii[45,106] := {189} tii[45,107] := {163} tii[45,108] := {195} tii[45,109] := {164, 252} tii[45,110] := {191} tii[45,111] := {214} tii[45,112] := {140} tii[45,113] := {239} tii[45,114] := {184} tii[45,115] := {215, 282} tii[45,116] := {141, 231} tii[45,117] := {110} tii[45,118] := {271} tii[45,119] := {148} tii[45,120] := {257, 301} tii[45,121] := {111, 210} tii[45,122] := {200} tii[45,123] := {286, 312} tii[45,124] := {144, 250} tii[45,125] := {112, 276} tii[45,126] := {92} tii[45,127] := {165} tii[45,128] := {53} tii[45,129] := {89} tii[45,130] := {196} tii[45,131] := {54, 137} tii[45,132] := {166, 253} tii[45,133] := {34} tii[45,134] := {85} tii[45,135] := {58} tii[45,136] := {240} tii[45,137] := {124} tii[45,138] := {35, 108} tii[45,139] := {86, 182} tii[45,140] := {217, 283} tii[45,141] := {100} tii[45,142] := {176} tii[45,143] := {258, 299} tii[45,144] := {56, 158} tii[45,145] := {121, 227} tii[45,146] := {36, 203} tii[45,147] := {88, 262} tii[45,148] := {17} tii[45,149] := {198} tii[45,150] := {31} tii[45,151] := {18, 64} tii[45,152] := {170, 255} tii[45,153] := {61} tii[45,154] := {201} tii[45,155] := {219, 280} tii[45,156] := {30, 107} tii[45,157] := {145, 251} tii[45,158] := {19, 156} tii[45,159] := {115, 277} tii[45,160] := {32} tii[45,161] := {172, 298} tii[45,162] := {14, 62} tii[45,163] := {87, 297} tii[45,164] := {6, 102} tii[45,165] := {2, 135} tii[45,166] := {116} tii[45,167] := {150} tii[45,168] := {117, 212} tii[45,169] := {49} tii[45,170] := {197} tii[45,171] := {76} tii[45,172] := {168, 254} tii[45,173] := {50, 133} tii[45,174] := {127} tii[45,175] := {218, 279} tii[45,176] := {74, 181} tii[45,177] := {52, 223} tii[45,178] := {10} tii[45,179] := {151} tii[45,180] := {22} tii[45,181] := {11, 48} tii[45,182] := {119, 213} tii[45,183] := {45} tii[45,184] := {154} tii[45,185] := {171, 248} tii[45,186] := {95, 209} tii[45,187] := {21, 83} tii[45,188] := {13, 129} tii[45,189] := {70, 246} tii[45,190] := {24} tii[45,191] := {123, 278} tii[45,192] := {9, 47} tii[45,193] := {51, 275} tii[45,194] := {5, 81} tii[45,195] := {1, 105} tii[45,196] := {98} tii[45,197] := {72, 162} tii[45,198] := {101} tii[45,199] := {122, 206} tii[45,200] := {57, 159} tii[45,201] := {39, 204} tii[45,202] := {33} tii[45,203] := {75, 247} tii[45,204] := {15, 63} tii[45,205] := {27, 244} tii[45,206] := {7, 103} tii[45,207] := {3, 136} tii[45,208] := {42, 205} tii[45,209] := {12, 202} tii[45,210] := {0, 185} cell#84 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {379} tii[37,2] := {213, 503} tii[37,3] := {343, 556} tii[37,4] := {412, 581} tii[37,5] := {425} tii[37,6] := {330} tii[37,7] := {177, 531} tii[37,8] := {363, 438} tii[37,9] := {310, 573} tii[37,10] := {417, 492} tii[37,11] := {374, 593} tii[37,12] := {465} tii[37,13] := {240, 552} tii[37,14] := {427} tii[37,15] := {386} tii[37,16] := {262, 510} tii[37,17] := {366, 588} tii[37,18] := {326, 449} tii[37,19] := {322, 546} tii[37,20] := {420, 602} tii[37,21] := {303, 569} tii[37,22] := {243, 553} tii[37,23] := {415, 599} tii[37,24] := {316, 578} tii[37,25] := {173, 528} tii[37,26] := {460, 608} tii[37,27] := {457, 605} tii[37,28] := {413, 597} tii[37,29] := {494, 612} tii[37,30] := {523, 614} tii[37,31] := {378} tii[37,32] := {121, 502} tii[37,33] := {270} tii[37,34] := {305, 391} tii[37,35] := {248, 555} tii[37,36] := {369, 454} tii[37,37] := {321, 580} tii[37,38] := {426} tii[37,39] := {212} tii[37,40] := {176, 530} tii[37,41] := {382} tii[37,42] := {336} tii[37,43] := {200, 475} tii[37,44] := {244, 342} tii[37,45] := {309, 572} tii[37,46] := {268, 404} tii[37,47] := {264, 520} tii[37,48] := {317, 411} tii[37,49] := {373, 592} tii[37,50] := {274} tii[37,51] := {241, 551} tii[37,52] := {220} tii[37,53] := {181, 532} tii[37,54] := {183, 390} tii[37,55] := {365, 587} tii[37,56] := {151, 295} tii[37,57] := {255, 563} tii[37,58] := {115, 500} tii[37,59] := {257, 453} tii[37,60] := {419, 601} tii[37,61] := {128, 432} tii[37,62] := {414, 598} tii[37,63] := {69, 385} tii[37,64] := {362, 585} tii[37,65] := {194, 486} tii[37,66] := {459, 607} tii[37,67] := {250, 512} tii[37,68] := {493, 611} tii[37,69] := {380} tii[37,70] := {120, 501} tii[37,71] := {329} tii[37,72] := {279} tii[37,73] := {247, 554} tii[37,74] := {142, 433} tii[37,75] := {208, 353} tii[37,76] := {203, 487} tii[37,77] := {320, 579} tii[37,78] := {273} tii[37,79] := {178, 529} tii[37,80] := {126, 505} tii[37,81] := {219} tii[37,82] := {92, 389} tii[37,83] := {308, 571} tii[37,84] := {192, 541} tii[37,85] := {68, 466} tii[37,86] := {150, 294} tii[37,87] := {146, 452} tii[37,88] := {372, 591} tii[37,89] := {160} tii[37,90] := {54, 431} tii[37,91] := {364, 586} tii[37,92] := {27, 384} tii[37,93] := {304, 570} tii[37,94] := {100, 231} tii[37,95] := {96, 485} tii[37,96] := {418, 600} tii[37,97] := {65, 288} tii[37,98] := {145, 511} tii[37,99] := {458, 606} tii[37,100] := {122, 547} tii[37,101] := {74, 524} tii[37,102] := {246, 583} tii[37,103] := {132, 550} tii[37,104] := {38, 495} tii[37,105] := {319, 596} tii[37,106] := {42, 496} tii[37,107] := {307, 595} tii[37,108] := {242, 582} tii[37,109] := {81, 527} tii[37,110] := {21, 461} tii[37,111] := {371, 604} tii[37,112] := {130, 548} tii[37,113] := {13, 423} tii[37,114] := {416, 609} tii[37,115] := {339, 603} tii[37,116] := {276, 594} tii[37,117] := {407, 610} tii[37,118] := {224, 584} tii[37,119] := {442, 613} tii[37,120] := {481, 615} tii[37,121] := {272} tii[37,122] := {179, 393} tii[37,123] := {260, 456} tii[37,124] := {328} tii[37,125] := {271} tii[37,126] := {277} tii[37,127] := {123, 437} tii[37,128] := {306, 392} tii[37,129] := {235, 357} tii[37,130] := {196, 491} tii[37,131] := {370, 455} tii[37,132] := {332} tii[37,133] := {156, 474} tii[37,134] := {282} tii[37,135] := {245, 435} tii[37,136] := {233, 519} tii[37,137] := {113, 445} tii[37,138] := {210, 355} tii[37,139] := {318, 489} tii[37,140] := {184, 471} tii[37,141] := {293, 540} tii[37,142] := {116, 430} tii[37,143] := {258, 516} tii[37,144] := {312, 537} tii[37,145] := {381} tii[37,146] := {154} tii[37,147] := {335} tii[37,148] := {182, 285} tii[37,149] := {91, 477} tii[37,150] := {301, 408} tii[37,151] := {256, 361} tii[37,152] := {148, 522} tii[37,153] := {383} tii[37,154] := {214} tii[37,155] := {337} tii[37,156] := {280} tii[37,157] := {124, 509} tii[37,158] := {158} tii[37,159] := {201, 476} tii[37,160] := {127, 340} tii[37,161] := {269, 405} tii[37,162] := {237, 359} tii[37,163] := {98, 229} tii[37,164] := {197, 545} tii[37,165] := {86, 483} tii[37,166] := {265, 521} tii[37,167] := {193, 409} tii[37,168] := {283} tii[37,169] := {76, 387} tii[37,170] := {144, 507} tii[37,171] := {302, 403} tii[37,172] := {254, 562} tii[37,173] := {88, 468} tii[37,174] := {211, 356} tii[37,175] := {39, 333} tii[37,176] := {205, 543} tii[37,177] := {134, 450} tii[37,178] := {169, 397} tii[37,179] := {263, 559} tii[37,180] := {187, 479} tii[37,181] := {155} tii[37,182] := {180, 534} tii[37,183] := {103} tii[37,184] := {75, 284} tii[37,185] := {261, 565} tii[37,186] := {59, 165} tii[37,187] := {139, 513} tii[37,188] := {133, 360} tii[37,189] := {62} tii[37,190] := {43, 338} tii[37,191] := {185, 533} tii[37,192] := {199, 484} tii[37,193] := {315, 577} tii[37,194] := {22, 275} tii[37,195] := {33, 109} tii[37,196] := {259, 564} tii[37,197] := {117, 504} tii[37,198] := {82, 406} tii[37,199] := {19, 162} tii[37,200] := {313, 575} tii[37,201] := {131, 441} tii[37,202] := {85, 478} tii[37,203] := {23, 376} tii[37,204] := {368, 590} tii[37,205] := {10, 323} tii[37,206] := {44, 424} tii[37,207] := {367, 589} tii[37,208] := {5, 266} tii[37,209] := {78, 463} tii[37,210] := {107, 498} tii[37,211] := {327} tii[37,212] := {278} tii[37,213] := {52, 436} tii[37,214] := {236, 358} tii[37,215] := {97, 490} tii[37,216] := {331} tii[37,217] := {72, 473} tii[37,218] := {217} tii[37,219] := {281} tii[37,220] := {143, 434} tii[37,221] := {136, 518} tii[37,222] := {48, 444} tii[37,223] := {171, 299} tii[37,224] := {209, 354} tii[37,225] := {204, 488} tii[37,226] := {221} tii[37,227] := {93, 470} tii[37,228] := {238, 350} tii[37,229] := {191, 539} tii[37,230] := {50, 429} tii[37,231] := {152, 296} tii[37,232] := {147, 515} tii[37,233] := {111, 346} tii[37,234] := {202, 536} tii[37,235] := {215} tii[37,236] := {157} tii[37,237] := {125, 508} tii[37,238] := {159} tii[37,239] := {53, 341} tii[37,240] := {99, 230} tii[37,241] := {114, 234} tii[37,242] := {95, 410} tii[37,243] := {198, 544} tii[37,244] := {87, 482} tii[37,245] := {105} tii[37,246] := {161} tii[37,247] := {29, 388} tii[37,248] := {129, 506} tii[37,249] := {174, 292} tii[37,250] := {61, 167} tii[37,251] := {140, 446} tii[37,252] := {253, 561} tii[37,253] := {101, 232} tii[37,254] := {15, 334} tii[37,255] := {195, 542} tii[37,256] := {70, 467} tii[37,257] := {56, 451} tii[37,258] := {37, 226} tii[37,259] := {66, 289} tii[37,260] := {251, 558} tii[37,261] := {94, 480} tii[37,262] := {47, 439} tii[37,263] := {63} tii[37,264] := {16, 422} tii[37,265] := {119, 349} tii[37,266] := {34, 110} tii[37,267] := {314, 576} tii[37,268] := {7, 375} tii[37,269] := {30, 464} tii[37,270] := {46, 345} tii[37,271] := {3, 324} tii[37,272] := {20, 163} tii[37,273] := {55, 497} tii[37,274] := {311, 574} tii[37,275] := {12, 207} tii[37,276] := {80, 526} tii[37,277] := {73, 472} tii[37,278] := {137, 517} tii[37,279] := {49, 443} tii[37,280] := {77, 469} tii[37,281] := {190, 538} tii[37,282] := {89, 398} tii[37,283] := {135, 514} tii[37,284] := {40, 428} tii[37,285] := {188, 535} tii[37,286] := {26, 394} tii[37,287] := {24, 462} tii[37,288] := {51, 348} tii[37,289] := {252, 560} tii[37,290] := {45, 499} tii[37,291] := {11, 421} tii[37,292] := {17, 344} tii[37,293] := {249, 557} tii[37,294] := {79, 525} tii[37,295] := {6, 377} tii[37,296] := {108, 549} tii[37,297] := {2, 325} tii[37,298] := {189, 568} tii[37,299] := {186, 566} tii[37,300] := {164, 567} tii[37,301] := {216} tii[37,302] := {170, 298} tii[37,303] := {138, 352} tii[37,304] := {218} tii[37,305] := {172, 300} tii[37,306] := {222} tii[37,307] := {83, 402} tii[37,308] := {239, 351} tii[37,309] := {153, 297} tii[37,310] := {112, 347} tii[37,311] := {175, 400} tii[37,312] := {84, 396} tii[37,313] := {102} tii[37,314] := {67, 168} tii[37,315] := {104} tii[37,316] := {118, 228} tii[37,317] := {57, 448} tii[37,318] := {60, 166} tii[37,319] := {36, 225} tii[37,320] := {35} tii[37,321] := {18, 64} tii[37,322] := {71, 290} tii[37,323] := {141, 447} tii[37,324] := {58, 440} tii[37,325] := {9, 106} tii[37,326] := {25, 286} tii[37,327] := {4, 149} tii[37,328] := {41, 227} tii[37,329] := {14, 223} tii[37,330] := {1, 206} tii[37,331] := {31, 401} tii[37,332] := {90, 399} tii[37,333] := {32, 395} tii[37,334] := {28, 291} tii[37,335] := {8, 287} tii[37,336] := {0, 267} cell#85 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {390} tii[37,2] := {176, 508} tii[37,3] := {293, 554} tii[37,4] := {352, 582} tii[37,5] := {448} tii[37,6] := {323} tii[37,7] := {146, 542} tii[37,8] := {289, 419} tii[37,9] := {263, 574} tii[37,10] := {375, 463} tii[37,11] := {318, 596} tii[37,12] := {491} tii[37,13] := {212, 566} tii[37,14] := {445} tii[37,15] := {468} tii[37,16] := {183, 511} tii[37,17] := {335, 592} tii[37,18] := {446, 523} tii[37,19] := {272, 537} tii[37,20] := {386, 605} tii[37,21] := {280, 583} tii[37,22] := {331, 564} tii[37,23] := {399, 603} tii[37,24] := {403, 578} tii[37,25] := {281, 577} tii[37,26] := {444, 611} tii[37,27] := {451, 609} tii[37,28] := {485, 601} tii[37,29] := {486, 614} tii[37,30] := {517, 615} tii[37,31] := {389} tii[37,32] := {86, 507} tii[37,33] := {245} tii[37,34] := {221, 358} tii[37,35] := {190, 553} tii[37,36] := {301, 410} tii[37,37] := {241, 581} tii[37,38] := {447} tii[37,39] := {174} tii[37,40] := {144, 541} tii[37,41] := {387} tii[37,42] := {415} tii[37,43] := {118, 469} tii[37,44] := {157, 291} tii[37,45] := {261, 573} tii[37,46] := {388, 487} tii[37,47] := {198, 501} tii[37,48] := {228, 350} tii[37,49] := {315, 595} tii[37,50] := {243} tii[37,51] := {209, 565} tii[37,52] := {286} tii[37,53] := {252, 540} tii[37,54] := {101, 357} tii[37,55] := {334, 591} tii[37,56] := {244, 374} tii[37,57] := {342, 558} tii[37,58] := {210, 557} tii[37,59] := {163, 408} tii[37,60] := {383, 604} tii[37,61] := {156, 414} tii[37,62] := {396, 602} tii[37,63] := {113, 456} tii[37,64] := {435, 590} tii[37,65] := {231, 457} tii[37,66] := {436, 610} tii[37,67] := {285, 495} tii[37,68] := {477, 613} tii[37,69] := {404} tii[37,70] := {84, 527} tii[37,71] := {345} tii[37,72] := {397} tii[37,73] := {189, 570} tii[37,74] := {64, 452} tii[37,75] := {346, 454} tii[37,76] := {131, 490} tii[37,77] := {238, 589} tii[37,78] := {278} tii[37,79] := {141, 552} tii[37,80] := {179, 525} tii[37,81] := {330} tii[37,82] := {32, 398} tii[37,83] := {260, 586} tii[37,84] := {271, 549} tii[37,85] := {142, 548} tii[37,86] := {279, 402} tii[37,87] := {75, 442} tii[37,88] := {312, 600} tii[37,89] := {253} tii[37,90] := {62, 450} tii[37,91] := {329, 597} tii[37,92] := {41, 483} tii[37,93] := {372, 584} tii[37,94] := {211, 343} tii[37,95] := {133, 484} tii[37,96] := {373, 608} tii[37,97] := {149, 384} tii[37,98] := {170, 516} tii[37,99] := {425, 612} tii[37,100] := {97, 526} tii[37,101] := {148, 492} tii[37,102] := {215, 569} tii[37,103] := {216, 520} tii[37,104] := {98, 519} tii[37,105] := {277, 588} tii[37,106] := {89, 449} tii[37,107] := {282, 585} tii[37,108] := {339, 567} tii[37,109] := {153, 482} tii[37,110] := {54, 481} tii[37,111] := {340, 599} tii[37,112] := {206, 515} tii[37,113] := {26, 440} tii[37,114] := {400, 606} tii[37,115] := {214, 568} tii[37,116] := {268, 543} tii[37,117] := {269, 587} tii[37,118] := {205, 514} tii[37,119] := {336, 598} tii[37,120] := {262, 607} tii[37,121] := {249} tii[37,122] := {124, 361} tii[37,123] := {167, 413} tii[37,124] := {326} tii[37,125] := {247} tii[37,126] := {258} tii[37,127] := {69, 421} tii[37,128] := {222, 359} tii[37,129] := {193, 307} tii[37,130] := {107, 465} tii[37,131] := {302, 412} tii[37,132] := {321} tii[37,133] := {122, 471} tii[37,134] := {355} tii[37,135] := {158, 418} tii[37,136] := {166, 503} tii[37,137] := {71, 428} tii[37,138] := {322, 438} tii[37,139] := {229, 461} tii[37,140] := {220, 467} tii[37,141] := {227, 531} tii[37,142] := {177, 498} tii[37,143] := {304, 499} tii[37,144] := {351, 529} tii[37,145] := {393} tii[37,146] := {111} tii[37,147] := {332} tii[37,148] := {100, 223} tii[37,149] := {50, 473} tii[37,150] := {264, 378} tii[37,151] := {162, 284} tii[37,152] := {80, 506} tii[37,153] := {391} tii[37,154] := {172} tii[37,155] := {416} tii[37,156] := {255} tii[37,157] := {93, 513} tii[37,158] := {218} tii[37,159] := {119, 472} tii[37,160] := {56, 290} tii[37,161] := {392, 488} tii[37,162] := {191, 305} tii[37,163] := {173, 300} tii[37,164] := {136, 539} tii[37,165] := {52, 480} tii[37,166] := {199, 505} tii[37,167] := {104, 348} tii[37,168] := {356} tii[37,169] := {99, 353} tii[37,170] := {182, 510} tii[37,171] := {225, 365} tii[37,172] := {197, 560} tii[37,173] := {147, 534} tii[37,174] := {324, 439} tii[37,175] := {61, 405} tii[37,176] := {275, 535} tii[37,177] := {164, 406} tii[37,178] := {256, 462} tii[37,179] := {317, 556} tii[37,180] := {217, 455} tii[37,181] := {139} tii[37,182] := {150, 545} tii[37,183] := {178} tii[37,184] := {27, 259} tii[37,185] := {204, 563} tii[37,186] := {140, 270} tii[37,187] := {95, 518} tii[37,188] := {59, 310} tii[37,189] := {114} tii[37,190] := {55, 328} tii[37,191] := {254, 544} tii[37,192] := {128, 478} tii[37,193] := {267, 580} tii[37,194] := {29, 370} tii[37,195] := {83, 200} tii[37,196] := {344, 562} tii[37,197] := {213, 561} tii[37,198] := {105, 371} tii[37,199] := {44, 236} tii[37,200] := {385, 576} tii[37,201] := {154, 424} tii[37,202] := {151, 536} tii[37,203] := {30, 250} tii[37,204] := {338, 594} tii[37,205] := {15, 298} tii[37,206] := {76, 299} tii[37,207] := {443, 593} tii[37,208] := {5, 235} tii[37,209] := {109, 362} tii[37,210] := {60, 292} tii[37,211] := {325} tii[37,212] := {257} tii[37,213] := {20, 420} tii[37,214] := {192, 306} tii[37,215] := {39, 464} tii[37,216] := {319} tii[37,217] := {47, 470} tii[37,218] := {184} tii[37,219] := {354} tii[37,220] := {65, 417} tii[37,221] := {79, 502} tii[37,222] := {23, 427} tii[37,223] := {125, 232} tii[37,224] := {320, 437} tii[37,225] := {132, 459} tii[37,226] := {287} tii[37,227] := {116, 466} tii[37,228] := {159, 295} tii[37,229] := {130, 530} tii[37,230] := {87, 496} tii[37,231] := {246, 376} tii[37,232] := {202, 497} tii[37,233] := {185, 409} tii[37,234] := {240, 528} tii[37,235] := {207} tii[37,236] := {120} tii[37,237] := {91, 512} tii[37,238] := {251} tii[37,239] := {12, 333} tii[37,240] := {208, 341} tii[37,241] := {70, 165} tii[37,242] := {38, 381} tii[37,243] := {135, 538} tii[37,244] := {51, 479} tii[37,245] := {180} tii[37,246] := {219} tii[37,247] := {31, 395} tii[37,248] := {181, 509} tii[37,249] := {102, 226} tii[37,250] := {143, 273} tii[37,251] := {72, 426} tii[37,252] := {196, 559} tii[37,253] := {175, 303} tii[37,254] := {16, 433} tii[37,255] := {274, 533} tii[37,256] := {145, 532} tii[37,257] := {77, 434} tii[37,258] := {90, 313} tii[37,259] := {121, 349} tii[37,260] := {314, 555} tii[37,261] := {110, 476} tii[37,262] := {92, 500} tii[37,263] := {117} tii[37,264] := {17, 327} tii[37,265] := {58, 294} tii[37,266] := {88, 203} tii[37,267] := {266, 579} tii[37,268] := {9, 368} tii[37,269] := {53, 369} tii[37,270] := {68, 407} tii[37,271] := {2, 308} tii[37,272] := {49, 242} tii[37,273] := {82, 423} tii[37,274] := {382, 575} tii[37,275] := {21, 169} tii[37,276] := {40, 360} tii[37,277] := {45, 494} tii[37,278] := {78, 524} tii[37,279] := {22, 453} tii[37,280] := {115, 493} tii[37,281] := {129, 551} tii[37,282] := {35, 401} tii[37,283] := {201, 522} tii[37,284] := {85, 521} tii[37,285] := {237, 547} tii[37,286] := {46, 489} tii[37,287] := {43, 394} tii[37,288] := {14, 337} tii[37,289] := {195, 572} tii[37,290] := {96, 432} tii[37,291] := {25, 431} tii[37,292] := {18, 441} tii[37,293] := {311, 571} tii[37,294] := {138, 475} tii[37,295] := {10, 379} tii[37,296] := {81, 422} tii[37,297] := {3, 316} tii[37,298] := {152, 550} tii[37,299] := {276, 546} tii[37,300] := {137, 474} tii[37,301] := {188} tii[37,302] := {127, 234} tii[37,303] := {74, 297} tii[37,304] := {186} tii[37,305] := {126, 233} tii[37,306] := {288} tii[37,307] := {37, 367} tii[37,308] := {160, 296} tii[37,309] := {248, 377} tii[37,310] := {187, 411} tii[37,311] := {103, 364} tii[37,312] := {123, 460} tii[37,313] := {66} tii[37,314] := {34, 106} tii[37,315] := {155} tii[37,316] := {57, 161} tii[37,317] := {24, 430} tii[37,318] := {112, 230} tii[37,319] := {67, 283} tii[37,320] := {63} tii[37,321] := {42, 134} tii[37,322] := {28, 224} tii[37,323] := {73, 429} tii[37,324] := {94, 504} tii[37,325] := {19, 171} tii[37,326] := {33, 347} tii[37,327] := {7, 108} tii[37,328] := {11, 194} tii[37,329] := {13, 309} tii[37,330] := {1, 168} tii[37,331] := {8, 366} tii[37,332] := {36, 363} tii[37,333] := {48, 458} tii[37,334] := {4, 265} tii[37,335] := {6, 380} tii[37,336] := {0, 239} cell#86 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1127} tii[33,2] := {695} tii[33,3] := {526, 815} tii[33,4] := {286, 1352} tii[33,5] := {1257} tii[33,6] := {518, 1133} tii[33,7] := {993} tii[33,8] := {635} tii[33,9] := {958} tii[33,10] := {446, 736} tii[33,11] := {554, 812, 1093, 1318} tii[33,12] := {752, 966, 1232, 1389} tii[33,13] := {1351} tii[33,14] := {297, 937} tii[33,15] := {787} tii[33,16] := {1250} tii[33,17] := {731} tii[33,18] := {584, 882} tii[33,19] := {1313} tii[33,20] := {369, 569, 864, 1173} tii[33,21] := {1251, 1407} tii[33,22] := {515, 765, 1060, 1249} tii[33,23] := {930} tii[33,24] := {733, 1025} tii[33,25] := {1000} tii[33,26] := {304, 810, 862, 1162} tii[33,27] := {931, 1189} tii[33,28] := {465, 965, 1057, 1240} tii[33,29] := {859, 1141} tii[33,30] := {694, 1054, 1226, 1227} tii[33,31] := {407, 1421} tii[33,32] := {1355} tii[33,33] := {493} tii[33,34] := {1136} tii[33,35] := {659, 1261} tii[33,36] := {321, 588} tii[33,37] := {1094} tii[33,38] := {698, 957, 1217, 1393} tii[33,39] := {899, 1105, 1335, 1437} tii[33,40] := {358, 1453} tii[33,41] := {1420} tii[33,42] := {193, 782} tii[33,43] := {546, 1209} tii[33,44] := {1082} tii[33,45] := {239, 1417} tii[33,46] := {632} tii[33,47] := {1349} tii[33,48] := {580} tii[33,49] := {1026} tii[33,50] := {299, 1439} tii[33,51] := {445, 735} tii[33,52] := {1391} tii[33,53] := {252, 435, 714, 1030} tii[33,54] := {641, 866, 1156, 1373} tii[33,55] := {240, 477, 1418, 1465} tii[33,56] := {1350, 1448} tii[33,57] := {382, 619, 914, 1118} tii[33,58] := {801, 1061, 1302, 1414} tii[33,59] := {688, 1309} tii[33,60] := {1206} tii[33,61] := {779} tii[33,62] := {1166} tii[33,63] := {552, 1363} tii[33,64] := {1271} tii[33,65] := {582, 877} tii[33,66] := {846} tii[33,67] := {202, 662, 713, 1019} tii[33,68] := {700, 1014, 1277, 1426} tii[33,69] := {410, 750, 1310, 1435} tii[33,70] := {1207, 1382} tii[33,71] := {780, 1055} tii[33,72] := {335, 821, 911, 1111} tii[33,73] := {901, 1193, 1383, 1451} tii[33,74] := {1276} tii[33,75] := {642, 1151, 1366, 1454} tii[33,76] := {709, 997} tii[33,77] := {491, 990, 1260, 1462} tii[33,78] := {1139, 1379} tii[33,79] := {551, 909, 1099, 1100} tii[33,80] := {802, 1295, 1433, 1463} tii[33,81] := {946, 1369, 1457, 1468} tii[33,82] := {1452} tii[33,83] := {784} tii[33,84] := {296, 935} tii[33,85] := {1415} tii[33,86] := {320, 881} tii[33,87] := {730} tii[33,88] := {1438} tii[33,89] := {366, 568, 863, 1172} tii[33,90] := {1416, 1464} tii[33,91] := {512, 764, 1059, 1247} tii[33,92] := {1385} tii[33,93] := {416, 1073} tii[33,94] := {927} tii[33,95] := {879} tii[33,96] := {301, 1144} tii[33,97] := {443, 1024} tii[33,98] := {999} tii[33,99] := {119, 565, 809, 1161} tii[33,100] := {1424} tii[33,101] := {423, 715, 1011, 1280} tii[33,102] := {184, 462, 1074, 1298} tii[33,103] := {928, 1188} tii[33,104] := {223, 762, 964, 1238} tii[33,105] := {1386, 1460} tii[33,106] := {606, 912, 1191, 1342} tii[33,107] := {1455} tii[33,108] := {1009} tii[33,109] := {367, 852, 1149, 1360} tii[33,110] := {563, 1140} tii[33,111] := {247, 690, 988, 1403} tii[33,112] := {841, 1186} tii[33,113] := {418, 761, 1224, 1225} tii[33,114] := {1422, 1467} tii[33,115] := {513, 1050, 1293, 1404} tii[33,116] := {1387, 1469} tii[33,117] := {649, 1167, 1368, 1443} tii[33,118] := {1070} tii[33,119] := {581, 1165} tii[33,120] := {1143} tii[33,121] := {201, 712, 955, 1279} tii[33,122] := {1071, 1297} tii[33,123] := {334, 910, 1103, 1340} tii[33,124] := {1272} tii[33,125] := {159, 851, 1090, 1359} tii[33,126] := {708, 1265} tii[33,127] := {84, 689, 950, 1401} tii[33,128] := {550, 908, 1325, 1326} tii[33,129] := {1130, 1376} tii[33,130] := {261, 1049, 1230, 1402} tii[33,131] := {1072, 1427} tii[33,132] := {371, 1169, 1317, 1442} tii[33,133] := {850, 1356} tii[33,134] := {687, 1048, 1399, 1400} tii[33,135] := {631, 1171, 1440, 1441} tii[33,136] := {186} tii[33,137] := {195} tii[33,138] := {843} tii[33,139] := {587} tii[33,140] := {213, 393} tii[33,141] := {350, 538} tii[33,142] := {288} tii[33,143] := {182, 1252} tii[33,144] := {995} tii[33,145] := {413} tii[33,146] := {112} tii[33,147] := {388, 991} tii[33,148] := {839} tii[33,149] := {102, 1135} tii[33,150] := {875} tii[33,151] := {555} tii[33,152] := {450} tii[33,153] := {814} tii[33,154] := {126, 273} tii[33,155] := {422, 663, 956, 1220} tii[33,156] := {171, 1017} tii[33,157] := {753} tii[33,158] := {233, 403} tii[33,159] := {605, 822, 1104, 1312} tii[33,160] := {103, 279, 888, 1109} tii[33,161] := {191} tii[33,162] := {269, 844} tii[33,163] := {984} tii[33,164] := {578} tii[33,165] := {305} tii[33,166] := {172, 722} tii[33,167] := {669} tii[33,168] := {173, 392} tii[33,169] := {1089} tii[33,170] := {306, 522, 811, 1096} tii[33,171] := {466} tii[33,172] := {105, 280, 592, 826} tii[33,173] := {281, 537} tii[33,174] := {985, 1231} tii[33,175] := {467, 677, 967, 1212} tii[33,176] := {272, 521} tii[33,177] := {808} tii[33,178] := {211, 658, 666, 959} tii[33,179] := {400, 675} tii[33,180] := {696, 968} tii[33,181] := {113, 517, 533, 819} tii[33,182] := {344, 803, 825, 1088} tii[33,183] := {451, 681, 948, 949} tii[33,184] := {242, 1419} tii[33,185] := {409} tii[33,186] := {180, 1263} tii[33,187] := {1138} tii[33,188] := {415, 1080} tii[33,189] := {939} tii[33,190] := {88} tii[33,191] := {146, 1347} tii[33,192] := {544} tii[33,193] := {270, 1159} tii[33,194] := {878} tii[33,195] := {375} tii[33,196] := {197, 1390} tii[33,197] := {1022} tii[33,198] := {699} tii[33,199] := {497, 718, 1013, 1286} tii[33,200] := {93, 216} tii[33,201] := {181, 401, 1037, 1236} tii[33,202] := {147, 347, 1348, 1447} tii[33,203] := {900} tii[33,204] := {656, 915, 1194, 1346} tii[33,205] := {168, 353} tii[33,206] := {547, 1204} tii[33,207] := {1125} tii[33,208] := {411} tii[33,209] := {156} tii[33,210] := {194, 790} tii[33,211] := {1075} tii[33,212] := {75, 1253} tii[33,213] := {504} tii[33,214] := {1213} tii[33,215] := {1027} tii[33,216] := {420, 1270} tii[33,217] := {254} tii[33,218] := {553} tii[33,219] := {390, 1015} tii[33,220] := {873} tii[33,221] := {583} tii[33,222] := {1145} tii[33,223] := {556, 865, 1155, 1367} tii[33,224] := {116, 1314} tii[33,225] := {118, 645} tii[33,226] := {255, 436, 717, 1035} tii[33,227] := {127, 317} tii[33,228] := {1126, 1333} tii[33,229] := {289, 603, 1205, 1381} tii[33,230] := {751} tii[33,231] := {384} tii[33,232] := {287, 536, 887, 1108} tii[33,233] := {1076, 1299} tii[33,234] := {82, 232, 510, 771} tii[33,235] := {754, 1058, 1301, 1412} tii[33,236] := {76, 230, 1254, 1408} tii[33,237] := {234, 480} tii[33,238] := {385, 620, 916, 1124} tii[33,239] := {1154} tii[33,240] := {498, 1004, 1274, 1423} tii[33,241] := {1092} tii[33,242] := {661} tii[33,243] := {209, 432} tii[33,244] := {164, 524, 571, 885} tii[33,245] := {203, 1215} tii[33,246] := {710} tii[33,247] := {412, 673, 960, 1223} tii[33,248] := {363, 837, 1132, 1445} tii[33,249] := {996, 1296} tii[33,250] := {994, 1234} tii[33,251] := {89, 399, 460, 748} tii[33,252] := {342, 615} tii[33,253] := {636, 919} tii[33,254] := {657, 1184, 1378, 1446} tii[33,255] := {266, 679, 768, 981} tii[33,256] := {820} tii[33,257] := {106, 338, 1134, 1336} tii[33,258] := {798, 1282, 1428, 1461} tii[33,259] := {874, 1116} tii[33,260] := {77, 447, 1016, 1388} tii[33,261] := {376, 628, 830, 831} tii[33,262] := {417, 1078} tii[33,263] := {1201} tii[33,264] := {248} tii[33,265] := {199, 794} tii[33,266] := {650} tii[33,267] := {880} tii[33,268] := {302, 1146} tii[33,269] := {368} tii[33,270] := {424, 716, 1012, 1281} tii[33,271] := {214, 434} tii[33,272] := {1269} tii[33,273] := {151, 349, 654, 922} tii[33,274] := {185, 463, 1079, 1300} tii[33,275] := {514} tii[33,276] := {607, 913, 1192, 1344} tii[33,277] := {351, 618} tii[33,278] := {1202, 1380} tii[33,279] := {1364} tii[33,280] := {370, 853, 1150, 1361} tii[33,281] := {857} tii[33,282] := {428} tii[33,283] := {205, 1007} tii[33,284] := {313, 562} tii[33,285] := {212, 665, 719, 1032} tii[33,286] := {1010} tii[33,287] := {249, 458, 742, 1044} tii[33,288] := {788, 1064} tii[33,289] := {250, 691, 989, 1405} tii[33,290] := {474, 760} tii[33,291] := {108, 340, 938, 1196} tii[33,292] := {842, 1187} tii[33,293] := {1258, 1431} tii[33,294] := {516, 1051, 1294, 1406} tii[33,295] := {610} tii[33,296] := {114, 532, 601, 896} tii[33,297] := {345, 824, 918, 1122} tii[33,298] := {79, 449, 795, 1248} tii[33,299] := {1203, 1456} tii[33,300] := {652, 1168, 1370, 1444} tii[33,301] := {651, 926} tii[33,302] := {452, 777, 976, 977} tii[33,303] := {1148} tii[33,304] := {256, 952, 1005, 1267} tii[33,305] := {430, 702} tii[33,306] := {190, 671, 744, 1039} tii[33,307] := {987, 1292} tii[33,308] := {158, 805, 838, 1329} tii[33,309] := {612, 903} tii[33,310] := {386, 1102, 1185, 1330} tii[33,311] := {932, 1372} tii[33,312] := {506, 1219, 1284, 1397} tii[33,313] := {577, 924, 1114, 1115} tii[33,314] := {83, 668, 724, 1239} tii[33,315] := {637, 1174, 1321, 1322} tii[33,316] := {541} tii[33,317] := {284, 1358} tii[33,318] := {1264} tii[33,319] := {39} tii[33,320] := {686} tii[33,321] := {258} tii[33,322] := {389, 1278} tii[33,323] := {1164} tii[33,324] := {847} tii[33,325] := {43, 129} tii[33,326] := {1045} tii[33,327] := {285, 535, 1176, 1338} tii[33,328] := {94, 236} tii[33,329] := {85} tii[33,330] := {143, 1353} tii[33,331] := {542} tii[33,332] := {111, 638} tii[33,333] := {1255} tii[33,334] := {372} tii[33,335] := {160} tii[33,336] := {196, 1392} tii[33,337] := {697} tii[33,338] := {1020} tii[33,339] := {519, 1157} tii[33,340] := {444} tii[33,341] := {62, 215} tii[33,342] := {1315} tii[33,343] := {57, 499} tii[33,344] := {161, 318, 567, 886} tii[33,345] := {262} tii[33,346] := {144, 346, 1354, 1449} tii[33,347] := {140, 352} tii[33,348] := {898} tii[33,349] := {408, 676, 1036, 1235} tii[33,350] := {1256, 1409} tii[33,351] := {35, 139, 379, 623} tii[33,352] := {263, 481, 766, 983} tii[33,353] := {124, 315} tii[33,354] := {307, 1316} tii[33,355] := {806} tii[33,356] := {1216} tii[33,357] := {564} tii[33,358] := {92, 394, 438, 738} tii[33,359] := {543, 818, 1097, 1324} tii[33,360] := {227, 476} tii[33,361] := {187, 472, 1262, 1410} tii[33,362] := {494, 769} tii[33,363] := {1137, 1337} tii[33,364] := {962} tii[33,365] := {40, 278, 331, 602} tii[33,366] := {167, 539, 622, 834} tii[33,367] := {145, 585, 1158, 1436} tii[33,368] := {1021, 1245} tii[33,369] := {259, 486, 683, 684} tii[33,370] := {1306} tii[33,371] := {489} tii[33,372] := {298, 933} tii[33,373] := {153} tii[33,374] := {419, 1085} tii[33,375] := {944} tii[33,376] := {117, 643} tii[33,377] := {501} tii[33,378] := {732} tii[33,379] := {1362} tii[33,380] := {640} tii[33,381] := {200, 1001} tii[33,382] := {251} tii[33,383] := {303, 566, 861, 1163} tii[33,384] := {128, 316} tii[33,385] := {1307, 1434} tii[33,386] := {359, 616, 947, 1198} tii[33,387] := {800} tii[33,388] := {80, 231, 509, 770} tii[33,389] := {104, 333, 934, 1190} tii[33,390] := {381} tii[33,391] := {464, 763, 1056, 1242} tii[33,392] := {235, 479} tii[33,393] := {1425} tii[33,394] := {426, 1275} tii[33,395] := {1153} tii[33,396] := {707} tii[33,397] := {309} tii[33,398] := {703} tii[33,399] := {208, 431} tii[33,400] := {125, 523, 570, 883} tii[33,401] := {858} tii[33,402] := {253, 705, 1003, 1268} tii[33,403] := {120, 855} tii[33,404] := {154, 329, 593, 894} tii[33,405] := {490, 746, 1041, 1290} tii[33,406] := {633, 917} tii[33,407] := {1357, 1459} tii[33,408] := {341, 614} tii[33,409] := {1083, 1304} tii[33,410] := {290, 613, 1210, 1384} tii[33,411] := {155, 548, 836, 1331} tii[33,412] := {693, 1053} tii[33,413] := {468} tii[33,414] := {904} tii[33,415] := {54, 398, 461, 747} tii[33,416] := {229, 678, 767, 979} tii[33,417] := {50, 224, 783, 1062} tii[33,418] := {383, 906, 1183, 1332} tii[33,419] := {1308, 1466} tii[33,420] := {502, 776} tii[33,421] := {945, 1200} tii[33,422] := {241, 734, 1086, 1413} tii[33,423] := {30, 322, 644, 1117} tii[33,424] := {324, 627, 828, 829} tii[33,425] := {503, 1028, 1283, 1398} tii[33,426] := {1365} tii[33,427] := {849} tii[33,428] := {162, 807, 854, 1142} tii[33,429] := {1002} tii[33,430] := {311, 557} tii[33,431] := {545, 893, 1180, 1375} tii[33,432] := {110, 529, 596, 889} tii[33,433] := {1259, 1432} tii[33,434] := {87, 660, 692, 1228} tii[33,435] := {1047} tii[33,436] := {470, 755} tii[33,437] := {264, 963, 1052, 1229} tii[33,438] := {835, 1182} tii[33,439] := {1208, 1458} tii[33,440] := {360, 871, 1160, 1450} tii[33,441] := {781, 1285} tii[33,442] := {374, 1095, 1170, 1323} tii[33,443] := {1023, 1305} tii[33,444] := {442, 775, 971, 972} tii[33,445] := {36, 525, 575, 1110} tii[33,446] := {1084, 1430} tii[33,447] := {495, 1033, 1221, 1222} tii[33,448] := {245} tii[33,449] := {647} tii[33,450] := {365} tii[33,451] := {198, 792} tii[33,452] := {63, 433} tii[33,453] := {511} tii[33,454] := {149, 348, 653, 921} tii[33,455] := {141, 617} tii[33,456] := {123, 561} tii[33,457] := {204, 1006} tii[33,458] := {427} tii[33,459] := {60, 437, 664, 1031} tii[33,460] := {856} tii[33,461] := {246, 457, 741, 1043} tii[33,462] := {226, 759} tii[33,463] := {107, 339, 936, 1195} tii[33,464] := {785, 1063} tii[33,465] := {609} tii[33,466] := {20, 332, 531, 895} tii[33,467] := {137, 621, 823, 1120} tii[33,468] := {78, 448, 793, 1246} tii[33,469] := {648, 925} tii[33,470] := {217, 485, 974, 975} tii[33,471] := {1147} tii[33,472] := {559} tii[33,473] := {90, 706, 951, 1266} tii[33,474] := {206, 701} tii[33,475] := {293, 597, 891, 1178} tii[33,476] := {52, 455, 670, 1038} tii[33,477] := {986, 1291} tii[33,478] := {38, 549, 804, 1327} tii[33,479] := {757} tii[33,480] := {336, 902} tii[33,481] := {165, 907, 1101, 1328} tii[33,482] := {929, 1371} tii[33,483] := {150, 573, 869, 1341} tii[33,484] := {727, 1067} tii[33,485] := {319, 626, 1112, 1113} tii[33,486] := {257, 1029, 1218, 1396} tii[33,487] := {7, 440, 667, 1237} tii[33,488] := {786, 1287} tii[33,489] := {364, 884, 1319, 1320} tii[33,490] := {310, 848} tii[33,491] := {109, 594, 817, 1177} tii[33,492] := {469, 1046} tii[33,493] := {34, 572, 813, 1339} tii[33,494] := {441, 774, 1243, 1244} tii[33,495] := {492, 1034, 1394, 1395} tii[33,496] := {115} tii[33,497] := {64} tii[33,498] := {25, 99} tii[33,499] := {295} tii[33,500] := {48, 998} tii[33,501] := {425} tii[33,502] := {729} tii[33,503] := {130} tii[33,504] := {95, 872} tii[33,505] := {608} tii[33,506] := {68, 177} tii[33,507] := {49, 175, 740, 970} tii[33,508] := {314} tii[33,509] := {47, 737} tii[33,510] := {131, 277} tii[33,511] := {21, 98, 600, 832} tii[33,512] := {475} tii[33,513] := {5, 170, 482, 682} tii[33,514] := {291} tii[33,515] := {31, 1128} tii[33,516] := {65} tii[33,517] := {271, 867} tii[33,518] := {421} tii[33,519] := {725} tii[33,520] := {56, 1214} tii[33,521] := {26, 100} tii[33,522] := {183, 402, 739, 969} tii[33,523] := {604} tii[33,524] := {32, 138, 1129, 1334} tii[33,525] := {210} tii[33,526] := {520} tii[33,527] := {121, 1091} tii[33,528] := {96, 589} tii[33,529] := {953} tii[33,530] := {69, 174} tii[33,531] := {292, 530, 816, 1098} tii[33,532] := {840, 1106} tii[33,533] := {55, 176, 459, 685} tii[33,534] := {51, 225, 992, 1233} tii[33,535] := {343} tii[33,536] := {674} tii[33,537] := {33, 323, 868, 1311} tii[33,538] := {726, 973} tii[33,539] := {23, 268, 354, 540} tii[33,540] := {391} tii[33,541] := {58, 954} tii[33,542] := {97, 276} tii[33,543] := {192, 397, 672, 961} tii[33,544] := {534} tii[33,545] := {18, 135, 845, 1107} tii[33,546] := {66, 387, 406, 680} tii[33,547] := {8, 218, 723, 1211} tii[33,548] := {579, 827} tii[33,549] := {0, 274, 590, 1087} tii[33,550] := {361} tii[33,551] := {300, 942} tii[33,552] := {44} tii[33,553] := {496} tii[33,554] := {796} tii[33,555] := {243, 478, 799, 1066} tii[33,556] := {16, 74} tii[33,557] := {655} tii[33,558] := {308, 1152} tii[33,559] := {163} tii[33,560] := {558} tii[33,561] := {1008} tii[33,562] := {61, 507} tii[33,563] := {362, 599, 890, 1181} tii[33,564] := {46, 134} tii[33,565] := {188, 473, 1081, 1303} tii[33,566] := {265} tii[33,567] := {41, 142, 380, 630} tii[33,568] := {940, 1197} tii[33,569] := {756} tii[33,570] := {148, 586, 943, 1345} tii[33,571] := {797, 1069} tii[33,572] := {13, 179, 267, 487} tii[33,573] := {1273} tii[33,574] := {704} tii[33,575] := {312} tii[33,576] := {122, 860} tii[33,577] := {157, 330, 595, 897} tii[33,578] := {414, 745, 1042, 1289} tii[33,579] := {70, 221} tii[33,580] := {53, 228, 791, 1065} tii[33,581] := {1131, 1377} tii[33,582] := {905} tii[33,583] := {471} tii[33,584] := {1077, 1429} tii[33,585] := {244, 721, 1018, 1411} tii[33,586] := {45, 283, 355, 625} tii[33,587] := {876, 1199} tii[33,588] := {37, 325, 646, 1123} tii[33,589] := {505, 778} tii[33,590] := {941, 1374} tii[33,591] := {10, 396, 508, 980} tii[33,592] := {560} tii[33,593] := {294, 598, 892, 1179} tii[33,594] := {132, 328} tii[33,595] := {758} tii[33,596] := {152, 574, 870, 1343} tii[33,597] := {728, 1068} tii[33,598] := {67, 405, 483, 773} tii[33,599] := {789, 1288} tii[33,600] := {42, 528, 591, 1121} tii[33,601] := {14} tii[33,602] := {4, 29} tii[33,603] := {91} tii[33,604] := {22, 377} tii[33,605] := {17, 72} tii[33,606] := {166} tii[33,607] := {11, 73, 260, 488} tii[33,608] := {3, 101, 169, 357} tii[33,609] := {207} tii[33,610] := {59, 711} tii[33,611] := {27, 133} tii[33,612] := {86, 222, 454, 749} tii[33,613] := {337} tii[33,614] := {19, 136, 639, 920} tii[33,615] := {15, 178, 237, 484} tii[33,616] := {373, 629} tii[33,617] := {9, 219, 500, 982} tii[33,618] := {1, 275, 378, 833} tii[33,619] := {429} tii[33,620] := {189, 456, 743, 1040} tii[33,621] := {71, 220} tii[33,622] := {611} tii[33,623] := {81, 439, 720, 1241} tii[33,624] := {24, 282, 356, 624} tii[33,625] := {576, 923} tii[33,626] := {12, 395, 453, 978} tii[33,627] := {634, 1175} tii[33,628] := {28, 327} tii[33,629] := {6, 238, 404, 772} tii[33,630] := {2, 326, 527, 1119} cell#87 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {408} tii[37,2] := {375, 507} tii[37,3] := {462, 559} tii[37,4] := {503, 584} tii[37,5] := {457} tii[37,6] := {357} tii[37,7] := {319, 535} tii[37,8] := {230, 437} tii[37,9] := {417, 576} tii[37,10] := {281, 495} tii[37,11] := {469, 596} tii[37,12] := {496} tii[37,13] := {257, 555} tii[37,14] := {459} tii[37,15] := {405} tii[37,16] := {128, 514} tii[37,17] := {364, 591} tii[37,18] := {441, 442} tii[37,19] := {182, 550} tii[37,20] := {425, 604} tii[37,21] := {318, 572} tii[37,22] := {254, 556} tii[37,23] := {416, 601} tii[37,24] := {309, 581} tii[37,25] := {310, 532} tii[37,26] := {468, 610} tii[37,27] := {461, 607} tii[37,28] := {413, 599} tii[37,29] := {502, 613} tii[37,30] := {529, 615} tii[37,31] := {407} tii[37,32] := {256, 506} tii[37,33] := {291} tii[37,34] := {160, 383} tii[37,35] := {363, 558} tii[37,36] := {214, 453} tii[37,37] := {424, 583} tii[37,38] := {456} tii[37,39] := {223} tii[37,40] := {188, 534} tii[37,41] := {409} tii[37,42] := {350} tii[37,43] := {77, 479} tii[37,44] := {102, 327} tii[37,45] := {300, 575} tii[37,46] := {390, 391} tii[37,47] := {119, 524} tii[37,48] := {151, 403} tii[37,49] := {373, 595} tii[37,50] := {290} tii[37,51] := {255, 554} tii[37,52] := {220} tii[37,53] := {186, 536} tii[37,54] := {76, 382} tii[37,55] := {362, 590} tii[37,56] := {272, 273} tii[37,57] := {242, 566} tii[37,58] := {243, 504} tii[37,59] := {117, 452} tii[37,60] := {423, 603} tii[37,61] := {125, 431} tii[37,62] := {415, 600} tii[37,63] := {177, 378} tii[37,64] := {359, 588} tii[37,65] := {176, 489} tii[37,66] := {467, 609} tii[37,67] := {236, 516} tii[37,68] := {499, 612} tii[37,69] := {406} tii[37,70] := {124, 505} tii[37,71] := {352} tii[37,72] := {286} tii[37,73] := {229, 557} tii[37,74] := {39, 432} tii[37,75] := {332, 333} tii[37,76] := {71, 490} tii[37,77] := {315, 582} tii[37,78] := {289} tii[37,79] := {187, 533} tii[37,80] := {122, 509} tii[37,81] := {219} tii[37,82] := {22, 381} tii[37,83] := {299, 574} tii[37,84] := {172, 545} tii[37,85] := {173, 470} tii[37,86] := {270, 271} tii[37,87] := {48, 451} tii[37,88] := {372, 594} tii[37,89] := {158} tii[37,90] := {50, 430} tii[37,91] := {360, 589} tii[37,92] := {86, 377} tii[37,93] := {294, 573} tii[37,94] := {210, 211} tii[37,95] := {85, 488} tii[37,96] := {421, 602} tii[37,97] := {150, 268} tii[37,98] := {132, 515} tii[37,99] := {463, 608} tii[37,100] := {123, 527} tii[37,101] := {73, 497} tii[37,102] := {228, 570} tii[37,103] := {111, 531} tii[37,104] := {112, 458} tii[37,105] := {314, 587} tii[37,106] := {36, 460} tii[37,107] := {298, 586} tii[37,108] := {225, 569} tii[37,109] := {65, 501} tii[37,110] := {66, 412} tii[37,111] := {371, 598} tii[37,112] := {105, 528} tii[37,113] := {33, 366} tii[37,114] := {419, 605} tii[37,115] := {258, 597} tii[37,116] := {189, 585} tii[37,117] := {321, 606} tii[37,118] := {131, 571} tii[37,119] := {376, 611} tii[37,120] := {426, 614} tii[37,121] := {293} tii[37,122] := {192, 385} tii[37,123] := {250, 455} tii[37,124] := {356} tii[37,125] := {292} tii[37,126] := {301} tii[37,127] := {259, 436} tii[37,128] := {161, 384} tii[37,129] := {239, 347} tii[37,130] := {316, 494} tii[37,131] := {216, 454} tii[37,132] := {354} tii[37,133] := {320, 478} tii[37,134] := {288} tii[37,135] := {127, 434} tii[37,136] := {374, 523} tii[37,137] := {262, 445} tii[37,138] := {336, 337} tii[37,139] := {180, 492} tii[37,140] := {190, 475} tii[37,141] := {420, 544} tii[37,142] := {247, 429} tii[37,143] := {246, 520} tii[37,144] := {306, 541} tii[37,145] := {411} tii[37,146] := {157} tii[37,147] := {365} tii[37,148] := {59, 265} tii[37,149] := {193, 481} tii[37,150] := {308, 404} tii[37,151] := {96, 346} tii[37,152] := {251, 526} tii[37,153] := {410} tii[37,154] := {221} tii[37,155] := {351} tii[37,156] := {303} tii[37,157] := {260, 513} tii[37,158] := {154} tii[37,159] := {90, 480} tii[37,160] := {38, 325} tii[37,161] := {392, 393} tii[37,162] := {241, 349} tii[37,163] := {204, 205} tii[37,164] := {317, 549} tii[37,165] := {198, 486} tii[37,166] := {139, 525} tii[37,167] := {69, 401} tii[37,168] := {296} tii[37,169] := {74, 379} tii[37,170] := {141, 511} tii[37,171] := {168, 399} tii[37,172] := {369, 565} tii[37,173] := {200, 472} tii[37,174] := {343, 344} tii[37,175] := {114, 322} tii[37,176] := {199, 547} tii[37,177] := {113, 449} tii[37,178] := {282, 389} tii[37,179] := {261, 562} tii[37,180] := {165, 483} tii[37,181] := {156} tii[37,182] := {195, 538} tii[37,183] := {99} tii[37,184] := {14, 264} tii[37,185] := {253, 568} tii[37,186] := {144, 145} tii[37,187] := {136, 517} tii[37,188] := {34, 345} tii[37,189] := {57} tii[37,190] := {37, 324} tii[37,191] := {191, 537} tii[37,192] := {82, 487} tii[37,193] := {313, 580} tii[37,194] := {68, 263} tii[37,195] := {92, 93} tii[37,196] := {248, 567} tii[37,197] := {249, 508} tii[37,198] := {67, 400} tii[37,199] := {55, 142} tii[37,200] := {307, 578} tii[37,201] := {106, 440} tii[37,202] := {183, 482} tii[37,203] := {12, 297} tii[37,204] := {368, 593} tii[37,205] := {30, 224} tii[37,206] := {29, 370} tii[37,207] := {367, 592} tii[37,208] := {10, 163} tii[37,209] := {61, 418} tii[37,210] := {40, 465} tii[37,211] := {355} tii[37,212] := {302} tii[37,213] := {129, 435} tii[37,214] := {240, 348} tii[37,215] := {184, 493} tii[37,216] := {353} tii[37,217] := {194, 477} tii[37,218] := {232} tii[37,219] := {287} tii[37,220] := {51, 433} tii[37,221] := {252, 522} tii[37,222] := {135, 444} tii[37,223] := {170, 284} tii[37,224] := {334, 335} tii[37,225] := {87, 491} tii[37,226] := {226} tii[37,227] := {89, 474} tii[37,228] := {108, 340} tii[37,229] := {312, 543} tii[37,230] := {138, 428} tii[37,231] := {277, 278} tii[37,232] := {137, 519} tii[37,233] := {215, 330} tii[37,234] := {196, 540} tii[37,235] := {222} tii[37,236] := {162} tii[37,237] := {130, 512} tii[37,238] := {155} tii[37,239] := {7, 326} tii[37,240] := {206, 207} tii[37,241] := {110, 218} tii[37,242] := {19, 402} tii[37,243] := {185, 548} tii[37,244] := {84, 485} tii[37,245] := {101} tii[37,246] := {159} tii[37,247] := {21, 380} tii[37,248] := {126, 510} tii[37,249] := {63, 276} tii[37,250] := {148, 149} tii[37,251] := {44, 446} tii[37,252] := {245, 564} tii[37,253] := {212, 213} tii[37,254] := {47, 323} tii[37,255] := {178, 546} tii[37,256] := {179, 471} tii[37,257] := {46, 450} tii[37,258] := {98, 203} tii[37,259] := {152, 269} tii[37,260] := {238, 561} tii[37,261] := {80, 484} tii[37,262] := {120, 438} tii[37,263] := {58} tii[37,264] := {6, 361} tii[37,265] := {43, 339} tii[37,266] := {94, 95} tii[37,267] := {311, 579} tii[37,268] := {18, 295} tii[37,269] := {17, 422} tii[37,270] := {118, 329} tii[37,271] := {5, 235} tii[37,272] := {56, 143} tii[37,273] := {42, 464} tii[37,274] := {305, 577} tii[37,275] := {26, 107} tii[37,276] := {23, 500} tii[37,277] := {78, 476} tii[37,278] := {121, 521} tii[37,279] := {45, 443} tii[37,280] := {75, 473} tii[37,281] := {175, 542} tii[37,282] := {16, 394} tii[37,283] := {115, 518} tii[37,284] := {116, 427} tii[37,285] := {166, 539} tii[37,286] := {72, 386} tii[37,287] := {13, 414} tii[37,288] := {8, 338} tii[37,289] := {244, 563} tii[37,290] := {31, 466} tii[37,291] := {32, 358} tii[37,292] := {49, 328} tii[37,293] := {234, 560} tii[37,294] := {62, 498} tii[37,295] := {11, 304} tii[37,296] := {41, 530} tii[37,297] := {3, 237} tii[37,298] := {174, 553} tii[37,299] := {164, 551} tii[37,300] := {79, 552} tii[37,301] := {231} tii[37,302] := {169, 283} tii[37,303] := {133, 342} tii[37,304] := {233} tii[37,305] := {171, 285} tii[37,306] := {227} tii[37,307] := {197, 398} tii[37,308] := {109, 341} tii[37,309] := {279, 280} tii[37,310] := {217, 331} tii[37,311] := {81, 396} tii[37,312] := {181, 388} tii[37,313] := {103} tii[37,314] := {64, 153} tii[37,315] := {100} tii[37,316] := {28, 209} tii[37,317] := {134, 448} tii[37,318] := {146, 147} tii[37,319] := {97, 202} tii[37,320] := {27} tii[37,321] := {53, 54} tii[37,322] := {15, 274} tii[37,323] := {52, 447} tii[37,324] := {140, 439} tii[37,325] := {25, 91} tii[37,326] := {70, 266} tii[37,327] := {9, 60} tii[37,328] := {4, 208} tii[37,329] := {35, 201} tii[37,330] := {2, 104} tii[37,331] := {83, 397} tii[37,332] := {24, 395} tii[37,333] := {88, 387} tii[37,334] := {1, 275} tii[37,335] := {20, 267} tii[37,336] := {0, 167} cell#88 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {564} tii[25,2] := {918} tii[25,3] := {858, 859} tii[25,4] := {492} tii[25,5] := {168} tii[25,6] := {846} tii[25,7] := {1005, 1006} tii[25,8] := {1054, 1055} tii[25,9] := {693, 694} tii[25,10] := {619} tii[25,11] := {375} tii[25,12] := {934} tii[25,13] := {446, 447} tii[25,14] := {866, 867} tii[25,15] := {551, 552} tii[25,16] := {975, 976} tii[25,17] := {736} tii[25,18] := {1003} tii[25,19] := {616} tii[25,20] := {914, 915} tii[25,21] := {722, 723} tii[25,22] := {993, 994} tii[25,23] := {1050} tii[25,24] := {1080, 1081} tii[25,25] := {366} tii[25,26] := {945, 946} tii[25,27] := {740} tii[25,28] := {100} tii[25,29] := {1052, 1053} tii[25,30] := {1087, 1088} tii[25,31] := {562, 563} tii[25,32] := {904, 905} tii[25,33] := {491} tii[25,34] := {260} tii[25,35] := {51} tii[25,36] := {704, 705} tii[25,37] := {845} tii[25,38] := {315, 316} tii[25,39] := {753, 754} tii[25,40] := {1019, 1020} tii[25,41] := {798, 799} tii[25,42] := {414, 415} tii[25,43] := {892, 893} tii[25,44] := {1070, 1071} tii[25,45] := {979, 980} tii[25,46] := {617} tii[25,47] := {98} tii[25,48] := {900, 901} tii[25,49] := {123, 124} tii[25,50] := {932} tii[25,51] := {489} tii[25,52] := {815, 816} tii[25,53] := {1060, 1061} tii[25,54] := {964, 965} tii[25,55] := {963, 966} tii[25,56] := {187, 188} tii[25,57] := {597, 598} tii[25,58] := {921, 922} tii[25,59] := {1097, 1098} tii[25,60] := {156} tii[25,61] := {1089, 1090} tii[25,62] := {1001} tii[25,63] := {1056, 1057} tii[25,64] := {226, 227} tii[25,65] := {1037, 1038} tii[25,66] := {1110, 1111} tii[25,67] := {1116, 1117} tii[25,68] := {691, 692} tii[25,69] := {618} tii[25,70] := {933} tii[25,71] := {374} tii[25,72] := {444, 445} tii[25,73] := {864, 865} tii[25,74] := {547, 548} tii[25,75] := {973, 974} tii[25,76] := {805, 806} tii[25,77] := {735} tii[25,78] := {261} tii[25,79] := {685, 686} tii[25,80] := {1002} tii[25,81] := {615} tii[25,82] := {912, 913} tii[25,83] := {313, 314} tii[25,84] := {953, 954} tii[25,85] := {774, 775} tii[25,86] := {773, 776} tii[25,87] := {720, 721} tii[25,88] := {991, 992} tii[25,89] := {410, 411} tii[25,90] := {1027, 1028} tii[25,91] := {368} tii[25,92] := {433, 434} tii[25,93] := {1013, 1014} tii[25,94] := {1049} tii[25,95] := {526, 529} tii[25,96] := {947, 948} tii[25,97] := {477, 478} tii[25,98] := {1078, 1079} tii[25,99] := {527, 528} tii[25,100] := {1064, 1065} tii[25,101] := {639, 640} tii[25,102] := {1091, 1092} tii[25,103] := {842} tii[25,104] := {1051} tii[25,105] := {734} tii[25,106] := {987, 988} tii[25,107] := {829, 830} tii[25,108] := {1043, 1044} tii[25,109] := {614} tii[25,110] := {1033, 1034} tii[25,111] := {1086} tii[25,112] := {981, 982} tii[25,113] := {1105, 1106} tii[25,114] := {716, 717} tii[25,115] := {1082, 1083} tii[25,116] := {821, 822} tii[25,117] := {1099, 1100} tii[25,118] := {1107} tii[25,119] := {1114, 1115} tii[25,120] := {1118, 1119} tii[25,121] := {305} tii[25,122] := {209} tii[25,123] := {574} tii[25,124] := {731} tii[25,125] := {198} tii[25,126] := {751, 752} tii[25,127] := {66} tii[25,128] := {323} tii[25,129] := {99} tii[25,130] := {441} tii[25,131] := {937, 938} tii[25,132] := {510, 511} tii[25,133] := {140} tii[25,134] := {609} tii[25,135] := {1009, 1010} tii[25,136] := {627, 628} tii[25,137] := {306} tii[25,138] := {631, 632} tii[25,139] := {450} tii[25,140] := {202} tii[25,141] := {512, 513} tii[25,142] := {166} tii[25,143] := {573} tii[25,144] := {205, 206} tii[25,145] := {850, 851} tii[25,146] := {351} tii[25,147] := {395, 396} tii[25,148] := {629, 630} tii[25,149] := {730} tii[25,150] := {290, 291} tii[25,151] := {941, 942} tii[25,152] := {699} tii[25,153] := {254} tii[25,154] := {755, 756} tii[25,155] := {835} tii[25,156] := {347, 348} tii[25,157] := {657, 658} tii[25,158] := {894, 895} tii[25,159] := {977, 978} tii[25,160] := {809, 810} tii[25,161] := {154} tii[25,162] := {635, 636} tii[25,163] := {34} tii[25,164] := {263} tii[25,165] := {579, 580} tii[25,166] := {44} tii[25,167] := {957, 958} tii[25,168] := {371} tii[25,169] := {747, 748} tii[25,170] := {678, 679} tii[25,171] := {108} tii[25,172] := {1031, 1032} tii[25,173] := {505} tii[25,174] := {902, 903} tii[25,175] := {250} tii[25,176] := {565, 566} tii[25,177] := {761, 762} tii[25,178] := {373} tii[25,179] := {321, 322} tii[25,180] := {64} tii[25,181] := {803, 804} tii[25,182] := {160} tii[25,183] := {262} tii[25,184] := {21} tii[25,185] := {96, 97} tii[25,186] := {451, 452} tii[25,187] := {1017, 1018} tii[25,188] := {442, 443} tii[25,189] := {757, 758} tii[25,190] := {497} tii[25,191] := {649, 650} tii[25,192] := {424, 425} tii[25,193] := {879, 880} tii[25,194] := {878, 881} tii[25,195] := {271} tii[25,196] := {856, 857} tii[25,197] := {59} tii[25,198] := {144, 145} tii[25,199] := {338, 339} tii[25,200] := {558, 559} tii[25,201] := {1068, 1069} tii[25,202] := {543, 544} tii[25,203] := {626} tii[25,204] := {896, 897} tii[25,205] := {210, 211} tii[25,206] := {112} tii[25,207] := {1058, 1059} tii[25,208] := {49} tii[25,209] := {621} tii[25,210] := {702, 703} tii[25,211] := {567, 568} tii[25,212] := {369} tii[25,213] := {939, 940} tii[25,214] := {135, 136} tii[25,215] := {1011, 1012} tii[25,216] := {171, 172} tii[25,217] := {300, 301} tii[25,218] := {603, 604} tii[25,219] := {106} tii[25,220] := {742} tii[25,221] := {661, 664} tii[25,222] := {479, 480} tii[25,223] := {1095, 1096} tii[25,224] := {662, 663} tii[25,225] := {838, 839} tii[25,226] := {1108, 1109} tii[25,227] := {245, 246} tii[25,228] := {765, 766} tii[25,229] := {929, 930} tii[25,230] := {807, 808} tii[25,231] := {365} tii[25,232] := {583, 584} tii[25,233] := {499} tii[25,234] := {113} tii[25,235] := {687, 688} tii[25,236] := {257} tii[25,237] := {955, 956} tii[25,238] := {623} tii[25,239] := {163, 164} tii[25,240] := {467, 468} tii[25,241] := {683, 684} tii[25,242] := {778, 779} tii[25,243] := {777, 780} tii[25,244] := {383} tii[25,245] := {1029, 1030} tii[25,246] := {744} tii[25,247] := {236, 237} tii[25,248] := {251, 252} tii[25,249] := {1015, 1016} tii[25,250] := {494} tii[25,251] := {162} tii[25,252] := {571, 572} tii[25,253] := {739} tii[25,254] := {819, 820} tii[25,255] := {181} tii[25,256] := {334, 335} tii[25,257] := {785, 786} tii[25,258] := {607, 608} tii[25,259] := {341, 344} tii[25,260] := {949, 950} tii[25,261] := {849} tii[25,262] := {670, 671} tii[25,263] := {669, 672} tii[25,264] := {268, 269} tii[25,265] := {342, 343} tii[25,266] := {1066, 1067} tii[25,267] := {273} tii[25,268] := {728, 729} tii[25,269] := {925, 926} tii[25,270] := {550, 553} tii[25,271] := {769, 770} tii[25,272] := {453, 454} tii[25,273] := {1093, 1094} tii[25,274] := {487, 488} tii[25,275] := {999, 1000} tii[25,276] := {274} tii[25,277] := {985, 986} tii[25,278] := {844} tii[25,279] := {833, 834} tii[25,280] := {378, 379} tii[25,281] := {908, 909} tii[25,282] := {936} tii[25,283] := {1041, 1042} tii[25,284] := {500, 501} tii[25,285] := {1074, 1075} tii[25,286] := {1047, 1048} tii[25,287] := {827, 828} tii[25,288] := {1103, 1104} tii[25,289] := {89} tii[25,290] := {169} tii[25,291] := {759, 760} tii[25,292] := {22} tii[25,293] := {258} tii[25,294] := {854, 855} tii[25,295] := {60} tii[25,296] := {384} tii[25,297] := {155} tii[25,298] := {431, 432} tii[25,299] := {259} tii[25,300] := {91} tii[25,301] := {868, 869} tii[25,302] := {577, 578} tii[25,303] := {167} tii[25,304] := {9} tii[25,305] := {370} tii[25,306] := {207, 208} tii[25,307] := {319, 320} tii[25,308] := {633, 634} tii[25,309] := {173} tii[25,310] := {771, 772} tii[25,311] := {674, 675} tii[25,312] := {943, 944} tii[25,313] := {30} tii[25,314] := {504} tii[25,315] := {294, 295} tii[25,316] := {220, 221} tii[25,317] := {421, 422} tii[25,318] := {795, 796} tii[25,319] := {495} tii[25,320] := {25} tii[25,321] := {695, 696} tii[25,322] := {127, 128} tii[25,323] := {255} tii[25,324] := {575, 576} tii[25,325] := {1007, 1008} tii[25,326] := {624} tii[25,327] := {787, 790} tii[25,328] := {788, 789} tii[25,329] := {74, 75} tii[25,330] := {58} tii[25,331] := {349, 350} tii[25,332] := {195, 196} tii[25,333] := {473, 474} tii[25,334] := {732, 733} tii[25,335] := {874, 875} tii[25,336] := {151, 152} tii[25,337] := {840, 841} tii[25,338] := {689, 690} tii[25,339] := {249} tii[25,340] := {823, 824} tii[25,341] := {448, 449} tii[25,342] := {372} tii[25,343] := {165} tii[25,344] := {203, 204} tii[25,345] := {3} tii[25,346] := {560, 561} tii[25,347] := {159} tii[25,348] := {862, 863} tii[25,349] := {496} tii[25,350] := {286, 287} tii[25,351] := {718, 719} tii[25,352] := {898, 899} tii[25,353] := {11} tii[25,354] := {336, 337} tii[25,355] := {554, 555} tii[25,356] := {651, 654} tii[25,357] := {652, 653} tii[25,358] := {270} tii[25,359] := {971, 972} tii[25,360] := {625} tii[25,361] := {307, 308} tii[25,362] := {68, 69} tii[25,363] := {813, 814} tii[25,364] := {367} tii[25,365] := {92} tii[25,366] := {10} tii[25,367] := {620} tii[25,368] := {700, 701} tii[25,369] := {253} tii[25,370] := {951, 952} tii[25,371] := {435, 436} tii[25,372] := {593, 594} tii[25,373] := {397, 400} tii[25,374] := {216, 217} tii[25,375] := {655, 656} tii[25,376] := {969, 970} tii[25,377] := {475, 476} tii[25,378] := {398, 399} tii[25,379] := {37, 38} tii[25,380] := {28} tii[25,381] := {741} tii[25,382] := {889, 890} tii[25,383] := {888, 891} tii[25,384] := {117, 118} tii[25,385] := {860, 861} tii[25,386] := {345, 346} tii[25,387] := {174} tii[25,388] := {601, 602} tii[25,389] := {836, 837} tii[25,390] := {530, 533} tii[25,391] := {531, 532} tii[25,392] := {1025, 1026} tii[25,393] := {514, 515} tii[25,394] := {797, 800} tii[25,395] := {961, 962} tii[25,396] := {355, 356} tii[25,397] := {81, 82} tii[25,398] := {413, 416} tii[25,399] := {641, 642} tii[25,400] := {927, 928} tii[25,401] := {1062, 1063} tii[25,402] := {199, 200} tii[25,403] := {23} tii[25,404] := {910, 911} tii[25,405] := {363} tii[25,406] := {737} tii[25,407] := {70, 71} tii[25,408] := {281, 284} tii[25,409] := {1023, 1024} tii[25,410] := {724, 725} tii[25,411] := {56} tii[25,412] := {282, 283} tii[25,413] := {811, 812} tii[25,414] := {847} tii[25,415] := {989, 990} tii[25,416] := {469, 470} tii[25,417] := {391, 392} tii[25,418] := {1021, 1022} tii[25,419] := {186, 189} tii[25,420] := {585, 586} tii[25,421] := {1035, 1036} tii[25,422] := {147, 148} tii[25,423] := {995, 996} tii[25,424] := {708, 709} tii[25,425] := {326, 327} tii[25,426] := {1076, 1077} tii[25,427] := {364} tii[25,428] := {498} tii[25,429] := {581, 582} tii[25,430] := {256} tii[25,431] := {622} tii[25,432] := {382} tii[25,433] := {465, 466} tii[25,434] := {681, 682} tii[25,435] := {743} tii[25,436] := {738} tii[25,437] := {569, 570} tii[25,438] := {161} tii[25,439] := {817, 818} tii[25,440] := {493} tii[25,441] := {332, 333} tii[25,442] := {783, 784} tii[25,443] := {848} tii[25,444] := {666, 667} tii[25,445] := {665, 668} tii[25,446] := {605, 606} tii[25,447] := {272} tii[25,448] := {726, 727} tii[25,449] := {923, 924} tii[25,450] := {546, 549} tii[25,451] := {767, 768} tii[25,452] := {485, 486} tii[25,453] := {997, 998} tii[25,454] := {490} tii[25,455] := {93} tii[25,456] := {983, 984} tii[25,457] := {843} tii[25,458] := {214, 215} tii[25,459] := {882, 883} tii[25,460] := {831, 832} tii[25,461] := {599, 600} tii[25,462] := {906, 907} tii[25,463] := {175} tii[25,464] := {935} tii[25,465] := {1039, 1040} tii[25,466] := {710, 711} tii[25,467] := {409, 412} tii[25,468] := {870, 871} tii[25,469] := {357, 358} tii[25,470] := {1045, 1046} tii[25,471] := {1072, 1073} tii[25,472] := {825, 826} tii[25,473] := {589, 590} tii[25,474] := {1101, 1102} tii[25,475] := {931} tii[25,476] := {919, 920} tii[25,477] := {1004} tii[25,478] := {916, 917} tii[25,479] := {1084, 1085} tii[25,480] := {1112, 1113} tii[25,481] := {120} tii[25,482] := {233} tii[25,483] := {201} tii[25,484] := {36} tii[25,485] := {387, 388} tii[25,486] := {153} tii[25,487] := {76} tii[25,488] := {352} tii[25,489] := {506, 507} tii[25,490] := {67} tii[25,491] := {275, 276} tii[25,492] := {472} tii[25,493] := {139} tii[25,494] := {385, 386} tii[25,495] := {182, 183} tii[25,496] := {297, 298} tii[25,497] := {121} tii[25,498] := {637, 638} tii[25,499] := {8} tii[25,500] := {317, 318} tii[25,501] := {88} tii[25,502] := {234} tii[25,503] := {522, 523} tii[25,504] := {749, 750} tii[25,505] := {29} tii[25,506] := {418, 419} tii[25,507] := {122} tii[25,508] := {125, 126} tii[25,509] := {437, 438} tii[25,510] := {389, 390} tii[25,511] := {24} tii[25,512] := {43} tii[25,513] := {340} tii[25,514] := {852, 853} tii[25,515] := {393, 394} tii[25,516] := {534, 537} tii[25,517] := {535, 536} tii[25,518] := {232} tii[25,519] := {191, 192} tii[25,520] := {57} tii[25,521] := {279, 280} tii[25,522] := {508, 509} tii[25,523] := {72, 73} tii[25,524] := {643, 644} tii[25,525] := {184, 185} tii[25,526] := {149, 150} tii[25,527] := {427, 428} tii[25,528] := {47} tii[25,529] := {309, 310} tii[25,530] := {471} tii[25,531] := {745, 746} tii[25,532] := {104} tii[25,533] := {131, 132} tii[25,534] := {402, 403} tii[25,535] := {401, 404} tii[25,536] := {516, 517} tii[25,537] := {556, 557} tii[25,538] := {289, 292} tii[25,539] := {241, 242} tii[25,540] := {457, 458} tii[25,541] := {706, 707} tii[25,542] := {90} tii[25,543] := {2} tii[25,544] := {595, 596} tii[25,545] := {801, 802} tii[25,546] := {63} tii[25,547] := {178} tii[25,548] := {7} tii[25,549] := {697, 698} tii[25,550] := {95} tii[25,551] := {52, 53} tii[25,552] := {324, 325} tii[25,553] := {6} tii[25,554] := {520, 521} tii[25,555] := {463, 464} tii[25,556] := {31} tii[25,557] := {886, 887} tii[25,558] := {267} tii[25,559] := {792, 793} tii[25,560] := {791, 794} tii[25,561] := {177} tii[25,562] := {224, 225} tii[25,563] := {429, 430} tii[25,564] := {17} tii[25,565] := {84, 85} tii[25,566] := {26, 27} tii[25,567] := {677, 680} tii[25,568] := {876, 877} tii[25,569] := {141, 142} tii[25,570] := {61, 62} tii[25,571] := {361, 362} tii[25,572] := {157, 158} tii[25,573] := {94} tii[25,574] := {439, 440} tii[25,575] := {16} tii[25,576] := {222, 223} tii[25,577] := {14} tii[25,578] := {228, 231} tii[25,579] := {659, 660} tii[25,580] := {967, 968} tii[25,581] := {35} tii[25,582] := {330, 331} tii[25,583] := {381} tii[25,584] := {539, 540} tii[25,585] := {538, 541} tii[25,586] := {229, 230} tii[25,587] := {176} tii[25,588] := {54, 55} tii[25,589] := {328, 329} tii[25,590] := {959, 960} tii[25,591] := {542, 545} tii[25,592] := {77, 78} tii[25,593] := {483, 484} tii[25,594] := {110, 111} tii[25,595] := {423, 426} tii[25,596] := {645, 646} tii[25,597] := {359, 360} tii[25,598] := {143, 146} tii[25,599] := {264, 265} tii[25,600] := {299, 302} tii[25,601] := {591, 592} tii[25,602] := {33} tii[25,603] := {884, 885} tii[25,604] := {503} tii[25,605] := {101, 102} tii[25,606] := {65} tii[25,607] := {872, 873} tii[25,608] := {179, 180} tii[25,609] := {235, 238} tii[25,610] := {612, 613} tii[25,611] := {376, 377} tii[25,612] := {714, 715} tii[25,613] := {45} tii[25,614] := {32} tii[25,615] := {109} tii[25,616] := {50} tii[25,617] := {212, 213} tii[25,618] := {647, 648} tii[25,619] := {15} tii[25,620] := {170} tii[25,621] := {107} tii[25,622] := {137, 138} tii[25,623] := {303, 304} tii[25,624] := {79, 80} tii[25,625] := {247, 248} tii[25,626] := {48} tii[25,627] := {311, 312} tii[25,628] := {461, 462} tii[25,629] := {5} tii[25,630] := {266} tii[25,631] := {133, 134} tii[25,632] := {524, 525} tii[25,633] := {105} tii[25,634] := {405, 408} tii[25,635] := {406, 407} tii[25,636] := {673, 676} tii[25,637] := {41, 42} tii[25,638] := {353, 354} tii[25,639] := {243, 244} tii[25,640] := {293, 296} tii[25,641] := {518, 519} tii[25,642] := {194, 197} tii[25,643] := {459, 460} tii[25,644] := {46} tii[25,645] := {129, 130} tii[25,646] := {1} tii[25,647] := {781, 782} tii[25,648] := {380} tii[25,649] := {103} tii[25,650] := {285, 288} tii[25,651] := {763, 764} tii[25,652] := {18, 19} tii[25,653] := {481, 482} tii[25,654] := {239, 240} tii[25,655] := {116, 119} tii[25,656] := {587, 588} tii[25,657] := {455, 456} tii[25,658] := {502} tii[25,659] := {610, 611} tii[25,660] := {712, 713} tii[25,661] := {87} tii[25,662] := {20} tii[25,663] := {277, 278} tii[25,664] := {114, 115} tii[25,665] := {218, 219} tii[25,666] := {4} tii[25,667] := {417, 420} tii[25,668] := {39, 40} tii[25,669] := {190, 193} tii[25,670] := {0} tii[25,671] := {12, 13} tii[25,672] := {83, 86} cell#89 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1152} tii[33,2] := {1132} tii[33,3] := {1187, 1188} tii[33,4] := {418, 1336} tii[33,5] := {1254} tii[33,6] := {420, 1395} tii[33,7] := {1050} tii[33,8] := {1015} tii[33,9] := {812} tii[33,10] := {1078, 1079} tii[33,11] := {652, 653, 1438, 1439} tii[33,12] := {785, 786, 1462, 1463} tii[33,13] := {1338} tii[33,14] := {264, 1237} tii[33,15] := {889} tii[33,16] := {1257} tii[33,17] := {626} tii[33,18] := {957, 958} tii[33,19] := {1149} tii[33,20] := {445, 446, 1350, 1351} tii[33,21] := {1246, 1247} tii[33,22] := {601, 602, 1428, 1429} tii[33,23] := {1013} tii[33,24] := {1076, 1077} tii[33,25] := {880} tii[33,26] := {672, 673, 1175, 1176} tii[33,27] := {969, 970} tii[33,28] := {853, 854, 1317, 1318} tii[33,29] := {1169, 1170} tii[33,30] := {1051, 1052, 1311, 1312} tii[33,31] := {537, 1399} tii[33,32] := {1151} tii[33,33] := {888} tii[33,34] := {923} tii[33,35] := {312, 1434} tii[33,36] := {955, 956} tii[33,37] := {688} tii[33,38] := {526, 527, 1456, 1457} tii[33,39] := {656, 657, 1468, 1469} tii[33,40] := {484, 1435} tii[33,41] := {1252} tii[33,42] := {175, 1128} tii[33,43] := {213, 1396} tii[33,44] := {796} tii[33,45] := {364, 1401} tii[33,46] := {755} tii[33,47] := {1153} tii[33,48] := {499} tii[33,49] := {568} tii[33,50] := {256, 1335} tii[33,51] := {822, 823} tii[33,52] := {1034} tii[33,53] := {331, 332, 1267, 1268} tii[33,54] := {405, 406, 1440, 1441} tii[33,55] := {339, 340, 1397, 1398} tii[33,56] := {1140, 1141} tii[33,57] := {476, 477, 1384, 1385} tii[33,58] := {532, 533, 1464, 1465} tii[33,59] := {174, 1328} tii[33,60] := {919} tii[33,61] := {883} tii[33,62] := {498} tii[33,63] := {97, 1233} tii[33,64] := {792} tii[33,65] := {953, 954} tii[33,66] := {750} tii[33,67] := {550, 551, 1061, 1062} tii[33,68] := {329, 330, 1410, 1411} tii[33,69] := {157, 158, 1291, 1292} tii[33,70] := {907, 908} tii[33,71] := {838, 839} tii[33,72] := {721, 722, 1221, 1222} tii[33,73] := {474, 475, 1454, 1455} tii[33,74] := {616} tii[33,75] := {439, 440, 1436, 1437} tii[33,76] := {1057, 1058} tii[33,77] := {317, 318, 1402, 1403} tii[33,78] := {709, 710} tii[33,79] := {928, 929, 1217, 1218} tii[33,80] := {595, 596, 1460, 1461} tii[33,81] := {695, 696, 1466, 1467} tii[33,82] := {1337} tii[33,83] := {618} tii[33,84] := {102, 1236} tii[33,85] := {1256} tii[33,86] := {693, 694} tii[33,87] := {385} tii[33,88] := {1148} tii[33,89] := {226, 227, 1348, 1349} tii[33,90] := {1244, 1245} tii[33,91] := {358, 359, 1426, 1427} tii[33,92] := {1155} tii[33,93] := {68, 1129} tii[33,94] := {751} tii[33,95] := {295} tii[33,96] := {31, 1004} tii[33,97] := {820, 821} tii[33,98] := {614} tii[33,99] := {435, 436, 934, 935} tii[33,100] := {1035} tii[33,101] := {185, 186, 1269, 1270} tii[33,102] := {62, 63, 1084, 1085} tii[33,103] := {705, 706} tii[33,104] := {591, 592, 1108, 1109} tii[33,105] := {1142, 1143} tii[33,106] := {289, 290, 1386, 1387} tii[33,107] := {1002} tii[33,108] := {402} tii[33,109] := {276, 277, 1344, 1345} tii[33,110] := {932, 933} tii[33,111] := {179, 180, 1259, 1260} tii[33,112] := {509, 510} tii[33,113] := {797, 798, 1106, 1107} tii[33,114] := {1080, 1081} tii[33,115] := {395, 396, 1422, 1423} tii[33,116] := {1179, 1180} tii[33,117] := {503, 504, 1442, 1443} tii[33,118] := {882} tii[33,119] := {951, 952} tii[33,120] := {748} tii[33,121] := {548, 549, 1059, 1060} tii[33,122] := {834, 835} tii[33,123] := {719, 720, 1219, 1220} tii[33,124] := {649} tii[33,125] := {492, 493, 1165, 1166} tii[33,126] := {1055, 1056} tii[33,127] := {367, 368, 1044, 1045} tii[33,128] := {926, 927, 1215, 1216} tii[33,129] := {771, 772} tii[33,130] := {641, 642, 1307, 1308} tii[33,131] := {890, 891} tii[33,132] := {763, 764, 1360, 1361} tii[33,133] := {1163, 1164} tii[33,134] := {1042, 1043, 1305, 1306} tii[33,135] := {1009, 1010, 1364, 1365} tii[33,136] := {309} tii[33,137] := {365} tii[33,138] := {924} tii[33,139] := {761} tii[33,140] := {560, 561} tii[33,141] := {731, 732} tii[33,142] := {417} tii[33,143] := {310, 1253} tii[33,144] := {1049} tii[33,145] := {539} tii[33,146] := {486} tii[33,147] := {313, 1327} tii[33,148] := {925} tii[33,149] := {212, 1154} tii[33,150] := {947} tii[33,151] := {670} tii[33,152] := {894} tii[33,153] := {689} tii[33,154] := {682, 683} tii[33,155] := {528, 529, 1408, 1409} tii[33,156] := {131, 1123} tii[33,157] := {851} tii[33,158] := {863, 864} tii[33,159] := {658, 659, 1452, 1453} tii[33,160] := {202, 203, 1193, 1194} tii[33,161] := {615} tii[33,162] := {263, 1239} tii[33,163] := {1041} tii[33,164] := {1020} tii[33,165] := {758} tii[33,166] := {168, 1127} tii[33,167] := {625} tii[33,168] := {804, 805} tii[33,169] := {917} tii[33,170] := {443, 444, 1354, 1355} tii[33,171] := {902} tii[33,172] := {242, 243, 1201, 1202} tii[33,173] := {990, 991} tii[33,174] := {1030, 1031} tii[33,175] := {599, 600, 1432, 1433} tii[33,176] := {930, 931} tii[33,177] := {752} tii[33,178] := {556, 557, 1275, 1276} tii[33,179] := {1104, 1105} tii[33,180] := {842, 843} tii[33,181] := {428, 429, 1211, 1212} tii[33,182] := {727, 728, 1392, 1393} tii[33,183] := {824, 825, 1321, 1322} tii[33,184] := {363, 1400} tii[33,185] := {536} tii[33,186] := {311, 1255} tii[33,187] := {1162} tii[33,188] := {135, 1326} tii[33,189] := {666} tii[33,190] := {366} tii[33,191] := {261, 1340} tii[33,192] := {664} tii[33,193] := {208, 1232} tii[33,194] := {451} tii[33,195] := {762} tii[33,196] := {166, 1250} tii[33,197] := {1075} tii[33,198] := {799} tii[33,199] := {297, 298, 1406, 1407} tii[33,200] := {562, 563} tii[33,201] := {299, 300, 1289, 1290} tii[33,202] := {238, 239, 1331, 1332} tii[33,203] := {985} tii[33,204] := {415, 416, 1450, 1451} tii[33,205] := {733, 734} tii[33,206] := {101, 1238} tii[33,207] := {1157} tii[33,208] := {540} tii[33,209] := {487} tii[33,210] := {198, 1131} tii[33,211] := {793} tii[33,212] := {173, 1258} tii[33,213] := {895} tii[33,214] := {1037} tii[33,215] := {384} tii[33,216] := {46, 1124} tii[33,217] := {622} tii[33,218] := {671} tii[33,219] := {308, 1324} tii[33,220] := {948} tii[33,221] := {525} tii[33,222] := {663} tii[33,223] := {224, 225, 1352, 1353} tii[33,224] := {96, 1150} tii[33,225] := {123, 1008} tii[33,226] := {382, 383, 1273, 1274} tii[33,227] := {684, 685} tii[33,228] := {1146, 1147} tii[33,229] := {86, 87, 1195, 1196} tii[33,230] := {852} tii[33,231] := {778} tii[33,232] := {409, 410, 1370, 1371} tii[33,233] := {781, 782} tii[33,234] := {191, 192, 1092, 1093} tii[33,235] := {356, 357, 1430, 1431} tii[33,236] := {155, 156, 1248, 1249} tii[33,237] := {865, 866} tii[33,238] := {519, 520, 1390, 1391} tii[33,239] := {488} tii[33,240] := {325, 326, 1404, 1405} tii[33,241] := {922} tii[33,242] := {544} tii[33,243] := {802, 803} tii[33,244] := {496, 497, 1177, 1178} tii[33,245] := {44, 1122} tii[33,246] := {651} tii[33,247] := {530, 531, 1418, 1419} tii[33,248] := {217, 218, 1342, 1343} tii[33,249] := {584, 585} tii[33,250] := {1032, 1033} tii[33,251] := {371, 372, 1102, 1103} tii[33,252] := {988, 989} tii[33,253] := {775, 776} tii[33,254] := {470, 471, 1448, 1449} tii[33,255] := {645, 646, 1319, 1320} tii[33,256] := {715} tii[33,257] := {82, 83, 1191, 1192} tii[33,258] := {572, 573, 1458, 1459} tii[33,259] := {913, 914} tii[33,260] := {143, 144, 1277, 1278} tii[33,261] := {767, 768, 1229, 1230} tii[33,262] := {49, 1130} tii[33,263] := {918} tii[33,264] := {370} tii[33,265] := {169, 1126} tii[33,266] := {766} tii[33,267] := {282} tii[33,268] := {19, 1005} tii[33,269] := {495} tii[33,270] := {139, 140, 1271, 1272} tii[33,271] := {566, 567} tii[33,272] := {791} tii[33,273] := {244, 245, 1199, 1200} tii[33,274] := {41, 42, 1086, 1087} tii[33,275] := {644} tii[33,276] := {254, 255, 1388, 1389} tii[33,277] := {737, 738} tii[33,278] := {905, 906} tii[33,279] := {747} tii[33,280] := {222, 223, 1346, 1347} tii[33,281] := {753} tii[33,282] := {375} tii[33,283] := {5, 904} tii[33,284] := {680, 681} tii[33,285] := {558, 559, 1065, 1066} tii[33,286] := {373} tii[33,287] := {347, 348, 1299, 1300} tii[33,288] := {844, 845} tii[33,289] := {137, 138, 1261, 1262} tii[33,290] := {861, 862} tii[33,291] := {15, 16, 1023, 1024} tii[33,292] := {464, 465} tii[33,293] := {832, 833} tii[33,294] := {354, 355, 1424, 1425} tii[33,295] := {512} tii[33,296] := {430, 431, 983, 984} tii[33,297] := {729, 730, 1225, 1226} tii[33,298] := {35, 36, 1135, 1136} tii[33,299] := {938, 939} tii[33,300] := {452, 453, 1444, 1445} tii[33,301] := {741, 742} tii[33,302] := {826, 827, 1120, 1121} tii[33,303] := {485} tii[33,304] := {323, 324, 1265, 1266} tii[33,305] := {800, 801} tii[33,306] := {541, 542, 1098, 1099} tii[33,307] := {578, 579} tii[33,308] := {215, 216, 1160, 1161} tii[33,309] := {986, 987} tii[33,310] := {468, 469, 1382, 1383} tii[33,311] := {686, 687} tii[33,312] := {570, 571, 1414, 1415} tii[33,313] := {949, 950, 1227, 1228} tii[33,314] := {133, 134, 1073, 1074} tii[33,315] := {667, 668, 1366, 1367} tii[33,316] := {662} tii[33,317] := {419, 1339} tii[33,318] := {1048} tii[33,319] := {265} tii[33,320] := {538} tii[33,321] := {627} tii[33,322] := {307, 1323} tii[33,323] := {946} tii[33,324] := {669} tii[33,325] := {447, 448} tii[33,326] := {850} tii[33,327] := {407, 408, 1368, 1369} tii[33,328] := {603, 604} tii[33,329] := {369} tii[33,330] := {262, 1341} tii[33,331] := {421} tii[33,332] := {124, 1012} tii[33,333] := {1039} tii[33,334] := {765} tii[33,335] := {494} tii[33,336] := {167, 1251} tii[33,337] := {545} tii[33,338] := {813} tii[33,339] := {209, 1394} tii[33,340] := {403} tii[33,341] := {564, 565} tii[33,342] := {916} tii[33,343] := {67, 881} tii[33,344] := {278, 279, 1173, 1174} tii[33,345] := {643} tii[33,346] := {240, 241, 1333, 1334} tii[33,347] := {735, 736} tii[33,348] := {716} tii[33,349] := {301, 302, 1416, 1417} tii[33,350] := {1028, 1029} tii[33,351] := {119, 120, 971, 972} tii[33,352] := {397, 398, 1315, 1316} tii[33,353] := {678, 679} tii[33,354] := {94, 1231} tii[33,355] := {432} tii[33,356] := {794} tii[33,357] := {524} tii[33,358] := {380, 381, 1063, 1064} tii[33,359] := {411, 412, 1446, 1447} tii[33,360] := {859, 860} tii[33,361] := {151, 152, 1287, 1288} tii[33,362] := {637, 638} tii[33,363] := {909, 910} tii[33,364] := {588} tii[33,365] := {269, 270, 981, 982} tii[33,366] := {517, 518, 1223, 1224} tii[33,367] := {228, 229, 1356, 1357} tii[33,368] := {787, 788} tii[33,369] := {631, 632, 1118, 1119} tii[33,370] := {1038} tii[33,371] := {314} tii[33,372] := {32, 1011} tii[33,373] := {266} tii[33,374] := {132, 1325} tii[33,375] := {690} tii[33,376] := {98, 1006} tii[33,377] := {628} tii[33,378] := {200} tii[33,379] := {915} tii[33,380] := {434} tii[33,381] := {12, 878} tii[33,382] := {377} tii[33,383] := {111, 112, 1171, 1172} tii[33,384] := {449, 450} tii[33,385] := {1026, 1027} tii[33,386] := {204, 205, 1372, 1373} tii[33,387] := {590} tii[33,388] := {159, 160, 1088, 1089} tii[33,389] := {28, 29, 965, 966} tii[33,390] := {514} tii[33,391] := {196, 197, 1313, 1314} tii[33,392] := {605, 606} tii[33,393] := {877} tii[33,394] := {45, 1139} tii[33,395] := {665} tii[33,396] := {617} tii[33,397] := {272} tii[33,398] := {321} tii[33,399] := {554, 555} tii[33,400] := {441, 442, 936, 937} tii[33,401] := {293} tii[33,402] := {183, 184, 1263, 1264} tii[33,403] := {2, 779} tii[33,404] := {250, 251, 1203, 1204} tii[33,405] := {305, 306, 1420, 1421} tii[33,406] := {711, 712} tii[33,407] := {963, 964} tii[33,408] := {725, 726} tii[33,409] := {783, 784} tii[33,410] := {84, 85, 1242, 1243} tii[33,411] := {104, 105, 1158, 1159} tii[33,412] := {388, 389} tii[33,413] := {391} tii[33,414] := {466} tii[33,415] := {319, 320, 848, 849} tii[33,416] := {597, 598, 1110, 1111} tii[33,417] := {8, 9, 898, 899} tii[33,418] := {287, 288, 1380, 1381} tii[33,419] := {1067, 1068} tii[33,420] := {609, 610} tii[33,421] := {660, 661} tii[33,422] := {145, 146, 1329, 1330} tii[33,423] := {22, 23, 1016, 1017} tii[33,424] := {697, 698, 1000, 1001} tii[33,425] := {386, 387, 1412, 1413} tii[33,426] := {749} tii[33,427] := {271} tii[33,428] := {274, 275, 1167, 1168} tii[33,429] := {401} tii[33,430] := {676, 677} tii[33,431] := {248, 249, 1378, 1379} tii[33,432] := {426, 427, 975, 976} tii[33,433] := {836, 837} tii[33,434] := {177, 178, 1046, 1047} tii[33,435] := {390} tii[33,436] := {857, 858} tii[33,437] := {393, 394, 1309, 1310} tii[33,438] := {507, 508} tii[33,439] := {942, 943} tii[33,440] := {232, 233, 1358, 1359} tii[33,441] := {623, 624} tii[33,442] := {501, 502, 1362, 1363} tii[33,443] := {607, 608} tii[33,444] := {818, 819, 1116, 1117} tii[33,445] := {99, 100, 944, 945} tii[33,446] := {828, 829} tii[33,447] := {619, 620, 1283, 1284} tii[33,448] := {176} tii[33,449] := {500} tii[33,450] := {273} tii[33,451] := {48, 1125} tii[33,452] := {333, 334} tii[33,453] := {392} tii[33,454] := {90, 91, 1197, 1198} tii[33,455] := {478, 479} tii[33,456] := {437, 438} tii[33,457] := {11, 903} tii[33,458] := {182} tii[33,459] := {327, 328, 806, 807} tii[33,460] := {489} tii[33,461] := {163, 164, 1297, 1298} tii[33,462] := {593, 594} tii[33,463] := {26, 27, 1021, 1022} tii[33,464] := {586, 587} tii[33,465] := {286} tii[33,466] := {219, 220, 713, 714} tii[33,467] := {472, 473, 992, 993} tii[33,468] := {56, 57, 1133, 1134} tii[33,469] := {482, 483} tii[33,470] := {574, 575, 875, 876} tii[33,471] := {523} tii[33,472] := {125} tii[33,473] := {378, 379, 1053, 1054} tii[33,474] := {552, 553} tii[33,475] := {121, 122, 1205, 1206} tii[33,476] := {315, 316, 840, 841} tii[33,477] := {635, 636} tii[33,478] := {267, 268, 920, 921} tii[33,479] := {201} tii[33,480] := {723, 724} tii[33,481] := {515, 516, 1213, 1214} tii[33,482] := {759, 760} tii[33,483] := {115, 116, 1183, 1184} tii[33,484] := {399, 400} tii[33,485] := {691, 692, 998, 999} tii[33,486] := {629, 630, 1281, 1282} tii[33,487] := {171, 172, 810, 811} tii[33,488] := {633, 634} tii[33,489] := {756, 757, 1189, 1190} tii[33,490] := {674, 675} tii[33,491] := {424, 425, 973, 974} tii[33,492] := {855, 856} tii[33,493] := {259, 260, 940, 941} tii[33,494] := {816, 817, 1114, 1115} tii[33,495] := {886, 887, 1285, 1286} tii[33,496] := {211} tii[33,497] := {165} tii[33,498] := {236, 237} tii[33,499] := {422} tii[33,500] := {136, 1040} tii[33,501] := {546} tii[33,502] := {814} tii[33,503] := {257} tii[33,504] := {70, 1007} tii[33,505] := {717} tii[33,506] := {341, 342} tii[33,507] := {127, 128, 1090, 1091} tii[33,508] := {490} tii[33,509] := {43, 884} tii[33,510] := {456, 457} tii[33,511] := {80, 81, 977, 978} tii[33,512] := {639} tii[33,513] := {141, 142, 867, 868} tii[33,514] := {423} tii[33,515] := {103, 1156} tii[33,516] := {362} tii[33,517] := {210, 1235} tii[33,518] := {547} tii[33,519] := {815} tii[33,520] := {47, 1036} tii[33,521] := {454, 455} tii[33,522] := {303, 304, 1295, 1296} tii[33,523] := {718} tii[33,524] := {88, 89, 1144, 1145} tii[33,525] := {621} tii[33,526] := {433} tii[33,527] := {17, 1003} tii[33,528] := {95, 1014} tii[33,529] := {795} tii[33,530] := {580, 581} tii[33,531] := {413, 414, 1376, 1377} tii[33,532] := {911, 912} tii[33,533] := {153, 154, 1100, 1101} tii[33,534] := {37, 38, 1082, 1083} tii[33,535] := {777} tii[33,536] := {589} tii[33,537] := {74, 75, 1181, 1182} tii[33,538] := {789, 790} tii[33,539] := {230, 231, 994, 995} tii[33,540] := {374} tii[33,541] := {10, 879} tii[33,542] := {707, 708} tii[33,543] := {345, 346, 1303, 1304} tii[33,544] := {511} tii[33,545] := {24, 25, 967, 968} tii[33,546] := {335, 336, 1112, 1113} tii[33,547] := {54, 55, 1071, 1072} tii[33,548] := {739, 740} tii[33,549] := {106, 107, 959, 960} tii[33,550] := {214} tii[33,551] := {71, 1234} tii[33,552] := {258} tii[33,553] := {322} tii[33,554] := {569} tii[33,555] := {129, 130, 1293, 1294} tii[33,556] := {343, 344} tii[33,557] := {467} tii[33,558] := {18, 1025} tii[33,559] := {491} tii[33,560] := {221} tii[33,561] := {543} tii[33,562] := {66, 885} tii[33,563] := {206, 207, 1374, 1375} tii[33,564] := {458, 459} tii[33,565] := {39, 40, 1137, 1138} tii[33,566] := {640} tii[33,567] := {117, 118, 979, 980} tii[33,568] := {654, 655} tii[33,569] := {353} tii[33,570] := {76, 77, 1240, 1241} tii[33,571] := {534, 535} tii[33,572] := {187, 188, 869, 870} tii[33,573] := {613} tii[33,574] := {181} tii[33,575] := {294} tii[33,576] := {1, 780} tii[33,577] := {283, 284, 1209, 1210} tii[33,578] := {161, 162, 1301, 1302} tii[33,579] := {582, 583} tii[33,580] := {6, 7, 900, 901} tii[33,581] := {703, 704} tii[33,582] := {285} tii[33,583] := {404} tii[33,584] := {808, 809} tii[33,585] := {147, 148, 1279, 1280} tii[33,586] := {280, 281, 996, 997} tii[33,587] := {480, 481} tii[33,588] := {20, 21, 1018, 1019} tii[33,589] := {647, 648} tii[33,590] := {699, 700} tii[33,591] := {50, 51, 896, 897} tii[33,592] := {110} tii[33,593] := {92, 93, 1207, 1208} tii[33,594] := {462, 463} tii[33,595] := {195} tii[33,596] := {78, 79, 1185, 1186} tii[33,597] := {360, 361} tii[33,598] := {337, 338, 873, 874} tii[33,599] := {576, 577} tii[33,600] := {72, 73, 961, 962} tii[33,601] := {170} tii[33,602] := {246, 247} tii[33,603] := {376} tii[33,604] := {30, 754} tii[33,605] := {349, 350} tii[33,606] := {513} tii[33,607] := {60, 61, 846, 847} tii[33,608] := {113, 114, 743, 744} tii[33,609] := {199} tii[33,610] := {0, 650} tii[33,611] := {460, 461} tii[33,612] := {193, 194, 1096, 1097} tii[33,613] := {296} tii[33,614] := {3, 4, 773, 774} tii[33,615] := {189, 190, 871, 872} tii[33,616] := {521, 522} tii[33,617] := {13, 14, 892, 893} tii[33,618] := {33, 34, 769, 770} tii[33,619] := {69} tii[33,620] := {64, 65, 1094, 1095} tii[33,621] := {351, 352} tii[33,622] := {126} tii[33,623] := {58, 59, 1069, 1070} tii[33,624] := {234, 235, 745, 746} tii[33,625] := {291, 292} tii[33,626] := {52, 53, 830, 831} tii[33,627] := {505, 506} tii[33,628] := {252, 253} tii[33,629] := {149, 150, 611, 612} tii[33,630] := {108, 109, 701, 702} cell#90 , |C| = 126 special orbit = [9, 7, 1] special rep = [[4], [4]] , dim = 70 cell rep = phi[[4],[4]]+phi[[3],[5]] TII depth = 2 TII multiplicity polynomial = 14*X+56*X^2 TII subcells: tii[50,1] := {90} tii[50,2] := {64, 115} tii[50,3] := {92, 122} tii[50,4] := {105, 124} tii[50,5] := {111, 125} tii[50,6] := {57} tii[50,7] := {19, 86} tii[50,8] := {40, 100} tii[50,9] := {51, 106} tii[50,10] := {70} tii[50,11] := {45} tii[50,12] := {26, 96} tii[50,13] := {21, 66} tii[50,14] := {48, 107} tii[50,15] := {31, 76} tii[50,16] := {60, 112} tii[50,17] := {81} tii[50,18] := {71} tii[50,19] := {38, 103} tii[50,20] := {59} tii[50,21] := {15, 88} tii[50,22] := {61, 113} tii[50,23] := {47, 69} tii[50,24] := {25, 95} tii[50,25] := {72, 116} tii[50,26] := {52, 110} tii[50,27] := {39, 104} tii[50,28] := {73, 117} tii[50,29] := {50, 109} tii[50,30] := {28, 98} tii[50,31] := {82, 119} tii[50,32] := {83, 120} tii[50,33] := {91, 121} tii[50,34] := {74, 118} tii[50,35] := {99, 123} tii[50,36] := {32} tii[50,37] := {10, 53} tii[50,38] := {18, 63} tii[50,39] := {44} tii[50,40] := {33} tii[50,41] := {2, 65} tii[50,42] := {22, 42} tii[50,43] := {8, 75} tii[50,44] := {9, 77} tii[50,45] := {17, 84} tii[50,46] := {3, 67} tii[50,47] := {29, 93} tii[50,48] := {58} tii[50,49] := {46} tii[50,50] := {5, 78} tii[50,51] := {35, 56} tii[50,52] := {13, 85} tii[50,53] := {34} tii[50,54] := {14, 87} tii[50,55] := {23, 43} tii[50,56] := {24, 94} tii[50,57] := {6, 79} tii[50,58] := {12, 55} tii[50,59] := {36, 101} tii[50,60] := {27, 97} tii[50,61] := {37, 102} tii[50,62] := {16, 89} tii[50,63] := {49, 108} tii[50,64] := {7, 80} tii[50,65] := {62, 114} tii[50,66] := {20} tii[50,67] := {11, 30} tii[50,68] := {4, 41} tii[50,69] := {0, 54} tii[50,70] := {1, 68} cell#91 , |C| = 210 special orbit = [7, 7, 3] special rep = [[3, 1], [4]] , dim = 210 cell rep = phi[[3, 1],[4]] TII depth = 6 TII multiplicity polynomial = 210*X TII subcells: tii[41,1] := {203} tii[41,2] := {208} tii[41,3] := {209} tii[41,4] := {58} tii[41,5] := {164} tii[41,6] := {116} tii[41,7] := {176} tii[41,8] := {153} tii[41,9] := {171} tii[41,10] := {80} tii[41,11] := {60} tii[41,12] := {138} tii[41,13] := {179} tii[41,14] := {131} tii[41,15] := {187} tii[41,16] := {95} tii[41,17] := {169} tii[41,18] := {125} tii[41,19] := {184} tii[41,20] := {104} tii[41,21] := {106} tii[41,22] := {190} tii[41,23] := {156} tii[41,24] := {167} tii[41,25] := {196} tii[41,26] := {141} tii[41,27] := {109} tii[41,28] := {182} tii[41,29] := {163} tii[41,30] := {134} tii[41,31] := {194} tii[41,32] := {126} tii[41,33] := {198} tii[41,34] := {147} tii[41,35] := {173} tii[41,36] := {191} tii[41,37] := {165} tii[41,38] := {175} tii[41,39] := {201} tii[41,40] := {192} tii[41,41] := {181} tii[41,42] := {189} tii[41,43] := {200} tii[41,44] := {185} tii[41,45] := {206} tii[41,46] := {195} tii[41,47] := {199} tii[41,48] := {202} tii[41,49] := {205} tii[41,50] := {204} tii[41,51] := {207} tii[41,52] := {19} tii[41,53] := {45} tii[41,54] := {57} tii[41,55] := {38} tii[41,56] := {23} tii[41,57] := {110} tii[41,58] := {4} tii[41,59] := {71} tii[41,60] := {50} tii[41,61] := {10} tii[41,62] := {102} tii[41,63] := {70} tii[41,64] := {39} tii[41,65] := {59} tii[41,66] := {24} tii[41,67] := {130} tii[41,68] := {72} tii[41,69] := {94} tii[41,70] := {63} tii[41,71] := {34} tii[41,72] := {14} tii[41,73] := {124} tii[41,74] := {92} tii[41,75] := {90} tii[41,76] := {81} tii[41,77] := {149} tii[41,78] := {107} tii[41,79] := {96} tii[41,80] := {117} tii[41,81] := {132} tii[41,82] := {114} tii[41,83] := {145} tii[41,84] := {74} tii[41,85] := {139} tii[41,86] := {135} tii[41,87] := {161} tii[41,88] := {40} tii[41,89] := {12} tii[41,90] := {73} tii[41,91] := {21} tii[41,92] := {93} tii[41,93] := {61} tii[41,94] := {82} tii[41,95] := {42} tii[41,96] := {27} tii[41,97] := {150} tii[41,98] := {97} tii[41,99] := {118} tii[41,100] := {86} tii[41,101] := {28} tii[41,102] := {54} tii[41,103] := {37} tii[41,104] := {115} tii[41,105] := {146} tii[41,106] := {113} tii[41,107] := {105} tii[41,108] := {44} tii[41,109] := {119} tii[41,110] := {166} tii[41,111] := {128} tii[41,112] := {64} tii[41,113] := {140} tii[41,114] := {56} tii[41,115] := {30} tii[41,116] := {91} tii[41,117] := {136} tii[41,118] := {162} tii[41,119] := {151} tii[41,120] := {98} tii[41,121] := {85} tii[41,122] := {157} tii[41,123] := {76} tii[41,124] := {154} tii[41,125] := {112} tii[41,126] := {177} tii[41,127] := {83} tii[41,128] := {65} tii[41,129] := {120} tii[41,130] := {78} tii[41,131] := {46} tii[41,132] := {137} tii[41,133] := {127} tii[41,134] := {148} tii[41,135] := {180} tii[41,136] := {87} tii[41,137] := {142} tii[41,138] := {158} tii[41,139] := {168} tii[41,140] := {103} tii[41,141] := {67} tii[41,142] := {155} tii[41,143] := {121} tii[41,144] := {178} tii[41,145] := {129} tii[41,146] := {174} tii[41,147] := {123} tii[41,148] := {88} tii[41,149] := {170} tii[41,150] := {152} tii[41,151] := {188} tii[41,152] := {159} tii[41,153] := {172} tii[41,154] := {143} tii[41,155] := {186} tii[41,156] := {160} tii[41,157] := {183} tii[41,158] := {197} tii[41,159] := {193} tii[41,160] := {2} tii[41,161] := {8} tii[41,162] := {9} tii[41,163] := {18} tii[41,164] := {3} tii[41,165] := {32} tii[41,166] := {13} tii[41,167] := {22} tii[41,168] := {25} tii[41,169] := {11} tii[41,170] := {41} tii[41,171] := {35} tii[41,172] := {69} tii[41,173] := {20} tii[41,174] := {5} tii[41,175] := {15} tii[41,176] := {62} tii[41,177] := {1} tii[41,178] := {51} tii[41,179] := {33} tii[41,180] := {89} tii[41,181] := {43} tii[41,182] := {55} tii[41,183] := {29} tii[41,184] := {84} tii[41,185] := {75} tii[41,186] := {52} tii[41,187] := {111} tii[41,188] := {48} tii[41,189] := {99} tii[41,190] := {26} tii[41,191] := {36} tii[41,192] := {16} tii[41,193] := {6} tii[41,194] := {53} tii[41,195] := {66} tii[41,196] := {79} tii[41,197] := {47} tii[41,198] := {108} tii[41,199] := {17} tii[41,200] := {77} tii[41,201] := {100} tii[41,202] := {68} tii[41,203] := {133} tii[41,204] := {49} tii[41,205] := {122} tii[41,206] := {101} tii[41,207] := {144} tii[41,208] := {0} tii[41,209] := {7} tii[41,210] := {31} cell#92 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {257} tii[48,2] := {197} tii[48,3] := {88, 297} tii[48,4] := {158, 330} tii[48,5] := {195, 341} tii[48,6] := {290} tii[48,7] := {280} tii[48,8] := {147} tii[48,9] := {223} tii[48,10] := {51, 266} tii[48,11] := {203, 286} tii[48,12] := {112, 316} tii[48,13] := {255, 307} tii[48,14] := {146, 332} tii[48,15] := {313} tii[48,16] := {196} tii[48,17] := {325} tii[48,18] := {128} tii[48,19] := {22, 296} tii[48,20] := {314} tii[48,21] := {327} tii[48,22] := {107, 206} tii[48,23] := {70, 329} tii[48,24] := {315, 337} tii[48,25] := {165, 238} tii[48,26] := {101, 340} tii[48,27] := {241} tii[48,28] := {49, 320} tii[48,29] := {217} tii[48,30] := {245} tii[48,31] := {35, 285} tii[48,32] := {111, 338} tii[48,33] := {218, 287} tii[48,34] := {77, 305} tii[48,35] := {144, 344} tii[48,36] := {83, 333} tii[48,37] := {104, 326} tii[48,38] := {155, 343} tii[48,39] := {164, 336} tii[48,40] := {84, 335} tii[48,41] := {190, 347} tii[48,42] := {199, 346} tii[48,43] := {232, 345} tii[48,44] := {233, 348} tii[48,45] := {269, 349} tii[48,46] := {173} tii[48,47] := {87} tii[48,48] := {28, 157} tii[48,49] := {47, 193} tii[48,50] := {219} tii[48,51] := {242} tii[48,52] := {177} tii[48,53] := {176} tii[48,54] := {103} tii[48,55] := {133} tii[48,56] := {153, 250} tii[48,57] := {38, 184} tii[48,58] := {95, 169} tii[48,59] := {212, 278} tii[48,60] := {62, 226} tii[48,61] := {279} tii[48,62] := {149} tii[48,63] := {131} tii[48,64] := {258} tii[48,65] := {110} tii[48,66] := {283} tii[48,67] := {29, 229} tii[48,68] := {108, 207} tii[48,69] := {72, 142} tii[48,70] := {259, 311} tii[48,71] := {48, 265} tii[48,72] := {166, 240} tii[48,73] := {174} tii[48,74] := {201} tii[48,75] := {56, 268} tii[48,76] := {67, 249} tii[48,77] := {175, 254} tii[48,78] := {82, 295} tii[48,79] := {120, 276} tii[48,80] := {32, 231} tii[48,81] := {106, 282} tii[48,82] := {118, 318} tii[48,83] := {89, 302} tii[48,84] := {168, 303} tii[48,85] := {194, 322} tii[48,86] := {260} tii[48,87] := {63} tii[48,88] := {222} tii[48,89] := {179} tii[48,90] := {15, 138} tii[48,91] := {136, 215} tii[48,92] := {33, 182} tii[48,93] := {308} tii[48,94] := {102} tii[48,95] := {291} tii[48,96] := {243} tii[48,97] := {85} tii[48,98] := {310} tii[48,99] := {204} tii[48,100] := {68} tii[48,101] := {9, 183} tii[48,102] := {66, 156} tii[48,103] := {292, 328} tii[48,104] := {39, 98} tii[48,105] := {159, 234} tii[48,106] := {21, 225} tii[48,107] := {119, 192} tii[48,108] := {261} tii[48,109] := {126} tii[48,110] := {284} tii[48,111] := {180} tii[48,112] := {26, 227} tii[48,113] := {150} tii[48,114] := {36, 205} tii[48,115] := {262, 312} tii[48,116] := {137, 216} tii[48,117] := {127, 211} tii[48,118] := {46, 263} tii[48,119] := {11, 185} tii[48,120] := {78, 236} tii[48,121] := {247} tii[48,122] := {65, 244} tii[48,123] := {161, 252} tii[48,124] := {76, 293} tii[48,125] := {224, 289} tii[48,126] := {52, 271} tii[48,127] := {122, 272} tii[48,128] := {181, 306} tii[48,129] := {145, 299} tii[48,130] := {148} tii[48,131] := {109} tii[48,132] := {1, 228} tii[48,133] := {71, 141} tii[48,134] := {6, 264} tii[48,135] := {171} tii[48,136] := {200} tii[48,137] := {90} tii[48,138] := {7, 267} tii[48,139] := {14, 248} tii[48,140] := {172, 253} tii[48,141] := {58, 123} tii[48,142] := {20, 294} tii[48,143] := {2, 230} tii[48,144] := {44, 274} tii[48,145] := {151} tii[48,146] := {34, 281} tii[48,147] := {73, 162} tii[48,148] := {43, 317} tii[48,149] := {23, 300} tii[48,150] := {129, 213} tii[48,151] := {79, 301} tii[48,152] := {91, 237} tii[48,153] := {100, 321} tii[48,154] := {24, 298} tii[48,155] := {45, 319} tii[48,156] := {10, 270} tii[48,157] := {64, 309} tii[48,158] := {17, 251} tii[48,159] := {75, 331} tii[48,160] := {121, 324} tii[48,161] := {50, 323} tii[48,162] := {143, 334} tii[48,163] := {25, 304} tii[48,164] := {114, 339} tii[48,165] := {189, 342} tii[48,166] := {130} tii[48,167] := {92} tii[48,168] := {59, 124} tii[48,169] := {55} tii[48,170] := {31, 81} tii[48,171] := {12, 117} tii[48,172] := {198} tii[48,173] := {154} tii[48,174] := {113, 188} tii[48,175] := {220} tii[48,176] := {246} tii[48,177] := {134} tii[48,178] := {69} tii[48,179] := {221, 288} tii[48,180] := {40, 99} tii[48,181] := {96, 170} tii[48,182] := {202} tii[48,183] := {115, 210} tii[48,184] := {19, 140} tii[48,185] := {178, 256} tii[48,186] := {135, 277} tii[48,187] := {93} tii[48,188] := {60, 125} tii[48,189] := {152} tii[48,190] := {13, 187} tii[48,191] := {74, 163} tii[48,192] := {132, 214} tii[48,193] := {94, 239} tii[48,194] := {42, 209} tii[48,195] := {57, 275} tii[48,196] := {37} tii[48,197] := {16, 61} tii[48,198] := {5, 97} tii[48,199] := {53} tii[48,200] := {30, 80} tii[48,201] := {105} tii[48,202] := {3, 139} tii[48,203] := {41, 116} tii[48,204] := {86, 167} tii[48,205] := {54, 191} tii[48,206] := {18, 160} tii[48,207] := {27, 235} tii[48,208] := {0, 186} tii[48,209] := {4, 208} tii[48,210] := {8, 273} cell#93 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {174} tii[40,2] := {202} tii[40,3] := {215} tii[40,4] := {220} tii[40,5] := {154} tii[40,6] := {91} tii[40,7] := {192} tii[40,8] := {134} tii[40,9] := {210} tii[40,10] := {159} tii[40,11] := {218} tii[40,12] := {128} tii[40,13] := {75} tii[40,14] := {178} tii[40,15] := {121} tii[40,16] := {36} tii[40,17] := {203} tii[40,18] := {151} tii[40,19] := {57} tii[40,20] := {213} tii[40,21] := {153} tii[40,22] := {191} tii[40,23] := {129} tii[40,24] := {117} tii[40,25] := {163} tii[40,26] := {209} tii[40,27] := {137} tii[40,28] := {138} tii[40,29] := {185} tii[40,30] := {217} tii[40,31] := {201} tii[40,32] := {193} tii[40,33] := {216} tii[40,34] := {207} tii[40,35] := {189} tii[40,36] := {221} tii[40,37] := {219} tii[40,38] := {214} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {118} tii[40,42] := {157} tii[40,43] := {176} tii[40,44] := {61} tii[40,45] := {131} tii[40,46] := {92} tii[40,47] := {105} tii[40,48] := {165} tii[40,49] := {115} tii[40,50] := {141} tii[40,51] := {187} tii[40,52] := {155} tii[40,53] := {34} tii[40,54] := {135} tii[40,55] := {182} tii[40,56] := {76} tii[40,57] := {10} tii[40,58] := {152} tii[40,59] := {110} tii[40,60] := {114} tii[40,61] := {198} tii[40,62] := {23} tii[40,63] := {60} tii[40,64] := {44} tii[40,65] := {194} tii[40,66] := {104} tii[40,67] := {69} tii[40,68] := {68} tii[40,69] := {206} tii[40,70] := {140} tii[40,71] := {183} tii[40,72] := {133} tii[40,73] := {211} tii[40,74] := {119} tii[40,75] := {160} tii[40,76] := {173} tii[40,77] := {103} tii[40,78] := {63} tii[40,79] := {145} tii[40,80] := {88} tii[40,81] := {171} tii[40,82] := {130} tii[40,83] := {48} tii[40,84] := {106} tii[40,85] := {45} tii[40,86] := {164} tii[40,87] := {96} tii[40,88] := {16} tii[40,89] := {80} tii[40,90] := {126} tii[40,91] := {70} tii[40,92] := {186} tii[40,93] := {125} tii[40,94] := {32} tii[40,95] := {74} tii[40,96] := {64} tii[40,97] := {181} tii[40,98] := {59} tii[40,99] := {4} tii[40,100] := {120} tii[40,101] := {89} tii[40,102] := {40} tii[40,103] := {82} tii[40,104] := {83} tii[40,105] := {14} tii[40,106] := {197} tii[40,107] := {150} tii[40,108] := {167} tii[40,109] := {15} tii[40,110] := {142} tii[40,111] := {113} tii[40,112] := {205} tii[40,113] := {29} tii[40,114] := {132} tii[40,115] := {30} tii[40,116] := {172} tii[40,117] := {50} tii[40,118] := {177} tii[40,119] := {102} tii[40,120] := {77} tii[40,121] := {144} tii[40,122] := {99} tii[40,123] := {51} tii[40,124] := {170} tii[40,125] := {101} tii[40,126] := {90} tii[40,127] := {49} tii[40,128] := {162} tii[40,129] := {143} tii[40,130] := {111} tii[40,131] := {112} tii[40,132] := {73} tii[40,133] := {28} tii[40,134] := {184} tii[40,135] := {146} tii[40,136] := {169} tii[40,137] := {62} tii[40,138] := {161} tii[40,139] := {98} tii[40,140] := {18} tii[40,141] := {195} tii[40,142] := {156} tii[40,143] := {86} tii[40,144] := {87} tii[40,145] := {188} tii[40,146] := {109} tii[40,147] := {56} tii[40,148] := {190} tii[40,149] := {180} tii[40,150] := {196} tii[40,151] := {166} tii[40,152] := {179} tii[40,153] := {147} tii[40,154] := {204} tii[40,155] := {199} tii[40,156] := {175} tii[40,157] := {200} tii[40,158] := {158} tii[40,159] := {212} tii[40,160] := {208} tii[40,161] := {71} tii[40,162] := {95} tii[40,163] := {93} tii[40,164] := {116} tii[40,165] := {67} tii[40,166] := {139} tii[40,167] := {25} tii[40,168] := {43} tii[40,169] := {37} tii[40,170] := {107} tii[40,171] := {2} tii[40,172] := {58} tii[40,173] := {8} tii[40,174] := {127} tii[40,175] := {81} tii[40,176] := {19} tii[40,177] := {9} tii[40,178] := {66} tii[40,179] := {85} tii[40,180] := {149} tii[40,181] := {20} tii[40,182] := {21} tii[40,183] := {38} tii[40,184] := {17} tii[40,185] := {33} tii[40,186] := {6} tii[40,187] := {24} tii[40,188] := {53} tii[40,189] := {168} tii[40,190] := {42} tii[40,191] := {41} tii[40,192] := {3} tii[40,193] := {65} tii[40,194] := {22} tii[40,195] := {84} tii[40,196] := {94} tii[40,197] := {78} tii[40,198] := {100} tii[40,199] := {52} tii[40,200] := {39} tii[40,201] := {124} tii[40,202] := {27} tii[40,203] := {47} tii[40,204] := {12} tii[40,205] := {35} tii[40,206] := {26} tii[40,207] := {148} tii[40,208] := {72} tii[40,209] := {5} tii[40,210] := {54} tii[40,211] := {55} tii[40,212] := {79} tii[40,213] := {31} tii[40,214] := {1} tii[40,215] := {97} tii[40,216] := {13} tii[40,217] := {108} tii[40,218] := {123} tii[40,219] := {122} tii[40,220] := {136} tii[40,221] := {46} tii[40,222] := {11} tii[40,223] := {0} tii[40,224] := {7} cell#94 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1500} tii[38,2] := {1317, 1574} tii[38,3] := {1545, 1587} tii[38,4] := {299, 1186} tii[38,5] := {1435} tii[38,6] := {1111} tii[38,7] := {371, 697, 1445, 1446} tii[38,8] := {1193, 1541} tii[38,9] := {638, 1215} tii[38,10] := {1493, 1559} tii[38,11] := {714, 994, 1557, 1558} tii[38,12] := {939, 1171, 1590, 1591} tii[38,13] := {612, 862} tii[38,14] := {1501} tii[38,15] := {616, 866} tii[38,16] := {370, 1041, 1253, 1254} tii[38,17] := {1352} tii[38,18] := {1042, 1573} tii[38,19] := {1118} tii[38,20] := {551, 1423} tii[38,21] := {1424, 1586} tii[38,22] := {626, 884, 885, 1210} tii[38,23] := {713, 1272, 1453, 1454} tii[38,24] := {813, 1095, 1096, 1350} tii[38,25] := {938, 1404, 1529, 1530} tii[38,26] := {1539} tii[38,27] := {691, 979, 1314, 1444} tii[38,28] := {1194, 1593} tii[38,29] := {1487} tii[38,30] := {902, 1544} tii[38,31] := {1494, 1601} tii[38,32] := {1420} tii[38,33] := {372, 656, 1320, 1451} tii[38,34] := {1058, 1268, 1452, 1556} tii[38,35] := {1334, 1481} tii[38,36] := {585, 845, 1433, 1527} tii[38,37] := {1233, 1398, 1528, 1592} tii[38,38] := {1257, 1600} tii[38,39] := {1517, 1606} tii[38,40] := {1145, 1585} tii[38,41] := {1263, 1438, 1554, 1594} tii[38,42] := {1000, 1249, 1562, 1596} tii[38,43] := {1395, 1505, 1589, 1604} tii[38,44] := {1561, 1607} tii[38,45] := {1523, 1583, 1603, 1609} tii[38,46] := {448} tii[38,47] := {526, 872} tii[38,48] := {1242} tii[38,49] := {804, 1332} tii[38,50] := {891, 1144} tii[38,51] := {1101, 1302} tii[38,52] := {175, 1035} tii[38,53] := {615} tii[38,54] := {621} tii[38,55] := {239, 527, 1362, 1363} tii[38,56] := {65, 787} tii[38,57] := {1353} tii[38,58] := {695, 1043} tii[38,59] := {962} tii[38,60] := {1119} tii[38,61] := {903, 1425} tii[38,62] := {633, 894} tii[38,63] := {473, 1069} tii[38,64] := {543, 828, 1513, 1514} tii[38,65] := {48, 198, 1055, 1056} tii[38,66] := {1061, 1274} tii[38,67] := {815, 1105} tii[38,68] := {769, 1019, 1566, 1567} tii[38,69] := {122, 294, 1231, 1232} tii[38,70] := {1235, 1406} tii[38,71] := {784} tii[38,72] := {296, 863} tii[38,73] := {1437} tii[38,74] := {302, 521} tii[38,75] := {139, 696, 1255, 1256} tii[38,76] := {959} tii[38,77] := {220, 690} tii[38,78] := {869, 1192} tii[38,79] := {1112} tii[38,80] := {802} tii[38,81] := {1355} tii[38,82] := {1114} tii[38,83] := {311, 611} tii[38,84] := {537, 1204} tii[38,85] := {34, 468, 988, 989} tii[38,86] := {1068, 1492} tii[38,87] := {324, 1214} tii[38,88] := {310, 539, 540, 889} tii[38,89] := {387, 991, 1455, 1456} tii[38,90] := {1209, 1376} tii[38,91] := {1248} tii[38,92] := {223, 487, 732, 733} tii[38,93] := {765, 1344} tii[38,94] := {87, 602, 1165, 1166} tii[38,95] := {486, 767, 768, 1102} tii[38,96] := {595, 1168, 1531, 1532} tii[38,97] := {1349, 1477} tii[38,98] := {1039, 1316} tii[38,99] := {238, 865, 1127, 1361} tii[38,100] := {1195} tii[38,101] := {1211, 1543} tii[38,102] := {140, 785, 985, 1259} tii[38,103] := {875, 1417} tii[38,104] := {1066} tii[38,105] := {99, 254, 876, 1137} tii[38,106] := {545, 1138, 1374, 1516} tii[38,107] := {474, 1333} tii[38,108] := {1327, 1450} tii[38,109] := {275, 914, 1162, 1394} tii[38,110] := {1088, 1497} tii[38,111] := {93, 833, 913, 1188} tii[38,112] := {912, 1178} tii[38,113] := {212, 429, 1091, 1296} tii[38,114] := {1434, 1526} tii[38,115] := {771, 1297, 1473, 1569} tii[38,116] := {1419, 1510} tii[38,117] := {661, 1260, 1458, 1548} tii[38,118] := {556, 1379} tii[38,119] := {506, 1196, 1389, 1504} tii[38,120] := {1499, 1564} tii[38,121] := {415, 687, 1287, 1442} tii[38,122] := {850, 1407, 1534, 1579} tii[38,123] := {1030, 1443, 1572, 1599} tii[38,124] := {447} tii[38,125] := {131, 957} tii[38,126] := {454} tii[38,127] := {1241} tii[38,128] := {525, 871} tii[38,129] := {969} tii[38,130] := {725, 1331} tii[38,131] := {105, 325, 1205, 1206} tii[38,132] := {466, 717} tii[38,133] := {890, 1143} tii[38,134] := {215, 442, 1347, 1348} tii[38,135] := {652, 944} tii[38,136] := {1100, 1301} tii[38,137] := {614} tii[38,138] := {445, 688} tii[38,139] := {182, 1037} tii[38,140] := {450, 692} tii[38,141] := {1351} tii[38,142] := {305} tii[38,143] := {788} tii[38,144] := {240, 870, 1125, 1126} tii[38,145] := {1243} tii[38,146] := {694, 1040} tii[38,147] := {348, 519} tii[38,148] := {968} tii[38,149] := {106, 954} tii[38,150] := {803} tii[38,151] := {459, 709, 710, 1060} tii[38,152] := {1244} tii[38,153] := {963} tii[38,154] := {382, 1052} tii[38,155] := {149, 393, 1264, 1265} tii[38,156] := {391, 1330} tii[38,157] := {901, 1422} tii[38,158] := {317, 546} tii[38,159] := {443, 460} tii[38,160] := {80, 634, 822, 823} tii[38,161] := {1059, 1270} tii[38,162] := {544, 1142, 1372, 1373} tii[38,163] := {53, 169, 1072, 1073} tii[38,164] := {650, 936, 937, 1236} tii[38,165] := {1120} tii[38,166] := {592, 1227} tii[38,167] := {278, 517, 1396, 1397} tii[38,168] := {490, 774} tii[38,169] := {351, 558, 559, 651} tii[38,170] := {164, 779, 1013, 1014} tii[38,171] := {1234, 1402} tii[38,172] := {770, 1300, 1471, 1472} tii[38,173] := {452} tii[38,174] := {304, 523} tii[38,175] := {868, 1189} tii[38,176] := {1318} tii[38,177] := {369, 980, 1038, 1252} tii[38,178] := {967} tii[38,179] := {629} tii[38,180] := {225, 375} tii[38,181] := {249, 549, 1367, 1368} tii[38,182] := {1064, 1490} tii[38,183] := {805} tii[38,184] := {1212} tii[38,185] := {242, 821, 955, 1128} tii[38,186] := {701, 1321} tii[38,187] := {552, 1426} tii[38,188] := {312, 541, 542, 893} tii[38,189] := {192, 708} tii[38,190] := {141, 353, 1046, 1266} tii[38,191] := {716, 1267, 1269, 1457} tii[38,192] := {1208, 1369} tii[38,193] := {300, 332, 333, 591} tii[38,194] := {809} tii[38,195] := {1074, 1306} tii[38,196] := {423, 1012, 1076, 1292} tii[38,197] := {929, 1427} tii[38,198] := {421, 682, 1468, 1469} tii[38,199] := {344, 935} tii[38,200] := {153, 397, 1275, 1276} tii[38,201] := {177, 664, 1036, 1075} tii[38,202] := {488, 772, 773, 1104} tii[38,203] := {276, 508, 1226, 1400} tii[38,204] := {1346, 1470} tii[38,205] := {941, 1399, 1401, 1533} tii[38,206] := {906} tii[38,207] := {189, 389, 705, 993} tii[38,208] := {316, 878} tii[38,209] := {1325, 1447} tii[38,210] := {662, 1459} tii[38,211] := {829, 1366, 1377, 1502} tii[38,212] := {754, 1033} tii[38,213] := {573, 842, 1520, 1521} tii[38,214] := {133, 268, 625, 841} tii[38,215] := {507, 817, 1390, 1507} tii[38,216] := {346, 599, 947, 1170} tii[38,217] := {672, 1285, 1319, 1439} tii[38,218] := {485, 1090} tii[38,219] := {1431, 1524} tii[38,220] := {1020, 1478, 1480, 1550} tii[38,221] := {440, 780, 1034, 1310} tii[38,222] := {1182, 1508, 1536, 1580} tii[38,223] := {783} tii[38,224] := {492, 689} tii[38,225] := {1436} tii[38,226] := {524, 1191} tii[38,227] := {958} tii[38,228] := {610, 627} tii[38,229] := {724, 1491} tii[38,230] := {150, 799, 986, 987} tii[38,231] := {1354} tii[38,232] := {1113} tii[38,233] := {250, 1203} tii[38,234] := {888, 1375} tii[38,235] := {495, 730, 731, 814} tii[38,236] := {279, 950, 1163, 1164} tii[38,237] := {1247} tii[38,238] := {425, 1343} tii[38,239] := {1099, 1476} tii[38,240] := {693, 1315} tii[38,241] := {1414} tii[38,242] := {789} tii[38,243] := {522, 818, 1190, 1360} tii[38,244] := {248, 897, 1131, 1132} tii[38,245] := {899, 1542} tii[38,246] := {1328} tii[38,247] := {243, 497, 1197, 1370} tii[38,248] := {964} tii[38,249] := {493, 699} tii[38,250] := {1245} tii[38,251] := {530, 1416} tii[38,252] := {726, 1495} tii[38,253] := {148, 1053} tii[38,254] := {374, 655, 1109, 1258} tii[38,255] := {892, 1139, 1371, 1515} tii[38,256] := {1057, 1449} tii[38,257] := {1218, 1408} tii[38,258] := {424, 674, 1342, 1474} tii[38,259] := {757, 1496} tii[38,260] := {420, 1023, 1288, 1289} tii[38,261] := {1121} tii[38,262] := {152, 734, 996, 997} tii[38,263] := {613, 641, 642, 932} tii[38,264] := {277, 1228} tii[38,265] := {590, 844, 1220, 1393} tii[38,266] := {1230, 1525} tii[38,267] := {298, 500, 1187, 1219} tii[38,268] := {1103, 1295, 1475, 1568} tii[38,269] := {143, 354, 1051, 1271} tii[38,270] := {1216} tii[38,271] := {797} tii[38,272] := {245, 1200} tii[38,273] := {1201, 1509} tii[38,274] := {992, 1273, 1448, 1547} tii[38,275] := {830, 1518} tii[38,276] := {494, 737, 738, 1083} tii[38,277] := {572, 1157, 1384, 1385} tii[38,278] := {95, 232, 961, 1156} tii[38,279] := {1085, 1311} tii[38,280] := {840, 1158, 1415, 1503} tii[38,281] := {419, 1339} tii[38,282] := {1340, 1563} tii[38,283] := {281, 509, 1237, 1403} tii[38,284] := {673, 978, 1465, 1552} tii[38,285] := {1169, 1405, 1535, 1578} tii[38,286] := {976} tii[38,287] := {948, 1238} tii[38,288] := {363, 683, 1312, 1484} tii[38,289] := {1309, 1485, 1553, 1598} tii[38,290] := {867, 1413} tii[38,291] := {528, 820, 1239, 1364} tii[38,292] := {1065, 1575} tii[38,293] := {700, 1489} tii[38,294] := {1207, 1512} tii[38,295] := {761, 1011, 1336, 1467} tii[38,296] := {928, 1546} tii[38,297] := {444, 663, 1313, 1335} tii[38,298] := {1345, 1565} tii[38,299] := {995, 1560} tii[38,300] := {531, 1418} tii[38,301] := {1326, 1555} tii[38,302] := {1140, 1378, 1511, 1576} tii[38,303] := {921, 1153, 1381, 1519} tii[38,304] := {843, 1123, 1522, 1581} tii[38,305] := {295, 501, 1240, 1380} tii[38,306] := {1432, 1588} tii[38,307] := {758, 1498} tii[38,308] := {1006, 1286, 1488, 1549} tii[38,309] := {1298, 1479, 1570, 1595} tii[38,310] := {677, 1028, 1482, 1571} tii[38,311] := {1410, 1537, 1582, 1605} tii[38,312] := {1365, 1584} tii[38,313] := {1150, 1356, 1540, 1577} tii[38,314] := {1466, 1602} tii[38,315] := {1483, 1551, 1597, 1608} tii[38,316] := {228} tii[38,317] := {193, 475} tii[38,318] := {345, 609} tii[38,319] := {307} tii[38,320] := {26, 617} tii[38,321] := {455} tii[38,322] := {194} tii[38,323] := {970} tii[38,324] := {252, 554} tii[38,325] := {17, 110, 886, 887} tii[38,326] := {467, 718} tii[38,327] := {111, 285} tii[38,328] := {427, 685} tii[38,329] := {58, 174, 1097, 1098} tii[38,330] := {653, 945} tii[38,331] := {620} tii[38,332] := {62, 453} tii[38,333] := {381, 722} tii[38,334] := {1117} tii[38,335] := {796} tii[38,336] := {100, 352} tii[38,337] := {4, 197, 711, 712} tii[38,338] := {318, 883} tii[38,339] := {64, 213, 480, 481} tii[38,340] := {589, 855} tii[38,341] := {975} tii[38,342] := {258, 563} tii[38,343] := {24, 291, 942, 943} tii[38,344] := {491, 1094} tii[38,345] := {465, 1050} tii[38,346] := {16, 309, 547, 880} tii[38,347] := {747, 1010} tii[38,348] := {59, 417, 775, 1107} tii[38,349] := {7, 410, 416, 793} tii[38,350] := {649, 1225} tii[38,351] := {92, 557, 952, 1185} tii[38,352] := {96, 864} tii[38,353] := {456} tii[38,354] := {180} tii[38,355] := {50, 782} tii[38,356] := {319} tii[38,357] := {637} tii[38,358] := {79, 256, 1135, 1136} tii[38,359] := {384, 727} tii[38,360] := {191, 388} tii[38,361] := {21, 90, 908, 909} tii[38,362] := {200, 433} tii[38,363] := {163, 365, 1293, 1294} tii[38,364] := {594, 859} tii[38,365] := {343, 598} tii[38,366] := {790} tii[38,367] := {127, 520} tii[38,368] := {179, 368} tii[38,369] := {303} tii[38,370] := {965} tii[38,371] := {186, 449} tii[38,372] := {1246} tii[38,373] := {470} tii[38,374] := {146, 390, 1261, 1262} tii[38,375] := {536, 900} tii[38,376] := {801} tii[38,377] := {461} tii[38,378] := {639} tii[38,379] := {29, 654} tii[38,380] := {12, 322, 824, 825} tii[38,381] := {383, 1054} tii[38,382] := {185, 385, 386, 715} tii[38,383] := {104, 538} tii[38,384] := {128, 241} tii[38,385] := {130, 342, 564, 565} tii[38,386] := {1122} tii[38,387] := {330, 603} tii[38,388] := {176, 204, 205, 422} tii[38,389] := {273, 512, 1391, 1392} tii[38,390] := {764, 1026} tii[38,391] := {81, 260, 1146, 1147} tii[38,392] := {395, 736} tii[38,393] := {593, 1229} tii[38,394] := {40, 438, 1015, 1016} tii[38,395] := {11, 60, 806, 807} tii[38,396] := {214, 766} tii[38,397] := {645} tii[38,398] := {341, 596, 597, 940} tii[38,399] := {798} tii[38,400] := {103, 306} tii[38,401] := {33, 457, 660, 982} tii[38,402] := {728} tii[38,403] := {102, 255, 534, 827} tii[38,404] := {533, 1202} tii[38,405] := {188, 703} tii[38,406] := {482, 750} tii[38,407] := {406, 671, 1461, 1462} tii[38,408] := {22, 118, 915, 916} tii[38,409] := {924, 1159} tii[38,410] := {68, 217, 411, 412} tii[38,411] := {579, 860} tii[38,412] := {89, 581, 849, 1173} tii[38,413] := {977} tii[38,414] := {67, 159, 458, 670} tii[38,415] := {760, 1341} tii[38,416] := {216, 430, 776, 1018} tii[38,417] := {15, 505, 580, 874} tii[38,418] := {340, 931} tii[38,419] := {31, 284, 293, 553} tii[38,420] := {138, 729, 1029, 1251} tii[38,421] := {292, 607, 861, 1181} tii[38,422] := {451} tii[38,423] := {77, 548, 1133, 1134} tii[38,424] := {706, 1063} tii[38,425] := {966} tii[38,426] := {628} tii[38,427] := {47, 707} tii[38,428] := {221, 373} tii[38,429] := {161, 679, 1290, 1291} tii[38,430] := {933, 1175} tii[38,431] := {297, 328, 329, 586} tii[38,432] := {36, 394, 998, 999} tii[38,433] := {121, 934} tii[38,434] := {561, 911} tii[38,435] := {808} tii[38,436] := {702, 1324} tii[38,437] := {904} tii[38,438] := {45, 151, 704, 990} tii[38,439] := {74, 622, 826, 1130} tii[38,440] := {462} tii[38,441] := {101, 877} tii[38,442] := {13, 327, 836, 837} tii[38,443] := {400, 1080} tii[38,444] := {222, 401, 402, 745} tii[38,445] := {266, 839, 1386, 1387} tii[38,446] := {1084, 1284} tii[38,447] := {751, 1031} tii[38,448] := {165, 753, 1017, 1304} tii[38,449] := {930, 1430} tii[38,450] := {42, 669, 752, 1045} tii[38,451] := {211, 1089} tii[38,452] := {123, 280, 946, 1167} tii[38,453] := {27, 86, 623, 838} tii[38,454] := {646} tii[38,455] := {18, 510, 601, 896} tii[38,456] := {235, 905, 1180, 1359} tii[38,457] := {600, 951} tii[38,458] := {172, 439, 1032, 1308} tii[38,459] := {187, 1047} tii[38,460] := {408, 1004, 1282, 1464} tii[38,461] := {63, 158, 786, 1003} tii[38,462] := {1221, 1383} tii[38,463] := {339, 1222} tii[38,464] := {361, 1067, 1305, 1441} tii[38,465] := {289, 608, 1179, 1412} tii[38,466] := {308} tii[38,467] := {195} tii[38,468] := {253, 555} tii[38,469] := {112, 286} tii[38,470] := {428, 686} tii[38,471] := {619} tii[38,472] := {224, 367} tii[38,473] := {69, 816} tii[38,474] := {795} tii[38,475] := {301, 313} tii[38,476] := {1116} tii[38,477] := {320} tii[38,478] := {380, 721} tii[38,479] := {251, 882} tii[38,480] := {35, 471, 657, 658} tii[38,481] := {32, 125, 971, 972} tii[38,482] := {974} tii[38,483] := {227, 398, 399, 489} tii[38,484] := {426, 1093} tii[38,485] := {201, 434} tii[38,486] := {588, 854} tii[38,487] := {88, 606, 846, 847} tii[38,488] := {257, 562} tii[38,489] := {631} tii[38,490] := {378, 1049} tii[38,491] := {181, 190} tii[38,492] := {76, 499, 624, 819} tii[38,493] := {55, 208, 1077, 1078} tii[38,494] := {334, 576} tii[38,495] := {746, 1009} tii[38,496] := {167, 676, 756, 1021} tii[38,497] := {134, 269, 270, 347} tii[38,498] := {811} tii[38,499] := {584, 1224} tii[38,500] := {44, 357, 698, 755} tii[38,501] := {71, 168, 392, 441} tii[38,502] := {237, 857, 907, 1124} tii[38,503] := {618} tii[38,504] := {349, 529} tii[38,505] := {147, 720, 983, 984} tii[38,506] := {535, 898} tii[38,507] := {196} tii[38,508] := {794} tii[38,509] := {1115} tii[38,510] := {78, 881} tii[38,511] := {446, 478, 479, 762} tii[38,512] := {113, 288} tii[38,513] := {973} tii[38,514] := {274, 853, 1160, 1161} tii[38,515] := {763, 1024} tii[38,516] := {162, 1092} tii[38,517] := {82, 560, 831, 832} tii[38,518] := {396, 735} tii[38,519] := {464} tii[38,520] := {630} tii[38,521] := {1070} tii[38,522] := {75, 230, 879, 1141} tii[38,523] := {532, 1199} tii[38,524] := {132, 246} tii[38,525] := {145, 659, 791, 981} tii[38,526] := {142, 1048} tii[38,527] := {350, 566, 567, 923} tii[38,528] := {83, 271, 1148, 1149} tii[38,529] := {925, 1183} tii[38,530] := {262, 917} tii[38,531] := {206, 409} tii[38,532] := {922, 1155} tii[38,533] := {183, 209, 210, 431} tii[38,534] := {810} tii[38,535] := {38, 477, 665, 666} tii[38,536] := {407, 1008, 1280, 1281} tii[38,537] := {283, 848, 927, 1172} tii[38,538] := {648} tii[38,539] := {759, 1338} tii[38,540] := {166, 358, 1106, 1299} tii[38,541] := {98, 504, 873, 926} tii[38,542] := {272, 1223} tii[38,543] := {43, 136, 792, 1007} tii[38,544] := {777, 1108} tii[38,545] := {52, 359, 719, 778} tii[38,546] := {366, 1027, 1071, 1250} tii[38,547] := {107, 126, 326, 516} tii[38,548] := {236, 515, 1184, 1411} tii[38,549] := {463} tii[38,550] := {244, 1198} tii[38,551] := {226, 404, 405, 749} tii[38,552] := {117, 569} tii[38,553] := {575, 1152, 1154, 1388} tii[38,554] := {1082, 1277} tii[38,555] := {647} tii[38,556] := {418, 1337} tii[38,557] := {94, 231, 956, 1151} tii[38,558] := {604, 953} tii[38,559] := {70, 170, 472, 681} tii[38,560] := {513, 1176, 1213, 1357} tii[38,561] := {362, 684, 1307, 1486} tii[38,562] := {379, 1062} tii[38,563] := {587, 1174} tii[38,564] := {259, 910} tii[38,565] := {377, 1323} tii[38,566] := {247, 498, 960, 1129} tii[38,567] := {84, 640, 834, 835} tii[38,568] := {156, 1079} tii[38,569] := {744, 1283} tii[38,570] := {583, 1429} tii[38,571] := {432, 675, 1087, 1303} tii[38,572] := {184, 356, 1044, 1086} tii[38,573] := {518, 856, 1217, 1358} tii[38,574] := {108, 233, 895, 949} tii[38,575] := {376, 1322} tii[38,576] := {178, 355, 1110, 1278} tii[38,577] := {748, 1005, 1279, 1463} tii[38,578] := {85, 918} tii[38,579] := {920, 1382} tii[38,580] := {582, 1428} tii[38,581] := {680, 1025, 1329, 1440} tii[38,582] := {49, 137, 800, 1022} tii[38,583] := {514, 858, 1409, 1538} tii[38,584] := {1081, 1460} tii[38,585] := {851, 1177, 1421, 1506} tii[38,586] := {135} tii[38,587] := {72, 218} tii[38,588] := {115, 336} tii[38,589] := {321} tii[38,590] := {8, 496} tii[38,591] := {202, 435} tii[38,592] := {2, 25, 643, 644} tii[38,593] := {632} tii[38,594] := {46, 229} tii[38,595] := {154, 413} tii[38,596] := {6, 57, 739, 740} tii[38,597] := {335, 577} tii[38,598] := {28, 124, 337, 338} tii[38,599] := {812} tii[38,600] := {10, 173, 219, 476} tii[38,601] := {207, 743} tii[38,602] := {0, 114, 570, 571} tii[38,603] := {1, 287, 290, 636} tii[38,604] := {109} tii[38,605] := {54, 171} tii[38,606] := {315} tii[38,607] := {66, 144} tii[38,608] := {37, 160, 1001, 1002} tii[38,609] := {261, 578} tii[38,610] := {116, 267} tii[38,611] := {97, 119, 120, 282} tii[38,612] := {484} tii[38,613] := {51, 61, 199, 364} tii[38,614] := {314} tii[38,615] := {129, 264, 265, 574} tii[38,616] := {3, 203, 667, 668} tii[38,617] := {56, 403} tii[38,618] := {263, 919} tii[38,619] := {483} tii[38,620] := {30, 91, 323, 511} tii[38,621] := {5, 360, 437, 723} tii[38,622] := {436, 781} tii[38,623] := {23, 568} tii[38,624] := {9, 41, 469, 678} tii[38,625] := {155, 414} tii[38,626] := {157, 742} tii[38,627] := {14, 331, 502, 503} tii[38,628] := {20, 234, 550, 605} tii[38,629] := {39, 741} tii[38,630] := {19, 73, 635, 852} cell#95 , |C| = 560 special orbit = [5, 5, 5, 1, 1] special rep = [[2, 2], [3, 1]] , dim = 420 cell rep = phi[[2, 2],[3, 1]]+phi[[2],[3, 3]] TII depth = 4 TII multiplicity polynomial = 280*X+140*X^2 TII subcells: tii[28,1] := {559} tii[28,2] := {349} tii[28,3] := {555} tii[28,4] := {495} tii[28,5] := {170, 476} tii[28,6] := {348} tii[28,7] := {548} tii[28,8] := {494} tii[28,9] := {298, 527} tii[28,10] := {372, 542} tii[28,11] := {431} tii[28,12] := {553} tii[28,13] := {532} tii[28,14] := {434, 501} tii[28,15] := {482, 528} tii[28,16] := {558} tii[28,17] := {554} tii[28,18] := {547, 557} tii[28,19] := {403} tii[28,20] := {522} tii[28,21] := {287} tii[28,22] := {450} tii[28,23] := {291} tii[28,24] := {457} tii[28,25] := {152} tii[28,26] := {539} tii[28,27] := {409} tii[28,28] := {465} tii[28,29] := {400} tii[28,30] := {80, 380} tii[28,31] := {489} tii[28,32] := {230} tii[28,33] := {132} tii[28,34] := {550} tii[28,35] := {413} tii[28,36] := {493} tii[28,37] := {181, 466} tii[28,38] := {30, 300} tii[28,39] := {526} tii[28,40] := {258, 504} tii[28,41] := {60, 340} tii[28,42] := {517} tii[28,43] := {265} tii[28,44] := {556} tii[28,45] := {438} tii[28,46] := {536} tii[28,47] := {266, 374} tii[28,48] := {210} tii[28,49] := {551} tii[28,50] := {338, 428} tii[28,51] := {159, 262} tii[28,52] := {479} tii[28,53] := {439, 508} tii[28,54] := {226} tii[28,55] := {402} tii[28,56] := {204} tii[28,57] := {521} tii[28,58] := {355} tii[28,59] := {421} tii[28,60] := {121, 432} tii[28,61] := {346} tii[28,62] := {171} tii[28,63] := {449} tii[28,64] := {292} tii[28,65] := {82} tii[28,66] := {242} tii[28,67] := {238, 502} tii[28,68] := {186} tii[28,69] := {538} tii[28,70] := {53, 357} tii[28,71] := {454} tii[28,72] := {299} tii[28,73] := {458} tii[28,74] := {142} tii[28,75] := {318, 529} tii[28,76] := {96, 397} tii[28,77] := {499} tii[28,78] := {373} tii[28,79] := {229} tii[28,80] := {81, 382} tii[28,81] := {488} tii[28,82] := {325} tii[28,83] := {302} tii[28,84] := {178} tii[28,85] := {55, 332} tii[28,86] := {549} tii[28,87] := {478} tii[28,88] := {518} tii[28,89] := {269} tii[28,90] := {182, 468} tii[28,91] := {354} tii[28,92] := {327, 424} tii[28,93] := {42, 274} tii[28,94] := {98, 379} tii[28,95] := {252} tii[28,96] := {214, 321} tii[28,97] := {540} tii[28,98] := {420} tii[28,99] := {259, 506} tii[28,100] := {394, 472} tii[28,101] := {405} tii[28,102] := {209, 436} tii[28,103] := {511} tii[28,104] := {161, 392} tii[28,105] := {461} tii[28,106] := {480, 531} tii[28,107] := {279, 484} tii[28,108] := {345, 516} tii[28,109] := {401} tii[28,110] := {288} tii[28,111] := {243} tii[28,112] := {83, 410} tii[28,113] := {520} tii[28,114] := {406} tii[28,115] := {143, 444} tii[28,116] := {462} tii[28,117] := {228} tii[28,118] := {448} tii[28,119] := {381} tii[28,120] := {301} tii[28,121] := {177} tii[28,122] := {125, 437} tii[28,123] := {537} tii[28,124] := {384, 467} tii[28,125] := {490} tii[28,126] := {510} tii[28,127] := {353} tii[28,128] := {331} tii[28,129] := {251} tii[28,130] := {103, 389} tii[28,131] := {441, 505} tii[28,132] := {523} tii[28,133] := {199, 473} tii[28,134] := {419} tii[28,135] := {273, 378} tii[28,136] := {404} tii[28,137] := {328, 435} tii[28,138] := {533} tii[28,139] := {249, 503} tii[28,140] := {276, 391} tii[28,141] := {460} tii[28,142] := {512, 544} tii[28,143] := {395, 483} tii[28,144] := {446, 515} tii[28,145] := {475} tii[28,146] := {387} tii[28,147] := {545} tii[28,148] := {509} tii[28,149] := {333, 429} tii[28,150] := {535} tii[28,151] := {546} tii[28,152] := {477} tii[28,153] := {390, 469} tii[28,154] := {534, 552} tii[28,155] := {513} tii[28,156] := {514, 543} tii[28,157] := {261} tii[28,158] := {227} tii[28,159] := {107} tii[28,160] := {356} tii[28,161] := {123} tii[28,162] := {304} tii[28,163] := {422} tii[28,164] := {197} tii[28,165] := {290} tii[28,166] := {360} tii[28,167] := {234} tii[28,168] := {12, 184} tii[28,169] := {71} tii[28,170] := {408} tii[28,171] := {27, 222} tii[28,172] := {313} tii[28,173] := {464} tii[28,174] := {453} tii[28,175] := {90} tii[28,176] := {58, 119} tii[28,177] := {498} tii[28,178] := {120} tii[28,179] := {174} tii[28,180] := {185} tii[28,181] := {361} tii[28,182] := {52} tii[28,183] := {237} tii[28,184] := {255} tii[28,185] := {95} tii[28,186] := {317} tii[28,187] := {347} tii[28,188] := {172} tii[28,189] := {51, 324} tii[28,190] := {231} tii[28,191] := {412} tii[28,192] := {294} tii[28,193] := {239} tii[28,194] := {16, 241} tii[28,195] := {127} tii[28,196] := {31, 268} tii[28,197] := {131, 423} tii[28,198] := {89} tii[28,199] := {455} tii[28,200] := {296} tii[28,201] := {43} tii[28,202] := {203} tii[28,203] := {368} tii[28,204] := {315} tii[28,205] := {35, 282} tii[28,206] := {22, 213} tii[28,207] := {193} tii[28,208] := {61, 320} tii[28,209] := {370} tii[28,210] := {73} tii[28,211] := {201, 471} tii[28,212] := {500} tii[28,213] := {351} tii[28,214] := {156, 385} tii[28,215] := {8, 187} tii[28,216] := {492} tii[28,217] := {70} tii[28,218] := {110} tii[28,219] := {366} tii[28,220] := {111, 336} tii[28,221] := {417} tii[28,222] := {525} tii[28,223] := {219, 442} tii[28,224] := {19, 225} tii[28,225] := {3, 138} tii[28,226] := {75, 155} tii[28,227] := {108} tii[28,228] := {285, 486} tii[28,229] := {29, 202} tii[28,230] := {122} tii[28,231] := {350} tii[28,232] := {456} tii[28,233] := {54, 330} tii[28,234] := {183} tii[28,235] := {236} tii[28,236] := {86} tii[28,237] := {416} tii[28,238] := {316} tii[28,239] := {41, 272} tii[28,240] := {97, 377} tii[28,241] := {139} tii[28,242] := {519} tii[28,243] := {208, 329} tii[28,244] := {295} tii[28,245] := {56} tii[28,246] := {157} tii[28,247] := {459} tii[28,248] := {136, 425} tii[28,249] := {21, 245} tii[28,250] := {369} tii[28,251] := {112, 206} tii[28,252] := {541} tii[28,253] := {278, 396} tii[28,254] := {160, 277} tii[28,255] := {93} tii[28,256] := {344, 447} tii[28,257] := {76, 167} tii[28,258] := {326} tii[28,259] := {215, 319} tii[28,260] := {393} tii[28,261] := {398, 474} tii[28,262] := {305} tii[28,263] := {124} tii[28,264] := {198} tii[28,265] := {289} tii[28,266] := {175} tii[28,267] := {359} tii[28,268] := {69} tii[28,269] := {32, 303} tii[28,270] := {233} tii[28,271] := {407} tii[28,272] := {133} tii[28,273] := {109} tii[28,274] := {149} tii[28,275] := {62, 343} tii[28,276] := {312} tii[28,277] := {256} tii[28,278] := {463} tii[28,279] := {106} tii[28,280] := {17, 244} tii[28,281] := {452} tii[28,282] := {158} tii[28,283] := {10, 192} tii[28,284] := {309} tii[28,285] := {153} tii[28,286] := {36, 286} tii[28,287] := {113, 207} tii[28,288] := {497} tii[28,289] := {49, 260} tii[28,290] := {173} tii[28,291] := {85, 388} tii[28,292] := {126} tii[28,293] := {240} tii[28,294] := {293} tii[28,295] := {411} tii[28,296] := {128} tii[28,297] := {297} tii[28,298] := {68, 334} tii[28,299] := {145, 430} tii[28,300] := {104} tii[28,301] := {200} tii[28,302] := {194} tii[28,303] := {367} tii[28,304] := {371} tii[28,305] := {129} tii[28,306] := {491} tii[28,307] := {34, 270} tii[28,308] := {212} tii[28,309] := {267, 386} tii[28,310] := {88} tii[28,311] := {352} tii[28,312] := {65} tii[28,313] := {191, 470} tii[28,314] := {40, 306} tii[28,315] := {414} tii[28,316] := {250} tii[28,317] := {163, 264} tii[28,318] := {24, 217} tii[28,319] := {63, 322} tii[28,320] := {195} tii[28,321] := {524} tii[28,322] := {418} tii[28,323] := {339, 443} tii[28,324] := {216, 337} tii[28,325] := {141} tii[28,326] := {13, 164} tii[28,327] := {79, 283} tii[28,328] := {115, 224} tii[28,329] := {399, 487} tii[28,330] := {383} tii[28,331] := {137, 427} tii[28,332] := {308} tii[28,333] := {440} tii[28,334] := {275, 376} tii[28,335] := {117, 342} tii[28,336] := {445, 507} tii[28,337] := {358} tii[28,338] := {232} tii[28,339] := {311} tii[28,340] := {451} tii[28,341] := {130} tii[28,342] := {271} tii[28,343] := {66, 362} tii[28,344] := {363} tii[28,345] := {218, 323} tii[28,346] := {196} tii[28,347] := {496} tii[28,348] := {165, 284} tii[28,349] := {433} tii[28,350] := {335, 426} tii[28,351] := {307} tii[28,352] := {481} tii[28,353] := {220, 341} tii[28,354] := {485, 530} tii[28,355] := {105} tii[28,356] := {154} tii[28,357] := {151} tii[28,358] := {205} tii[28,359] := {176} tii[28,360] := {25} tii[28,361] := {150} tii[28,362] := {257} tii[28,363] := {46} tii[28,364] := {4, 134} tii[28,365] := {179} tii[28,366] := {44} tii[28,367] := {310} tii[28,368] := {101} tii[28,369] := {14, 169} tii[28,370] := {253} tii[28,371] := {72} tii[28,372] := {2, 92} tii[28,373] := {20, 147} tii[28,374] := {26} tii[28,375] := {365} tii[28,376] := {7, 135} tii[28,377] := {45} tii[28,378] := {38, 100} tii[28,379] := {84} tii[28,380] := {67} tii[28,381] := {144} tii[28,382] := {87} tii[28,383] := {235} tii[28,384] := {18, 211} tii[28,385] := {148} tii[28,386] := {39} tii[28,387] := {11, 162} tii[28,388] := {140} tii[28,389] := {190} tii[28,390] := {37, 263} tii[28,391] := {314} tii[28,392] := {50, 223} tii[28,393] := {6, 114} tii[28,394] := {33} tii[28,395] := {9, 188} tii[28,396] := {247} tii[28,397] := {91, 375} tii[28,398] := {415} tii[28,399] := {28} tii[28,400] := {59} tii[28,401] := {77, 280} tii[28,402] := {1, 99} tii[28,403] := {48, 118} tii[28,404] := {189} tii[28,405] := {116, 221} tii[28,406] := {180} tii[28,407] := {102} tii[28,408] := {254} tii[28,409] := {57} tii[28,410] := {23, 246} tii[28,411] := {47} tii[28,412] := {364} tii[28,413] := {94} tii[28,414] := {5, 146} tii[28,415] := {78, 168} tii[28,416] := {248} tii[28,417] := {166, 281} tii[28,418] := {74} tii[28,419] := {15} tii[28,420] := {0, 64} cell#96 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {193} tii[40,2] := {216} tii[40,3] := {222} tii[40,4] := {223} tii[40,5] := {176} tii[40,6] := {107} tii[40,7] := {209} tii[40,8] := {148} tii[40,9] := {218} tii[40,10] := {166} tii[40,11] := {221} tii[40,12] := {165} tii[40,13] := {122} tii[40,14] := {205} tii[40,15] := {162} tii[40,16] := {72} tii[40,17] := {217} tii[40,18] := {175} tii[40,19] := {94} tii[40,20] := {220} tii[40,21] := {145} tii[40,22] := {194} tii[40,23] := {121} tii[40,24] := {97} tii[40,25] := {161} tii[40,26] := {211} tii[40,27] := {73} tii[40,28] := {119} tii[40,29] := {174} tii[40,30] := {215} tii[40,31] := {178} tii[40,32] := {160} tii[40,33] := {201} tii[40,34] := {173} tii[40,35] := {141} tii[40,36] := {208} tii[40,37] := {186} tii[40,38] := {170} tii[40,39] := {197} tii[40,40] := {182} tii[40,41] := {134} tii[40,42] := {168} tii[40,43] := {184} tii[40,44] := {79} tii[40,45] := {158} tii[40,46] := {110} tii[40,47] := {124} tii[40,48] := {187} tii[40,49] := {129} tii[40,50] := {147} tii[40,51] := {198} tii[40,52] := {177} tii[40,53] := {69} tii[40,54] := {159} tii[40,55] := {200} tii[40,56] := {113} tii[40,57] := {28} tii[40,58] := {172} tii[40,59] := {140} tii[40,60] := {132} tii[40,61] := {207} tii[40,62] := {42} tii[40,63] := {45} tii[40,64] := {27} tii[40,65] := {210} tii[40,66] := {84} tii[40,67] := {39} tii[40,68] := {16} tii[40,69] := {214} tii[40,70] := {106} tii[40,71] := {202} tii[40,72] := {57} tii[40,73] := {219} tii[40,74] := {38} tii[40,75] := {78} tii[40,76] := {53} tii[40,77] := {133} tii[40,78] := {81} tii[40,79] := {167} tii[40,80] := {103} tii[40,81] := {183} tii[40,82] := {157} tii[40,83] := {96} tii[40,84] := {135} tii[40,85] := {56} tii[40,86] := {185} tii[40,87] := {139} tii[40,88] := {48} tii[40,89] := {114} tii[40,90] := {151} tii[40,91] := {77} tii[40,92] := {196} tii[40,93] := {156} tii[40,94] := {66} tii[40,95] := {68} tii[40,96] := {80} tii[40,97] := {199} tii[40,98] := {46} tii[40,99] := {30} tii[40,100] := {112} tii[40,101] := {101} tii[40,102] := {58} tii[40,103] := {31} tii[40,104] := {63} tii[40,105] := {44} tii[40,106] := {206} tii[40,107] := {131} tii[40,108] := {188} tii[40,109] := {14} tii[40,110] := {83} tii[40,111] := {125} tii[40,112] := {213} tii[40,113] := {7} tii[40,114] := {61} tii[40,115] := {25} tii[40,116] := {105} tii[40,117] := {11} tii[40,118] := {76} tii[40,119] := {146} tii[40,120] := {123} tii[40,121] := {180} tii[40,122] := {144} tii[40,123] := {99} tii[40,124] := {192} tii[40,125] := {95} tii[40,126] := {70} tii[40,127] := {98} tii[40,128] := {195} tii[40,129] := {138} tii[40,130] := {50} tii[40,131] := {91} tii[40,132] := {120} tii[40,133] := {74} tii[40,134] := {204} tii[40,135] := {181} tii[40,136] := {155} tii[40,137] := {49} tii[40,138] := {111} tii[40,139] := {143} tii[40,140] := {52} tii[40,141] := {212} tii[40,142] := {88} tii[40,143] := {34} tii[40,144] := {67} tii[40,145] := {130} tii[40,146] := {41} tii[40,147] := {20} tii[40,148] := {102} tii[40,149] := {179} tii[40,150] := {191} tii[40,151] := {163} tii[40,152] := {137} tii[40,153] := {142} tii[40,154] := {203} tii[40,155] := {154} tii[40,156] := {116} tii[40,157] := {128} tii[40,158] := {93} tii[40,159] := {190} tii[40,160] := {153} tii[40,161] := {82} tii[40,162] := {104} tii[40,163] := {109} tii[40,164] := {127} tii[40,165] := {86} tii[40,166] := {150} tii[40,167] := {35} tii[40,168] := {54} tii[40,169] := {55} tii[40,170] := {136} tii[40,171] := {15} tii[40,172] := {75} tii[40,173] := {26} tii[40,174] := {152} tii[40,175] := {115} tii[40,176] := {36} tii[40,177] := {5} tii[40,178] := {87} tii[40,179] := {100} tii[40,180] := {171} tii[40,181] := {1} tii[40,182] := {12} tii[40,183] := {4} tii[40,184] := {47} tii[40,185] := {64} tii[40,186] := {32} tii[40,187] := {13} tii[40,188] := {90} tii[40,189] := {189} tii[40,190] := {24} tii[40,191] := {6} tii[40,192] := {17} tii[40,193] := {10} tii[40,194] := {2} tii[40,195] := {62} tii[40,196] := {22} tii[40,197] := {108} tii[40,198] := {126} tii[40,199] := {85} tii[40,200] := {59} tii[40,201] := {149} tii[40,202] := {71} tii[40,203] := {92} tii[40,204] := {51} tii[40,205] := {29} tii[40,206] := {37} tii[40,207] := {169} tii[40,208] := {118} tii[40,209] := {33} tii[40,210] := {18} tii[40,211] := {43} tii[40,212] := {23} tii[40,213] := {9} tii[40,214] := {19} tii[40,215] := {89} tii[40,216] := {3} tii[40,217] := {40} tii[40,218] := {164} tii[40,219] := {117} tii[40,220] := {65} tii[40,221] := {60} tii[40,222] := {21} tii[40,223] := {8} tii[40,224] := {0} cell#97 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {354} tii[27,2] := {389} tii[27,3] := {498} tii[27,4] := {458} tii[27,5] := {480} tii[27,6] := {481} tii[27,7] := {534} tii[27,8] := {551} tii[27,9] := {526} tii[27,10] := {535} tii[27,11] := {547} tii[27,12] := {548} tii[27,13] := {556} tii[27,14] := {557} tii[27,15] := {555} tii[27,16] := {559} tii[27,17] := {51} tii[27,18] := {297} tii[27,19] := {336} tii[27,20] := {163} tii[27,21] := {100} tii[27,22] := {154} tii[27,23] := {115} tii[27,24] := {408} tii[27,25] := {353} tii[27,26] := {270} tii[27,27] := {386} tii[27,28] := {387} tii[27,29] := {186} tii[27,30] := {187} tii[27,31] := {475} tii[27,32] := {325} tii[27,33] := {257} tii[27,34] := {258} tii[27,35] := {518} tii[27,36] := {372} tii[27,37] := {407} tii[27,38] := {435} tii[27,39] := {376} tii[27,40] := {473} tii[27,41] := {299} tii[27,42] := {474} tii[27,43] := {417} tii[27,44] := {418} tii[27,45] := {516} tii[27,46] := {368} tii[27,47] := {517} tii[27,48] := {472} tii[27,49] := {522} tii[27,50] := {459} tii[27,51] := {81} tii[27,52] := {215} tii[27,53] := {140} tii[27,54] := {203} tii[27,55] := {457} tii[27,56] := {159} tii[27,57] := {93} tii[27,58] := {410} tii[27,59] := {436} tii[27,60] := {96} tii[27,61] := {245} tii[27,62] := {508} tii[27,63] := {327} tii[27,64] := {378} tii[27,65] := {241} tii[27,66] := {242} tii[27,67] := {173} tii[27,68] := {437} tii[27,69] := {150} tii[27,70] := {540} tii[27,71] := {423} tii[27,72] := {315} tii[27,73] := {316} tii[27,74] := {232} tii[27,75] := {132} tii[27,76] := {409} tii[27,77] := {456} tii[27,78] := {305} tii[27,79] := {388} tii[27,80] := {184} tii[27,81] := {358} tii[27,82] := {225} tii[27,83] := {479} tii[27,84] := {426} tii[27,85] := {506} tii[27,86] := {355} tii[27,87] := {476} tii[27,88] := {226} tii[27,89] := {507} tii[27,90] := {255} tii[27,91] := {309} tii[27,92] := {401} tii[27,93] := {288} tii[27,94] := {538} tii[27,95] := {465} tii[27,96] := {464} tii[27,97] := {421} tii[27,98] := {289} tii[27,99] := {519} tii[27,100] := {539} tii[27,101] := {433} tii[27,102] := {279} tii[27,103] := {434} tii[27,104] := {505} tii[27,105] := {491} tii[27,106] := {393} tii[27,107] := {394} tii[27,108] := {342} tii[27,109] := {543} tii[27,110] := {499} tii[27,111] := {492} tii[27,112] := {455} tii[27,113] := {210} tii[27,114] := {379} tii[27,115] := {428} tii[27,116] := {301} tii[27,117] := {302} tii[27,118] := {469} tii[27,119] := {370} tii[27,120] := {371} tii[27,121] := {497} tii[27,122] := {235} tii[27,123] := {413} tii[27,124] := {298} tii[27,125] := {461} tii[27,126] := {532} tii[27,127] := {533} tii[27,128] := {470} tii[27,129] := {411} tii[27,130] := {511} tii[27,131] := {333} tii[27,132] := {334} tii[27,133] := {367} tii[27,134] := {416} tii[27,135] := {549} tii[27,136] := {550} tii[27,137] := {502} tii[27,138] := {501} tii[27,139] := {468} tii[27,140] := {493} tii[27,141] := {398} tii[27,142] := {399} tii[27,143] := {382} tii[27,144] := {383} tii[27,145] := {509} tii[27,146] := {510} tii[27,147] := {531} tii[27,148] := {514} tii[27,149] := {485} tii[27,150] := {486} tii[27,151] := {445} tii[27,152] := {446} tii[27,153] := {552} tii[27,154] := {527} tii[27,155] := {541} tii[27,156] := {542} tii[27,157] := {523} tii[27,158] := {524} tii[27,159] := {504} tii[27,160] := {460} tii[27,161] := {530} tii[27,162] := {529} tii[27,163] := {503} tii[27,164] := {546} tii[27,165] := {471} tii[27,166] := {536} tii[27,167] := {537} tii[27,168] := {558} tii[27,169] := {545} tii[27,170] := {515} tii[27,171] := {553} tii[27,172] := {554} tii[27,173] := {27} tii[27,174] := {119} tii[27,175] := {63} tii[27,176] := {3} tii[27,177] := {113} tii[27,178] := {10} tii[27,179] := {50} tii[27,180] := {26} tii[27,181] := {162} tii[27,182] := {97} tii[27,183] := {213} tii[27,184] := {98} tii[27,185] := {38} tii[27,186] := {39} tii[27,187] := {151} tii[27,188] := {261} tii[27,189] := {152} tii[27,190] := {211} tii[27,191] := {136} tii[27,192] := {253} tii[27,193] := {252} tii[27,194] := {94} tii[27,195] := {199} tii[27,196] := {246} tii[27,197] := {60} tii[27,198] := {12} tii[27,199] := {191} tii[27,200] := {61} tii[27,201] := {126} tii[27,202] := {23} tii[27,203] := {111} tii[27,204] := {179} tii[27,205] := {92} tii[27,206] := {80} tii[27,207] := {352} tii[27,208] := {31} tii[27,209] := {244} tii[27,210] := {137} tii[27,211] := {134} tii[27,212] := {335} tii[27,213] := {214} tii[27,214] := {269} tii[27,215] := {303} tii[27,216] := {170} tii[27,217] := {49} tii[27,218] := {430} tii[27,219] := {138} tii[27,220] := {171} tii[27,221] := {54} tii[27,222] := {15} tii[27,223] := {200} tii[27,224] := {197} tii[27,225] := {48} tii[27,226] := {317} tii[27,227] := {248} tii[27,228] := {345} tii[27,229] := {229} tii[27,230] := {67} tii[27,231] := {68} tii[27,232] := {230} tii[27,233] := {86} tii[27,234] := {488} tii[27,235] := {201} tii[27,236] := {99} tii[27,237] := {384} tii[27,238] := {222} tii[27,239] := {385} tii[27,240] := {216} tii[27,241] := {185} tii[27,242] := {267} tii[27,243] := {83} tii[27,244] := {73} tii[27,245] := {72} tii[27,246] := {447} tii[27,247] := {153} tii[27,248] := {337} tii[27,249] := {338} tii[27,250] := {133} tii[27,251] := {285} tii[27,252] := {310} tii[27,253] := {311} tii[27,254] := {448} tii[27,255] := {266} tii[27,256] := {256} tii[27,257] := {166} tii[27,258] := {122} tii[27,259] := {207} tii[27,260] := {405} tii[27,261] := {306} tii[27,262] := {208} tii[27,263] := {131} tii[27,264] := {78} tii[27,265] := {304} tii[27,266] := {357} tii[27,267] := {183} tii[27,268] := {224} tii[27,269] := {223} tii[27,270] := {103} tii[27,271] := {104} tii[27,272] := {254} tii[27,273] := {287} tii[27,274] := {308} tii[27,275] := {400} tii[27,276] := {286} tii[27,277] := {431} tii[27,278] := {323} tii[27,279] := {160} tii[27,280] := {277} tii[27,281] := {432} tii[27,282] := {239} tii[27,283] := {276} tii[27,284] := {145} tii[27,285] := {146} tii[27,286] := {489} tii[27,287] := {363} tii[27,288] := {364} tii[27,289] := {440} tii[27,290] := {273} tii[27,291] := {391} tii[27,292] := {340} tii[27,293] := {339} tii[27,294] := {219} tii[27,295] := {392} tii[27,296] := {181} tii[27,297] := {490} tii[27,298] := {313} tii[27,299] := {452} tii[27,300] := {318} tii[27,301] := {319} tii[27,302] := {453} tii[27,303] := {360} tii[27,304] := {330} tii[27,305] := {438} tii[27,306] := {236} tii[27,307] := {439} tii[27,308] := {395} tii[27,309] := {496} tii[27,310] := {414} tii[27,311] := {30} tii[27,312] := {46} tii[27,313] := {116} tii[27,314] := {55} tii[27,315] := {84} tii[27,316] := {326} tii[27,317] := {188} tii[27,318] := {79} tii[27,319] := {189} tii[27,320] := {271} tii[27,321] := {123} tii[27,322] := {33} tii[27,323] := {259} tii[27,324] := {373} tii[27,325] := {105} tii[27,326] := {106} tii[27,327] := {77} tii[27,328] := {260} tii[27,329] := {118} tii[27,330] := {272} tii[27,331] := {139} tii[27,332] := {324} tii[27,333] := {240} tii[27,334] := {218} tii[27,335] := {110} tii[27,336] := {168} tii[27,337] := {366} tii[27,338] := {365} tii[27,339] := {322} tii[27,340] := {202} tii[27,341] := {314} tii[27,342] := {109} tii[27,343] := {182} tii[27,344] := {361} tii[27,345] := {264} tii[27,346] := {265} tii[27,347] := {180} tii[27,348] := {412} tii[27,349] := {64} tii[27,350] := {114} tii[27,351] := {359} tii[27,352] := {238} tii[27,353] := {280} tii[27,354] := {281} tii[27,355] := {362} tii[27,356] := {449} tii[27,357] := {37} tii[27,358] := {91} tii[27,359] := {143} tii[27,360] := {144} tii[27,361] := {312} tii[27,362] := {343} tii[27,363] := {344} tii[27,364] := {331} tii[27,365] := {172} tii[27,366] := {477} tii[27,367] := {135} tii[27,368] := {377} tii[27,369] := {300} tii[27,370] := {307} tii[27,371] := {478} tii[27,372] := {332} tii[27,373] := {212} tii[27,374] := {69} tii[27,375] := {484} tii[27,376] := {328} tii[27,377] := {194} tii[27,378] := {195} tii[27,379] := {130} tii[27,380] := {396} tii[27,381] := {420} tii[27,382] := {419} tii[27,383] := {520} tii[27,384] := {129} tii[27,385] := {251} tii[27,386] := {350} tii[27,387] := {231} tii[27,388] := {198} tii[27,389] := {442} tii[27,390] := {443} tii[27,391] := {237} tii[27,392] := {397} tii[27,393] := {369} tii[27,394] := {521} tii[27,395] := {275} tii[27,396] := {494} tii[27,397] := {204} tii[27,398] := {293} tii[27,399] := {292} tii[27,400] := {415} tii[27,401] := {375} tii[27,402] := {374} tii[27,403] := {495} tii[27,404] := {278} tii[27,405] := {381} tii[27,406] := {176} tii[27,407] := {441} tii[27,408] := {482} tii[27,409] := {295} tii[27,410] := {341} tii[27,411] := {177} tii[27,412] := {483} tii[27,413] := {444} tii[27,414] := {454} tii[27,415] := {348} tii[27,416] := {349} tii[27,417] := {462} tii[27,418] := {525} tii[27,419] := {158} tii[27,420] := {192} tii[27,421] := {193} tii[27,422] := {268} tii[27,423] := {427} tii[27,424] := {356} tii[27,425] := {380} tii[27,426] := {249} tii[27,427] := {250} tii[27,428] := {467} tii[27,429] := {466} tii[27,430] := {422} tii[27,431] := {329} tii[27,432] := {296} tii[27,433] := {463} tii[27,434] := {425} tii[27,435] := {424} tii[27,436] := {429} tii[27,437] := {512} tii[27,438] := {513} tii[27,439] := {351} tii[27,440] := {282} tii[27,441] := {283} tii[27,442] := {487} tii[27,443] := {450} tii[27,444] := {451} tii[27,445] := {500} tii[27,446] := {544} tii[27,447] := {406} tii[27,448] := {528} tii[27,449] := {2} tii[27,450] := {7} tii[27,451] := {8} tii[27,452] := {18} tii[27,453] := {17} tii[27,454] := {32} tii[27,455] := {13} tii[27,456] := {29} tii[27,457] := {5} tii[27,458] := {25} tii[27,459] := {57} tii[27,460] := {62} tii[27,461] := {164} tii[27,462] := {11} tii[27,463] := {53} tii[27,464] := {42} tii[27,465] := {1} tii[27,466] := {112} tii[27,467] := {209} tii[27,468] := {20} tii[27,469] := {21} tii[27,470] := {85} tii[27,471] := {120} tii[27,472] := {41} tii[27,473] := {9} tii[27,474] := {36} tii[27,475] := {156} tii[27,476] := {157} tii[27,477] := {82} tii[27,478] := {71} tii[27,479] := {165} tii[27,480] := {70} tii[27,481] := {121} tii[27,482] := {206} tii[27,483] := {65} tii[27,484] := {205} tii[27,485] := {35} tii[27,486] := {19} tii[27,487] := {59} tii[27,488] := {95} tii[27,489] := {28} tii[27,490] := {125} tii[27,491] := {247} tii[27,492] := {4} tii[27,493] := {40} tii[27,494] := {196} tii[27,495] := {149} tii[27,496] := {43} tii[27,497] := {44} tii[27,498] := {89} tii[27,499] := {294} tii[27,500] := {178} tii[27,501] := {88} tii[27,502] := {233} tii[27,503] := {22} tii[27,504] := {234} tii[27,505] := {66} tii[27,506] := {155} tii[27,507] := {117} tii[27,508] := {221} tii[27,509] := {107} tii[27,510] := {108} tii[27,511] := {217} tii[27,512] := {128} tii[27,513] := {390} tii[27,514] := {34} tii[27,515] := {167} tii[27,516] := {284} tii[27,517] := {127} tii[27,518] := {404} tii[27,519] := {290} tii[27,520] := {47} tii[27,521] := {291} tii[27,522] := {101} tii[27,523] := {262} tii[27,524] := {263} tii[27,525] := {124} tii[27,526] := {175} tii[27,527] := {174} tii[27,528] := {346} tii[27,529] := {141} tii[27,530] := {347} tii[27,531] := {52} tii[27,532] := {14} tii[27,533] := {74} tii[27,534] := {75} tii[27,535] := {45} tii[27,536] := {102} tii[27,537] := {161} tii[27,538] := {274} tii[27,539] := {147} tii[27,540] := {148} tii[27,541] := {56} tii[27,542] := {220} tii[27,543] := {169} tii[27,544] := {321} tii[27,545] := {142} tii[27,546] := {76} tii[27,547] := {320} tii[27,548] := {227} tii[27,549] := {228} tii[27,550] := {90} tii[27,551] := {190} tii[27,552] := {402} tii[27,553] := {403} tii[27,554] := {243} tii[27,555] := {0} tii[27,556] := {6} tii[27,557] := {16} tii[27,558] := {87} tii[27,559] := {24} tii[27,560] := {58} cell#98 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {328} tii[45,2] := {326} tii[45,3] := {314} tii[45,4] := {303, 327} tii[45,5] := {322, 329} tii[45,6] := {323} tii[45,7] := {318} tii[45,8] := {312} tii[45,9] := {294} tii[45,10] := {293} tii[45,11] := {266} tii[45,12] := {278, 320} tii[45,13] := {233, 288} tii[45,14] := {308, 325} tii[45,15] := {301} tii[45,16] := {265} tii[45,17] := {277} tii[45,18] := {245} tii[45,19] := {243, 306} tii[45,20] := {208, 272} tii[45,21] := {287, 317} tii[45,22] := {227} tii[45,23] := {186} tii[45,24] := {203, 281} tii[45,25] := {145, 219} tii[45,26] := {253, 299} tii[45,27] := {155, 268} tii[45,28] := {119, 235} tii[45,29] := {215, 290} tii[45,30] := {258, 259} tii[45,31] := {311} tii[45,32] := {300} tii[45,33] := {291} tii[45,34] := {263} tii[45,35] := {262} tii[45,36] := {228} tii[45,37] := {242, 305} tii[45,38] := {188, 254} tii[45,39] := {286, 316} tii[45,40] := {261} tii[45,41] := {275} tii[45,42] := {225} tii[45,43] := {240} tii[45,44] := {224} tii[45,45] := {204} tii[45,46] := {183} tii[45,47] := {202, 280} tii[45,48] := {161, 236} tii[45,49] := {142, 216} tii[45,50] := {252, 298} tii[45,51] := {181} tii[45,52] := {182} tii[45,53] := {138} tii[45,54] := {137} tii[45,55] := {154, 247} tii[45,56] := {101, 171} tii[45,57] := {100, 170} tii[45,58] := {214, 274} tii[45,59] := {96} tii[45,60] := {112, 232} tii[45,61] := {80, 192} tii[45,62] := {66, 130} tii[45,63] := {167, 260} tii[45,64] := {41, 106} tii[45,65] := {220, 221} tii[45,66] := {239} tii[45,67] := {180} tii[45,68] := {200} tii[45,69] := {156} tii[45,70] := {153, 246} tii[45,71] := {115, 194} tii[45,72] := {213, 273} tii[45,73] := {152} tii[45,74] := {134} tii[45,75] := {95} tii[45,76] := {113} tii[45,77] := {111, 206} tii[45,78] := {65, 126} tii[45,79] := {78, 150} tii[45,80] := {166, 238} tii[45,81] := {77} tii[45,82] := {75, 187} tii[45,83] := {51, 146} tii[45,84] := {52, 109} tii[45,85] := {124, 222} tii[45,86] := {28, 88} tii[45,87] := {173, 174} tii[45,88] := {93} tii[45,89] := {61} tii[45,90] := {74, 159} tii[45,91] := {38, 86} tii[45,92] := {123, 197} tii[45,93] := {36} tii[45,94] := {47, 141} tii[45,95] := {26, 104} tii[45,96] := {19, 58} tii[45,97] := {82, 178} tii[45,98] := {11, 44} tii[45,99] := {128, 129} tii[45,100] := {24, 160} tii[45,101] := {12, 122} tii[45,102] := {53, 198} tii[45,103] := {6, 87} tii[45,104] := {89, 175} tii[45,105] := {132, 199} tii[45,106] := {324} tii[45,107] := {313} tii[45,108] := {295} tii[45,109] := {269, 309} tii[45,110] := {292} tii[45,111] := {319} tii[45,112] := {264} tii[45,113] := {304} tii[45,114] := {230} tii[45,115] := {282, 315} tii[45,116] := {190, 256} tii[45,117] := {226} tii[45,118] := {296} tii[45,119] := {185} tii[45,120] := {270, 310} tii[45,121] := {144, 218} tii[45,122] := {139} tii[45,123] := {283, 321} tii[45,124] := {102, 176} tii[45,125] := {68, 148} tii[45,126] := {223} tii[45,127] := {302} tii[45,128] := {179} tii[45,129] := {135} tii[45,130] := {279} tii[45,131] := {98, 168} tii[45,132] := {248, 297} tii[45,133] := {133} tii[45,134] := {241} tii[45,135] := {94} tii[45,136] := {267} tii[45,137] := {205} tii[45,138] := {64, 125} tii[45,139] := {162, 237} tii[45,140] := {234, 289} tii[45,141] := {62} tii[45,142] := {158} tii[45,143] := {249, 307} tii[45,144] := {39, 90} tii[45,145] := {120, 196} tii[45,146] := {20, 71} tii[45,147] := {83, 172} tii[45,148] := {92} tii[45,149] := {231} tii[45,150] := {60} tii[45,151] := {37, 85} tii[45,152] := {191, 257} tii[45,153] := {35} tii[45,154] := {140} tii[45,155] := {210, 285} tii[45,156] := {18, 57} tii[45,157] := {103, 177} tii[45,158] := {10, 43} tii[45,159] := {69, 149} tii[45,160] := {16} tii[45,161] := {164, 251} tii[45,162] := {8, 31} tii[45,163] := {84, 193} tii[45,164] := {4, 22} tii[45,165] := {0, 32} tii[45,166] := {276} tii[45,167] := {244} tii[45,168] := {207, 271} tii[45,169] := {201} tii[45,170] := {229} tii[45,171] := {157} tii[45,172] := {189, 255} tii[45,173] := {116, 195} tii[45,174] := {114} tii[45,175] := {209, 284} tii[45,176] := {81, 151} tii[45,177] := {54, 127} tii[45,178] := {110} tii[45,179] := {184} tii[45,180] := {76} tii[45,181] := {49, 108} tii[45,182] := {143, 217} tii[45,183] := {48} tii[45,184] := {97} tii[45,185] := {163, 250} tii[45,186] := {67, 131} tii[45,187] := {27, 73} tii[45,188] := {14, 56} tii[45,189] := {42, 107} tii[45,190] := {25} tii[45,191] := {118, 212} tii[45,192] := {13, 45} tii[45,193] := {55, 147} tii[45,194] := {7, 30} tii[45,195] := {2, 46} tii[45,196] := {136} tii[45,197] := {99, 169} tii[45,198] := {63} tii[45,199] := {117, 211} tii[45,200] := {40, 91} tii[45,201] := {21, 72} tii[45,202] := {17} tii[45,203] := {79, 165} tii[45,204] := {9, 33} tii[45,205] := {29, 105} tii[45,206] := {5, 23} tii[45,207] := {1, 34} tii[45,208] := {50, 121} tii[45,209] := {15, 70} tii[45,210] := {3, 59} cell#99 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {478} tii[37,2] := {562, 563} tii[37,3] := {605, 606} tii[37,4] := {613, 614} tii[37,5] := {420} tii[37,6] := {312} tii[37,7] := {530, 531} tii[37,8] := {425, 426} tii[37,9] := {587, 588} tii[37,10] := {483, 484} tii[37,11] := {607, 608} tii[37,12] := {353} tii[37,13] := {491, 492} tii[37,14] := {283} tii[37,15] := {241} tii[37,16] := {392, 393} tii[37,17] := {566, 567} tii[37,18] := {296, 297} tii[37,19] := {469, 470} tii[37,20] := {594, 595} tii[37,21] := {442, 529} tii[37,22] := {389, 493} tii[37,23] := {536, 589} tii[37,24] := {465, 548} tii[37,25] := {331, 479} tii[37,26] := {577, 609} tii[37,27] := {569, 602} tii[37,28] := {545, 585} tii[37,29] := {597, 611} tii[37,30] := {610, 615} tii[37,31] := {352} tii[37,32] := {489, 490} tii[37,33] := {242} tii[37,34] := {360, 361} tii[37,35] := {564, 565} tii[37,36] := {432, 433} tii[37,37] := {592, 593} tii[37,38] := {281} tii[37,39] := {175} tii[37,40] := {440, 441} tii[37,41] := {212} tii[37,42] := {173} tii[37,43] := {324, 325} tii[37,44] := {288, 289} tii[37,45] := {534, 535} tii[37,46] := {225, 226} tii[37,47] := {406, 407} tii[37,48] := {369, 370} tii[37,49] := {575, 576} tii[37,50] := {116} tii[37,51] := {383, 488} tii[37,52] := {84} tii[37,53] := {323, 443} tii[37,54] := {219, 220} tii[37,55] := {500, 568} tii[37,56] := {126, 127} tii[37,57] := {405, 516} tii[37,58] := {263, 421} tii[37,59] := {304, 305} tii[37,60] := {553, 596} tii[37,61] := {153, 287} tii[37,62] := {538, 584} tii[37,63] := {106, 245} tii[37,64] := {510, 560} tii[37,65] := {235, 374} tii[37,66] := {579, 603} tii[37,67] := {309, 419} tii[37,68] := {598, 612} tii[37,69] := {211} tii[37,70] := {381, 382} tii[37,71] := {146} tii[37,72] := {113} tii[37,73] := {498, 499} tii[37,74] := {255, 256} tii[37,75] := {156, 157} tii[37,76] := {338, 339} tii[37,77] := {551, 552} tii[37,78] := {96} tii[37,79] := {318, 439} tii[37,80] := {254, 384} tii[37,81] := {71} tii[37,82] := {191, 192} tii[37,83] := {451, 537} tii[37,84] := {337, 466} tii[37,85] := {195, 354} tii[37,86] := {102, 103} tii[37,87] := {270, 271} tii[37,88] := {519, 578} tii[37,89] := {42} tii[37,90] := {135, 253} tii[37,91] := {501, 559} tii[37,92] := {92, 214} tii[37,93] := {460, 526} tii[37,94] := {66, 67} tii[37,95] := {205, 344} tii[37,96] := {554, 586} tii[37,97] := {38, 101} tii[37,98] := {276, 380} tii[37,99] := {581, 604} tii[37,100] := {252, 423} tii[37,101] := {190, 358} tii[37,102] := {394, 523} tii[37,103] := {269, 431} tii[37,104] := {136, 311} tii[37,105] := {471, 558} tii[37,106] := {134, 286} tii[37,107] := {452, 539} tii[37,108] := {402, 511} tii[37,109] := {204, 373} tii[37,110] := {91, 244} tii[37,111] := {520, 580} tii[37,112] := {275, 418} tii[37,113] := {56, 179} tii[37,114] := {557, 599} tii[37,115] := {502, 503} tii[37,116] := {461, 462} tii[37,117] := {555, 556} tii[37,118] := {414, 415} tii[37,119] := {582, 583} tii[37,120] := {600, 601} tii[37,121] := {377} tii[37,122] := {480, 481} tii[37,123] := {524, 525} tii[37,124] := {422} tii[37,125] := {243} tii[37,126] := {376} tii[37,127] := {496, 497} tii[37,128] := {362, 363} tii[37,129] := {427, 428} tii[37,130] := {549, 550} tii[37,131] := {434, 435} tii[37,132] := {176} tii[37,133] := {532, 533} tii[37,134] := {131} tii[37,135] := {290, 291} tii[37,136] := {573, 574} tii[37,137] := {504, 505} tii[37,138] := {184, 185} tii[37,139] := {371, 372} tii[37,140] := {221, 359} tii[37,141] := {590, 591} tii[37,142] := {164, 313} tii[37,143] := {306, 436} tii[37,144] := {375, 477} tii[37,145] := {355} tii[37,146] := {115} tii[37,147] := {310} tii[37,148] := {217, 218} tii[37,149] := {449, 450} tii[37,150] := {365, 366} tii[37,151] := {302, 303} tii[37,152] := {517, 518} tii[37,153] := {213} tii[37,154] := {72} tii[37,155] := {174} tii[37,156] := {251} tii[37,157] := {494, 495} tii[37,158] := {50} tii[37,159] := {326, 327} tii[37,160] := {151, 152} tii[37,161] := {227, 228} tii[37,162] := {314, 315} tii[37,163] := {78, 79} tii[37,164] := {546, 547} tii[37,165] := {453, 454} tii[37,166] := {408, 409} tii[37,167] := {233, 234} tii[37,168] := {117} tii[37,169] := {99, 216} tii[37,170] := {260, 386} tii[37,171] := {367, 368} tii[37,172] := {570, 571} tii[37,173] := {201, 357} tii[37,174] := {165, 166} tii[37,175] := {65, 178} tii[37,176] := {343, 473} tii[37,177] := {169, 308} tii[37,178] := {110, 224} tii[37,179] := {417, 487} tii[37,180] := {238, 351} tii[37,181] := {41} tii[37,182] := {447, 448} tii[37,183] := {27} tii[37,184] := {97, 98} tii[37,185] := {514, 515} tii[37,186] := {45, 46} tii[37,187] := {397, 398} tii[37,188] := {167, 168} tii[37,189] := {12} tii[37,190] := {59, 150} tii[37,191] := {328, 444} tii[37,192] := {334, 335} tii[37,193] := {542, 543} tii[37,194] := {35, 119} tii[37,195] := {24, 25} tii[37,196] := {410, 521} tii[37,197] := {268, 424} tii[37,198] := {109, 237} tii[37,199] := {11, 43} tii[37,200] := {476, 528} tii[37,201] := {170, 280} tii[37,202] := {206, 364} tii[37,203] := {33, 120} tii[37,204] := {508, 572} tii[37,205] := {16, 86} tii[37,206] := {68, 186} tii[37,207] := {522, 561} tii[37,208] := {6, 52} tii[37,209] := {112, 239} tii[37,210] := {171, 172} tii[37,211] := {282} tii[37,212] := {240} tii[37,213] := {390, 391} tii[37,214] := {294, 295} tii[37,215] := {467, 468} tii[37,216] := {147} tii[37,217] := {445, 446} tii[37,218] := {187} tii[37,219] := {114} tii[37,220] := {257, 258} tii[37,221] := {512, 513} tii[37,222] := {395, 396} tii[37,223] := {247, 248} tii[37,224] := {158, 159} tii[37,225] := {340, 341} tii[37,226] := {73} tii[37,227] := {194, 320} tii[37,228] := {298, 299} tii[37,229] := {540, 541} tii[37,230] := {140, 285} tii[37,231] := {107, 108} tii[37,232] := {273, 412} tii[37,233] := {69, 155} tii[37,234] := {347, 438} tii[37,235] := {58} tii[37,236] := {130} tii[37,237] := {387, 388} tii[37,238] := {40} tii[37,239] := {132, 133} tii[37,240] := {61, 62} tii[37,241] := {182, 183} tii[37,242] := {202, 203} tii[37,243] := {463, 464} tii[37,244] := {329, 330} tii[37,245] := {21} tii[37,246] := {51} tii[37,247] := {87, 189} tii[37,248] := {259, 385} tii[37,249] := {229, 230} tii[37,250] := {36, 37} tii[37,251] := {264, 265} tii[37,252] := {506, 507} tii[37,253] := {80, 81} tii[37,254] := {54, 148} tii[37,255] := {342, 472} tii[37,256] := {200, 356} tii[37,257] := {141, 274} tii[37,258] := {19, 60} tii[37,259] := {49, 123} tii[37,260] := {416, 486} tii[37,261] := {207, 317} tii[37,262] := {143, 292} tii[37,263] := {8} tii[37,264] := {53, 149} tii[37,265] := {162, 163} tii[37,266] := {17, 18} tii[37,267] := {459, 544} tii[37,268] := {30, 118} tii[37,269] := {93, 236} tii[37,270] := {70, 180} tii[37,271] := {14, 74} tii[37,272] := {7, 34} tii[37,273] := {145, 279} tii[37,274] := {474, 527} tii[37,275] := {1, 22} tii[37,276] := {209, 210} tii[37,277] := {321, 322} tii[37,278] := {403, 404} tii[37,279] := {261, 262} tii[37,280] := {193, 319} tii[37,281] := {457, 458} tii[37,282] := {196, 197} tii[37,283] := {272, 411} tii[37,284] := {139, 284} tii[37,285] := {346, 437} tii[37,286] := {94, 222} tii[37,287] := {88, 215} tii[37,288] := {137, 138} tii[37,289] := {401, 509} tii[37,290] := {142, 307} tii[37,291] := {55, 177} tii[37,292] := {57, 154} tii[37,293] := {413, 485} tii[37,294] := {208, 350} tii[37,295] := {32, 121} tii[37,296] := {277, 278} tii[37,297] := {15, 77} tii[37,298] := {336, 482} tii[37,299] := {345, 475} tii[37,300] := {348, 349} tii[37,301] := {316} tii[37,302] := {378, 379} tii[37,303] := {429, 430} tii[37,304] := {188} tii[37,305] := {249, 250} tii[37,306] := {85} tii[37,307] := {455, 456} tii[37,308] := {300, 301} tii[37,309] := {128, 129} tii[37,310] := {82, 181} tii[37,311] := {231, 232} tii[37,312] := {111, 246} tii[37,313] := {83} tii[37,314] := {124, 125} tii[37,315] := {28} tii[37,316] := {160, 161} tii[37,317] := {399, 400} tii[37,318] := {47, 48} tii[37,319] := {26, 76} tii[37,320] := {4} tii[37,321] := {9, 10} tii[37,322] := {104, 105} tii[37,323] := {266, 267} tii[37,324] := {144, 293} tii[37,325] := {3, 23} tii[37,326] := {39, 122} tii[37,327] := {0, 13} tii[37,328] := {63, 64} tii[37,329] := {20, 75} tii[37,330] := {2, 29} tii[37,331] := {332, 333} tii[37,332] := {198, 199} tii[37,333] := {95, 223} tii[37,334] := {89, 90} tii[37,335] := {31, 100} tii[37,336] := {5, 44} cell#100 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1401} tii[33,2] := {1316} tii[33,3] := {1065, 1456} tii[33,4] := {493, 1455} tii[33,5] := {1344} tii[33,6] := {709, 1447} tii[33,7] := {1173} tii[33,8] := {1224} tii[33,9] := {938} tii[33,10] := {939, 1434} tii[33,11] := {500, 1000, 1388, 1466} tii[33,12] := {672, 1154, 1426, 1469} tii[33,13] := {1382} tii[33,14] := {708, 1358} tii[33,15] := {1115} tii[33,16] := {1318} tii[33,17] := {875} tii[33,18] := {797, 1391} tii[33,19] := {1234} tii[33,20] := {442, 999, 1235, 1439} tii[33,21] := {1138, 1303} tii[33,22] := {608, 1153, 1304, 1460} tii[33,23] := {1190} tii[33,24] := {656, 1418} tii[33,25] := {1087} tii[33,26] := {272, 1010, 1192, 1351} tii[33,27] := {965, 1187} tii[33,28] := {407, 1105, 1300, 1409} tii[33,29] := {732, 1449} tii[33,30] := {602, 851, 1421, 1462} tii[33,31] := {373, 1438} tii[33,32] := {1266} tii[33,33] := {1114} tii[33,34] := {1053} tii[33,35] := {567, 1432} tii[33,36] := {795, 1390} tii[33,37] := {794} tii[33,38] := {380, 866, 1349, 1463} tii[33,39] := {527, 1036, 1397, 1468} tii[33,40] := {261, 1402} tii[33,41] := {1314} tii[33,42] := {566, 1284} tii[33,43] := {438, 1383} tii[33,44] := {928} tii[33,45] := {213, 1346} tii[33,46] := {991} tii[33,47] := {1226} tii[33,48] := {726} tii[33,49] := {653} tii[33,50] := {270, 1272} tii[33,51] := {654, 1326} tii[33,52] := {1127} tii[33,53] := {324, 865, 1128, 1404} tii[33,54] := {268, 718, 1273, 1448} tii[33,55] := {216, 405, 1181, 1339} tii[33,56] := {1015, 1209} tii[33,57] := {469, 1035, 1210, 1442} tii[33,58] := {403, 904, 1340, 1464} tii[33,59] := {323, 1317} tii[33,60] := {993} tii[33,61] := {1080} tii[33,62] := {510} tii[33,63] := {231, 1238} tii[33,64] := {872} tii[33,65] := {511, 1364} tii[33,66] := {961} tii[33,67] := {189, 873, 1082, 1277} tii[33,68] := {188, 580, 1178, 1416} tii[33,69] := {180, 349, 1141, 1307} tii[33,70] := {735, 977} tii[33,71] := {829, 1077} tii[33,72] := {290, 978, 1205, 1354} tii[33,73] := {289, 759, 1260, 1453} tii[33,74] := {587} tii[33,75] := {124, 683, 1067, 1386} tii[33,76] := {588, 1419} tii[33,77] := {91, 552, 947, 1331} tii[33,78] := {464, 704} tii[33,79] := {465, 705, 1370, 1446} tii[33,80] := {204, 836, 1168, 1436} tii[33,81] := {253, 982, 1075, 1457} tii[33,82] := {1267} tii[33,83] := {857} tii[33,84] := {437, 1223} tii[33,85] := {1171} tii[33,86] := {509, 1241} tii[33,87] := {582} tii[33,88] := {1058} tii[33,89] := {228, 717, 1059, 1360} tii[33,90] := {942, 1157} tii[33,91] := {346, 903, 1158, 1422} tii[33,92] := {1055} tii[33,93] := {322, 1116} tii[33,94] := {957} tii[33,95] := {453} tii[33,96] := {230, 1005} tii[33,97] := {392, 1293} tii[33,98] := {826} tii[33,99] := {120, 725, 958, 1184} tii[33,100] := {932} tii[33,101] := {157, 579, 933, 1289} tii[33,102] := {179, 348, 882, 1100} tii[33,103] := {686, 954} tii[33,104] := {202, 842, 1095, 1280} tii[33,105] := {802, 1042} tii[33,106] := {245, 758, 1043, 1374} tii[33,107] := {798} tii[33,108] := {550} tii[33,109] := {101, 682, 799, 1232} tii[33,110] := {456, 1365} tii[33,111] := {70, 551, 664, 1146} tii[33,112] := {425, 681} tii[33,113] := {344, 565, 1298, 1412} tii[33,114] := {663, 922} tii[33,115] := {164, 835, 923, 1337} tii[33,116] := {533, 817} tii[33,117] := {223, 818, 981, 1398} tii[33,118] := {858} tii[33,119] := {279, 1242} tii[33,120] := {723} tii[33,121] := {74, 651, 863, 1085} tii[33,122] := {590, 840} tii[33,123] := {131, 767, 1033, 1208} tii[33,124] := {584} tii[33,125] := {37, 513, 721, 1001} tii[33,126] := {338, 1327} tii[33,127] := {26, 396, 597, 892} tii[33,128] := {241, 436, 1248, 1381} tii[33,129] := {461, 701} tii[33,130] := {83, 631, 907, 1155} tii[33,131] := {354, 623} tii[33,132] := {109, 538, 1049, 1262} tii[33,133] := {281, 1392} tii[33,134] := {198, 370, 1332, 1430} tii[33,135] := {137, 300, 1261, 1400} tii[33,136] := {637} tii[33,137] := {854} tii[33,138] := {1270} tii[33,139] := {1064} tii[33,140] := {643, 1124} tii[33,141] := {812, 1253} tii[33,142] := {781} tii[33,143] := {376, 1431} tii[33,144] := {1347} tii[33,145] := {927} tii[33,146] := {989} tii[33,147] := {568, 1413} tii[33,148] := {1054} tii[33,149] := {309, 1384} tii[33,150] := {1274} tii[33,151] := {1057} tii[33,152] := {1134} tii[33,153] := {796} tii[33,154] := {711, 1231} tii[33,155] := {383, 867, 1324, 1458} tii[33,156] := {385, 1323} tii[33,157] := {1183} tii[33,158] := {900, 1336} tii[33,159] := {530, 1037, 1377, 1467} tii[33,160] := {312, 532, 1243, 1376} tii[33,161] := {1113} tii[33,162] := {440, 1359} tii[33,163] := {1119} tii[33,164] := {1237} tii[33,165] := {994} tii[33,166] := {328, 1292} tii[33,167] := {655} tii[33,168] := {644, 1321} tii[33,169] := {1009} tii[33,170] := {271, 720, 1240, 1440} tii[33,171] := {1148} tii[33,172] := {264, 473, 1199, 1356} tii[33,173] := {813, 1394} tii[33,174] := {886, 1104} tii[33,175] := {406, 906, 1309, 1461} tii[33,176] := {790, 1385} tii[33,177] := {731} tii[33,178] := {193, 825, 1136, 1415} tii[33,179] := {951, 1435} tii[33,180] := {601, 850} tii[33,181] := {148, 689, 1028, 1368} tii[33,182] := {292, 973, 1221, 1452} tii[33,183] := {364, 1109, 1164, 1465} tii[33,184] := {177, 1345} tii[33,185] := {639} tii[33,186] := {417, 1433} tii[33,187] := {1269} tii[33,188] := {321, 1315} tii[33,189] := {785} tii[33,190] := {853} tii[33,191] := {140, 1268} tii[33,192] := {783} tii[33,193] := {502, 1387} tii[33,194] := {508} tii[33,195] := {1011} tii[33,196] := {187, 1175} tii[33,197] := {1179} tii[33,198] := {930} tii[33,199] := {185, 578, 1176, 1414} tii[33,200] := {571, 1123} tii[33,201] := {420, 674, 1328, 1425} tii[33,202] := {143, 288, 1068, 1256} tii[33,203] := {1072} tii[33,204] := {286, 757, 1257, 1451} tii[33,205] := {753, 1252} tii[33,206] := {226, 1225} tii[33,207] := {1227} tii[33,208] := {642} tii[33,209] := {990} tii[33,210] := {570, 1285} tii[33,211] := {859} tii[33,212] := {87, 1174} tii[33,213] := {1130} tii[33,214] := {1132} tii[33,215] := {391} tii[33,216] := {155, 1131} tii[33,217] := {861} tii[33,218] := {788} tii[33,219] := {572, 1417} tii[33,220] := {1063} tii[33,221] := {727} tii[33,222] := {724} tii[33,223] := {119, 450, 1061, 1362} tii[33,224] := {121, 1060} tii[33,225] := {447, 1196} tii[33,226] := {329, 868, 1133, 1405} tii[33,227] := {501, 1230} tii[33,228] := {1019, 1214} tii[33,229] := {113, 243, 1018, 1213} tii[33,230] := {949} tii[33,231] := {1030} tii[33,232] := {494, 754, 1366, 1444} tii[33,233] := {591, 841} tii[33,234] := {378, 612, 1090, 1282} tii[33,235] := {201, 613, 1161, 1424} tii[33,236] := {90, 203, 944, 1160} tii[33,237] := {673, 1335} tii[33,238] := {474, 1038, 1215, 1443} tii[33,239] := {455} tii[33,240] := {76, 548, 941, 1322} tii[33,241] := {1012} tii[33,242] := {648} tii[33,243] := {649, 1320} tii[33,244] := {234, 960, 1013, 1361} tii[33,245] := {78, 940} tii[33,246] := {828} tii[33,247] := {418, 891, 1329, 1459} tii[33,248] := {52, 423, 807, 1247} tii[33,249] := {343, 564} tii[33,250] := {894, 1110} tii[33,251] := {182, 832, 895, 1296} tii[33,252] := {811, 1393} tii[33,253] := {691, 956} tii[33,254] := {133, 692, 1051, 1395} tii[33,255] := {351, 1097, 1111, 1423} tii[33,256] := {810} tii[33,257] := {54, 135, 806, 1050} tii[33,258] := {171, 844, 953, 1437} tii[33,259] := {761, 1046} tii[33,260] := {30, 173, 675, 952} tii[33,261] := {431, 1047, 1219, 1454} tii[33,262] := {154, 1117} tii[33,263] := {786} tii[33,264] := {856} tii[33,265] := {574, 1291} tii[33,266] := {1004} tii[33,267] := {278} tii[33,268] := {99, 1006} tii[33,269] := {715} tii[33,270] := {73, 333, 935, 1290} tii[33,271] := {384, 1122} tii[33,272] := {650} tii[33,273] := {497, 756, 1198, 1355} tii[33,274] := {68, 162, 883, 1101} tii[33,275] := {898} tii[33,276] := {130, 475, 1045, 1375} tii[33,277] := {531, 1251} tii[33,278] := {516, 766} tii[33,279] := {512} tii[33,280] := {36, 421, 801, 1233} tii[33,281] := {963} tii[33,282] := {577} tii[33,283] := {58, 881} tii[33,284] := {507, 1229} tii[33,285] := {194, 880, 1083, 1288} tii[33,286] := {337} tii[33,287] := {372, 890, 1139, 1406} tii[33,288] := {834, 1079} tii[33,289] := {25, 313, 666, 1147} tii[33,290] := {671, 1334} tii[33,291] := {33, 104, 749, 988} tii[33,292] := {240, 435} tii[33,293] := {395, 630} tii[33,294] := {82, 555, 925, 1338} tii[33,295] := {752} tii[33,296] := {149, 748, 967, 1201} tii[33,297] := {293, 987, 1206, 1373} tii[33,298] := {22, 151, 621, 920} tii[33,299] := {295, 537} tii[33,300] := {108, 699, 820, 1399} tii[33,301] := {695, 980} tii[33,302] := {365, 919, 1311, 1429} tii[33,303] := {280} tii[33,304] := {19, 334, 660, 1126} tii[33,305] := {390, 1286} tii[33,306] := {219, 887, 1091, 1279} tii[33,307] := {197, 369} tii[33,308] := {11, 238, 521, 1026} tii[33,309] := {526, 1371} tii[33,310] := {42, 476, 780, 1255} tii[33,311] := {136, 299} tii[33,312] := {65, 626, 680, 1342} tii[33,313] := {483, 773, 1379, 1445} tii[33,314] := {5, 167, 412, 912} tii[33,315] := {45, 542, 778, 1264} tii[33,316] := {495} tii[33,317] := {305, 1403} tii[33,318] := {1172} tii[33,319] := {707} tii[33,320] := {641} tii[33,321] := {874} tii[33,322] := {382, 1348} tii[33,323] := {1062} tii[33,324] := {787} tii[33,325] := {441, 998} tii[33,326] := {948} tii[33,327] := {308, 529, 1275, 1396} tii[33,328] := {607, 1152} tii[33,329] := {855} tii[33,330] := {144, 1271} tii[33,331] := {498} tii[33,332] := {439, 1189} tii[33,333] := {1118} tii[33,334] := {1003} tii[33,335] := {714} tii[33,336] := {190, 1177} tii[33,337] := {646} tii[33,338] := {936} tii[33,339] := {443, 1389} tii[33,340] := {583} tii[33,341] := {381, 1121} tii[33,342] := {1007} tii[33,343] := {327, 1086} tii[33,344] := {232, 719, 1008, 1350} tii[33,345] := {897} tii[33,346] := {147, 291, 1070, 1259} tii[33,347] := {528, 1250} tii[33,348] := {808} tii[33,349] := {374, 609, 1330, 1427} tii[33,350] := {884, 1102} tii[33,351] := {263, 472, 964, 1186} tii[33,352] := {350, 905, 1103, 1408} tii[33,353] := {505, 1228} tii[33,354] := {126, 1066} tii[33,355] := {504} tii[33,356] := {876} tii[33,357] := {685} tii[33,358] := {159, 824, 877, 1287} tii[33,359] := {306, 740, 1276, 1450} tii[33,360] := {669, 1333} tii[33,361] := {93, 206, 946, 1167} tii[33,362] := {554, 822} tii[33,363] := {744, 983} tii[33,364] := {668} tii[33,365] := {116, 688, 745, 1200} tii[33,366] := {246, 972, 984, 1372} tii[33,367] := {57, 255, 815, 1074} tii[33,368] := {616, 915} tii[33,369] := {318, 916, 1108, 1428} tii[33,370] := {929} tii[33,371] := {379} tii[33,372] := {227, 992} tii[33,373] := {710} tii[33,374] := {326, 1325} tii[33,375] := {793} tii[33,376] := {444, 1195} tii[33,377] := {870} tii[33,378] := {335} tii[33,379] := {791} tii[33,380] := {503} tii[33,381] := {156, 871} tii[33,382] := {575} tii[33,383] := {100, 451, 792, 1194} tii[33,384] := {269, 997} tii[33,385] := {661, 913} tii[33,386] := {262, 471, 1245, 1378} tii[33,387] := {667} tii[33,388] := {375, 610, 1089, 1281} tii[33,389] := {114, 244, 734, 976} tii[33,390] := {750} tii[33,391] := {163, 614, 914, 1302} tii[33,392] := {404, 1151} tii[33,393] := {657} tii[33,394] := {160, 1137} tii[33,395] := {728} tii[33,396] := {827} tii[33,397] := {448} tii[33,398] := {387} tii[33,399] := {388, 1120} tii[33,400] := {125, 729, 959, 1193} tii[33,401] := {422} tii[33,402] := {59, 549, 658, 1125} tii[33,403] := {103, 730} tii[33,404] := {259, 739, 1016, 1352} tii[33,405] := {214, 594, 1182, 1420} tii[33,406] := {690, 955} tii[33,407] := {518, 775} tii[33,408] := {524, 1249} tii[33,409] := {598, 847} tii[33,410] := {117, 247, 1029, 1222} tii[33,411] := {34, 424, 519, 1025} tii[33,412] := {314, 547} tii[33,413] := {605} tii[33,414] := {523} tii[33,415] := {92, 599, 831, 1092} tii[33,416] := {205, 848, 1096, 1301} tii[33,417] := {72, 166, 600, 849} tii[33,418] := {105, 693, 776, 1254} tii[33,419] := {409, 677} tii[33,420] := {556, 843} tii[33,421] := {478, 768} tii[33,422] := {80, 319, 910, 1165} tii[33,423] := {41, 225, 480, 770} tii[33,424] := {254, 769, 1218, 1380} tii[33,425] := {152, 678, 845, 1341} tii[33,426] := {514} tii[33,427] := {276} tii[33,428] := {31, 452, 515, 1002} tii[33,429] := {336} tii[33,430] := {277, 1191} tii[33,431] := {145, 459, 1071, 1369} tii[33,432] := {146, 736, 966, 1185} tii[33,433] := {397, 634} tii[33,434] := {17, 341, 398, 893} tii[33,435] := {401} tii[33,436] := {402, 1299} tii[33,437] := {61, 615, 635, 1156} tii[33,438] := {239, 434} tii[33,439] := {297, 539} tii[33,440] := {55, 428, 816, 1258} tii[33,441] := {168, 361} tii[33,442] := {97, 540, 771, 1263} tii[33,443] := {358, 627} tii[33,444] := {359, 628, 1310, 1411} tii[33,445] := {8, 249, 298, 765} tii[33,446] := {209, 415} tii[33,447] := {63, 416, 926, 1170} tii[33,448] := {569} tii[33,449] := {722} tii[33,450] := {446} tii[33,451] := {325, 1129} tii[33,452] := {186, 864} tii[33,453] := {604} tii[33,454] := {260, 470, 1017, 1211} tii[33,455] := {287, 1034} tii[33,456] := {275, 995} tii[33,457] := {161, 878} tii[33,458] := {330} tii[33,459] := {77, 586, 823, 1084} tii[33,460] := {684} tii[33,461] := {176, 593, 943, 1295} tii[33,462] := {400, 1149} tii[33,463] := {118, 248, 746, 985} tii[33,464] := {553, 821} tii[33,465] := {467} tii[33,466] := {53, 463, 687, 968} tii[33,467] := {134, 703, 971, 1207} tii[33,468] := {81, 320, 618, 917} tii[33,469] := {426, 698} tii[33,470] := {172, 625, 1107, 1312} tii[33,471] := {454} tii[33,472] := {233} tii[33,473] := {20, 394, 581, 869} tii[33,474] := {192, 1081} tii[33,475] := {115, 458, 803, 1202} tii[33,476] := {89, 592, 830, 1076} tii[33,477] := {342, 563} tii[33,478] := {12, 283, 460, 743} tii[33,479] := {345} tii[33,480] := {285, 1204} tii[33,481] := {43, 491, 760, 1039} tii[33,482] := {250, 485} tii[33,483] := {39, 427, 534, 1040} tii[33,484] := {317, 561} tii[33,485] := {252, 487, 1216, 1357} tii[33,486] := {66, 414, 921, 1166} tii[33,487] := {6, 208, 357, 622} tii[33,488] := {175, 368} tii[33,489] := {46, 304, 1052, 1265} tii[33,490] := {123, 996} tii[33,491] := {50, 517, 737, 969} tii[33,492] := {200, 1150} tii[33,493] := {15, 296, 481, 764} tii[33,494] := {170, 363, 1162, 1313} tii[33,495] := {86, 212, 1169, 1343} tii[33,496] := {543} tii[33,497] := {645} tii[33,498] := {546, 814} tii[33,499] := {784} tii[33,500] := {217, 1319} tii[33,501] := {931} tii[33,502] := {1180} tii[33,503] := {712} tii[33,504] := {273, 1239} tii[33,505] := {1073} tii[33,506] := {638, 901} tii[33,507] := {220, 408, 1142, 1308} tii[33,508] := {789} tii[33,509] := {195, 1135} tii[33,510] := {544, 1024} tii[33,511] := {150, 294, 1027, 1220} tii[33,512] := {950} tii[33,513] := {96, 366, 908, 1163} tii[33,514] := {499} tii[33,515] := {48, 1056} tii[33,516] := {860} tii[33,517] := {445, 1363} tii[33,518] := {647} tii[33,519] := {937} tii[33,520] := {75, 934} tii[33,521] := {782, 1032} tii[33,522] := {377, 611, 1294, 1410} tii[33,523] := {809} tii[33,524] := {51, 132, 804, 1044} tii[33,525] := {862} tii[33,526] := {506} tii[33,527] := {38, 800} tii[33,528] := {235, 1197} tii[33,529] := {879} tii[33,530] := {636, 1145} tii[33,531] := {310, 741, 1244, 1441} tii[33,532] := {747, 986} tii[33,533] := {183, 352, 1094, 1283} tii[33,534] := {27, 84, 665, 924} tii[33,535] := {1031} tii[33,536] := {670} tii[33,537] := {16, 110, 535, 819} tii[33,538] := {619, 918} tii[33,539] := {128, 432, 974, 1217} tii[33,540] := {389} tii[33,541] := {21, 659} tii[33,542] := {545, 1246} tii[33,543] := {218, 596, 1143, 1407} tii[33,544] := {525} tii[33,545] := {13, 44, 520, 779} tii[33,546] := {94, 559, 909, 1306} tii[33,547] := {7, 67, 411, 679} tii[33,548] := {482, 772} tii[33,549] := {2, 47, 301, 541} tii[33,550] := {266} tii[33,551] := {229, 1236} tii[33,552] := {713} tii[33,553] := {386} tii[33,554] := {652} tii[33,555] := {178, 347, 1140, 1305} tii[33,556] := {640, 902} tii[33,557] := {522} tii[33,558] := {102, 1014} tii[33,559] := {716} tii[33,560] := {274} tii[33,561] := {585} tii[33,562] := {332, 1088} tii[33,563] := {141, 457, 1069, 1367} tii[33,564] := {492, 1023} tii[33,565] := {71, 165, 896, 1112} tii[33,566] := {899} tii[33,567] := {267, 477, 970, 1188} tii[33,568] := {462, 702} tii[33,569] := {399} tii[33,570] := {40, 224, 763, 1048} tii[33,571] := {355, 624} tii[33,572] := {196, 562, 837, 1106} tii[33,573] := {393} tii[33,574] := {191} tii[33,575] := {449} tii[33,576] := {32, 733} tii[33,577] := {265, 742, 1020, 1353} tii[33,578] := {88, 339, 945, 1297} tii[33,579] := {419, 1144} tii[33,580] := {18, 62, 603, 852} tii[33,581] := {282, 490} tii[33,582] := {284} tii[33,583] := {606} tii[33,584] := {207, 413} tii[33,585] := {28, 315, 676, 1159} tii[33,586] := {127, 697, 762, 1212} tii[33,587] := {251, 486} tii[33,588] := {9, 98, 484, 774} tii[33,589] := {560, 846} tii[33,590] := {138, 303} tii[33,591] := {4, 64, 367, 633} tii[33,592] := {122} tii[33,593] := {49, 237, 805, 1203} tii[33,594] := {311, 1022} tii[33,595] := {199} tii[33,596] := {14, 221, 536, 1041} tii[33,597] := {169, 362} tii[33,598] := {95, 620, 838, 1099} tii[33,599] := {85, 211} tii[33,600] := {0, 107, 302, 777} tii[33,601] := {573} tii[33,602] := {496, 755} tii[33,603] := {576} tii[33,604] := {236, 962} tii[33,605] := {371, 889} tii[33,606] := {751} tii[33,607] := {184, 353, 833, 1078} tii[33,608] := {129, 433, 694, 979} tii[33,609] := {331} tii[33,610] := {60, 589} tii[33,611] := {307, 1021} tii[33,612] := {181, 595, 885, 1278} tii[33,613] := {468} tii[33,614] := {35, 106, 466, 706} tii[33,615] := {79, 558, 617, 1098} tii[33,616] := {429, 700} tii[33,617] := {24, 153, 360, 629} tii[33,618] := {10, 112, 257, 489} tii[33,619] := {158} tii[33,620] := {69, 340, 662, 1093} tii[33,621] := {215, 888} tii[33,622] := {242} tii[33,623] := {23, 316, 410, 911} tii[33,624] := {56, 479, 696, 975} tii[33,625] := {222, 430} tii[33,626] := {3, 174, 210, 632} tii[33,627] := {111, 258} tii[33,628] := {142, 738} tii[33,629] := {29, 356, 557, 839} tii[33,630] := {1, 139, 256, 488} cell#101 , |C| = 672 special orbit = [7, 3, 3, 3, 1] special rep = [[3, 1], [2, 2]] , dim = 420 cell rep = phi[[3, 1],[2, 2]]+phi[[1, 1],[4, 2]] TII depth = 5 TII multiplicity polynomial = 168*X+252*X^2 TII subcells: tii[35,1] := {610} tii[35,2] := {559} tii[35,3] := {414, 655} tii[35,4] := {654} tii[35,5] := {446} tii[35,6] := {647} tii[35,7] := {278, 606} tii[35,8] := {605, 666} tii[35,9] := {630, 671} tii[35,10] := {536} tii[35,11] := {150, 648} tii[35,12] := {454, 611} tii[35,13] := {499, 641} tii[35,14] := {246, 667} tii[35,15] := {300, 670} tii[35,16] := {139} tii[35,17] := {573} tii[35,18] := {236} tii[35,19] := {508} tii[35,20] := {474} tii[35,21] := {350, 636} tii[35,22] := {349} tii[35,23] := {144, 384} tii[35,24] := {219, 471} tii[35,25] := {601} tii[35,26] := {235} tii[35,27] := {582} tii[35,28] := {447} tii[35,29] := {560} tii[35,30] := {319} tii[35,31] := {280, 607} tii[35,32] := {514} tii[35,33] := {119, 383} tii[35,34] := {515, 638} tii[35,35] := {461, 551} tii[35,36] := {192, 470} tii[35,37] := {552, 659} tii[35,38] := {483} tii[35,39] := {215, 623} tii[35,40] := {425} tii[35,41] := {56, 486} tii[35,42] := {389, 576} tii[35,43] := {362, 480} tii[35,44] := {106, 549} tii[35,45] := {439, 616} tii[35,46] := {251, 650} tii[35,47] := {305, 663} tii[35,48] := {188, 626} tii[35,49] := {202} tii[35,50] := {528} tii[35,51] := {307} tii[35,52] := {413} tii[35,53] := {207, 453} tii[35,54] := {284, 526} tii[35,55] := {271} tii[35,56] := {634} tii[35,57] := {574} tii[35,58] := {619} tii[35,59] := {170} tii[35,60] := {345} tii[35,61] := {377} tii[35,62] := {602} tii[35,63] := {379} tii[35,64] := {529} tii[35,65] := {411} tii[35,66] := {458} tii[35,67] := {565, 656} tii[35,68] := {247} tii[35,69] := {564} tii[35,70] := {72, 313} tii[35,71] := {238, 513} tii[35,72] := {213, 566} tii[35,73] := {477} tii[35,74] := {597, 668} tii[35,75] := {519, 596} tii[35,76] := {129, 405} tii[35,77] := {335, 572} tii[35,78] := {445} tii[35,79] := {583} tii[35,80] := {420} tii[35,81] := {516} tii[35,82] := {380} tii[35,83] := {544} tii[35,84] := {151, 587} tii[35,85] := {358} tii[35,86] := {29, 421} tii[35,87] := {518, 639} tii[35,88] := {208, 563} tii[35,89] := {317, 530} tii[35,90] := {492, 581} tii[35,91] := {467} tii[35,92] := {292, 417} tii[35,93] := {62, 496} tii[35,94] := {285, 609} tii[35,95] := {555, 660} tii[35,96] := {371, 579} tii[35,97] := {277, 603} tii[35,98] := {460, 620} tii[35,99] := {182, 624} tii[35,100] := {401, 589} tii[35,101] := {353, 637} tii[35,102] := {233, 646} tii[35,103] := {127, 590} tii[35,104] := {507, 652} tii[35,105] := {473, 665} tii[35,106] := {635} tii[35,107] := {234} tii[35,108] := {318} tii[35,109] := {604} tii[35,110] := {118, 382} tii[35,111] := {567, 629} tii[35,112] := {191, 469} tii[35,113] := {482} tii[35,114] := {308} tii[35,115] := {385} tii[35,116] := {241} tii[35,117] := {387, 575} tii[35,118] := {424} tii[35,119] := {11, 485} tii[35,120] := {621} tii[35,121] := {101, 622} tii[35,122] := {94, 450} tii[35,123] := {332} tii[35,124] := {437, 615} tii[35,125] := {361, 479} tii[35,126] := {35, 548} tii[35,127] := {588, 643} tii[35,128] := {155, 523} tii[35,129] := {147, 510} tii[35,130] := {320, 541} tii[35,131] := {125, 649} tii[35,132] := {568, 657} tii[35,133] := {256, 494} tii[35,134] := {216, 569} tii[35,135] := {169, 662} tii[35,136] := {78, 625} tii[35,137] := {374, 594} tii[35,138] := {342, 632} tii[35,139] := {488} tii[35,140] := {28, 540} tii[35,141] := {427, 533} tii[35,142] := {61, 593} tii[35,143] := {181, 664} tii[35,144] := {58, 584} tii[35,145] := {393, 577} tii[35,146] := {232, 669} tii[35,147] := {126, 651} tii[35,148] := {102, 627} tii[35,149] := {199, 661} tii[35,150] := {183, 658} tii[35,151] := {91} tii[35,152] := {171} tii[35,153] := {410} tii[35,154] := {67} tii[35,155] := {279} tii[35,156] := {95, 314} tii[35,157] := {97} tii[35,158] := {156, 406} tii[35,159] := {70, 158} tii[35,160] := {117} tii[35,161] := {448} tii[35,162] := {74} tii[35,163] := {214} tii[35,164] := {388} tii[35,165] := {55, 245} tii[35,166] := {51, 131} tii[35,167] := {324, 438} tii[35,168] := {105, 339} tii[35,169] := {250} tii[35,170] := {31, 289} tii[35,171] := {187, 304} tii[35,172] := {19, 224} tii[35,173] := {63, 368} tii[35,174] := {85, 442} tii[35,175] := {204} tii[35,176] := {108} tii[35,177] := {527} tii[35,178] := {273} tii[35,179] := {306} tii[35,180] := {146} tii[35,181] := {390} tii[35,182] := {475} tii[35,183] := {346} tii[35,184] := {173, 452} tii[35,185] := {111, 221} tii[35,186] := {415} tii[35,187] := {262, 525} tii[35,188] := {509} tii[35,189] := {378} tii[35,190] := {172} tii[35,191] := {537} tii[35,192] := {206} tii[35,193] := {455} tii[35,194] := {456} tii[35,195] := {311} tii[35,196] := {174} tii[35,197] := {248} tii[35,198] := {275} tii[35,199] := {457, 612} tii[35,200] := {412} tii[35,201] := {489} tii[35,202] := {122} tii[35,203] := {75, 315} tii[35,204] := {145, 512} tii[35,205] := {394, 501} tii[35,206] := {402} tii[35,207] := {140, 263} tii[35,208] := {428, 534} tii[35,209] := {93, 195} tii[35,210] := {220, 571} tii[35,211] := {351} tii[35,212] := {502, 642} tii[35,213] := {132, 407} tii[35,214] := {391} tii[35,215] := {212, 562} tii[35,216] := {392, 585} tii[35,217] := {43, 357} tii[35,218] := {291} tii[35,219] := {211} tii[35,220] := {109, 329} tii[35,221] := {330, 443} tii[35,222] := {331, 546} tii[35,223] := {25, 294} tii[35,224] := {283, 608} tii[35,225] := {226, 355} tii[35,226] := {444, 628} tii[35,227] := {80, 434} tii[35,228] := {282} tii[35,229] := {409, 653} tii[35,230] := {113, 505} tii[35,231] := {266, 408} tii[35,232] := {309} tii[35,233] := {176} tii[35,234] := {386} tii[35,235] := {242} tii[35,236] := {543} tii[35,237] := {96, 451} tii[35,238] := {142, 265} tii[35,239] := {333} tii[35,240] := {157, 524} tii[35,241] := {491, 580} tii[35,242] := {360} tii[35,243] := {179} tii[35,244] := {149, 511} tii[35,245] := {322, 542} tii[35,246] := {32, 423} tii[35,247] := {89, 328} tii[35,248] := {296, 419} tii[35,249] := {462, 613} tii[35,250] := {218, 570} tii[35,251] := {261} tii[35,252] := {258, 495} tii[35,253] := {20, 365} tii[35,254] := {376, 595} tii[35,255] := {64, 498} tii[35,256] := {228, 373} tii[35,257] := {344, 633} tii[35,258] := {86, 558} tii[35,259] := {100, 539} tii[35,260] := {40, 430} tii[35,261] := {325, 532} tii[35,262] := {154, 592} tii[35,263] := {270, 645} tii[35,264] := {136, 599} tii[35,265] := {159} tii[35,266] := {209} tii[35,267] := {162, 286} tii[35,268] := {274} tii[35,269] := {561} tii[35,270] := {116} tii[35,271] := {347} tii[35,272] := {476} tii[35,273] := {517} tii[35,274] := {239} tii[35,275] := {42, 244} tii[35,276] := {73} tii[35,277] := {180} tii[35,278] := {416} tii[35,279] := {463, 554} tii[35,280] := {50, 130} tii[35,281] := {79, 338} tii[35,282] := {203, 336} tii[35,283] := {276} tii[35,284] := {222} tii[35,285] := {22, 288} tii[35,286] := {459} tii[35,287] := {160, 399} tii[35,288] := {163, 287} tii[35,289] := {400, 506} tii[35,290] := {352} tii[35,291] := {46, 367} tii[35,292] := {10, 223} tii[35,293] := {71, 441} tii[35,294] := {340, 472} tii[35,295] := {237} tii[35,296] := {586} tii[35,297] := {120} tii[35,298] := {316} tii[35,299] := {177} tii[35,300] := {310} tii[35,301] := {54, 381} tii[35,302] := {545, 617} tii[35,303] := {272, 404} tii[35,304] := {90, 193} tii[35,305] := {259} tii[35,306] := {104, 468} tii[35,307] := {312} tii[35,308] := {290} tii[35,309] := {12, 356} tii[35,310] := {490} tii[35,311] := {249, 487} tii[35,312] := {98, 449} tii[35,313] := {123} tii[35,314] := {520, 640} tii[35,315] := {49, 253} tii[35,316] := {201, 466} tii[35,317] := {225, 354} tii[35,318] := {432, 535} tii[35,319] := {186, 431} tii[35,320] := {6, 293} tii[35,321] := {152, 522} tii[35,322] := {36, 433} tii[35,323] := {403} tii[35,324] := {303, 550} tii[35,325] := {189} tii[35,326] := {48, 504} tii[35,327] := {164, 301} tii[35,328] := {369, 503} tii[35,329] := {268, 600} tii[35,330] := {59, 484} tii[35,331] := {464, 614} tii[35,332] := {18, 363} tii[35,333] := {161, 521} tii[35,334] := {252, 478} tii[35,335] := {103, 547} tii[35,336] := {341, 553} tii[35,337] := {84, 556} tii[35,338] := {200, 618} tii[35,339] := {175} tii[35,340] := {141, 264} tii[35,341] := {178} tii[35,342] := {359} tii[35,343] := {3, 422} tii[35,344] := {88, 327} tii[35,345] := {295, 418} tii[35,346] := {16, 497} tii[35,347] := {1, 364} tii[35,348] := {260} tii[35,349] := {23, 557} tii[35,350] := {227, 372} tii[35,351] := {30, 538} tii[35,352] := {323, 531} tii[35,353] := {5, 429} tii[35,354] := {66, 396} tii[35,355] := {60, 591} tii[35,356] := {196, 435} tii[35,357] := {47, 598} tii[35,358] := {137, 644} tii[35,359] := {17, 493} tii[35,360] := {83, 631} tii[35,361] := {38} tii[35,362] := {57} tii[35,363] := {41, 107} tii[35,364] := {33} tii[35,365] := {21, 65} tii[35,366] := {9, 87} tii[35,367] := {143} tii[35,368] := {121} tii[35,369] := {210} tii[35,370] := {348} tii[35,371] := {92, 194} tii[35,372] := {281} tii[35,373] := {321} tii[35,374] := {148} tii[35,375] := {44} tii[35,376] := {68, 254} tii[35,377] := {257, 375} tii[35,378] := {26, 81} tii[35,379] := {217} tii[35,380] := {14, 114} tii[35,381] := {197, 343} tii[35,382] := {99} tii[35,383] := {39, 185} tii[35,384] := {153} tii[35,385] := {7, 166} tii[35,386] := {135, 269} tii[35,387] := {240} tii[35,388] := {205, 337} tii[35,389] := {243} tii[35,390] := {77} tii[35,391] := {426} tii[35,392] := {138, 398} tii[35,393] := {334} tii[35,394] := {53, 133} tii[35,395] := {366, 481} tii[35,396] := {297, 440} tii[35,397] := {34, 168} tii[35,398] := {124} tii[35,399] := {52, 255} tii[35,400] := {110, 465} tii[35,401] := {395, 578} tii[35,402] := {190} tii[35,403] := {267, 500} tii[35,404] := {13, 230} tii[35,405] := {167, 302} tii[35,406] := {69, 397} tii[35,407] := {8, 299} tii[35,408] := {198, 436} tii[35,409] := {45} tii[35,410] := {27, 82} tii[35,411] := {15, 115} tii[35,412] := {76} tii[35,413] := {24, 184} tii[35,414] := {128} tii[35,415] := {4, 165} tii[35,416] := {112, 231} tii[35,417] := {37, 326} tii[35,418] := {2, 229} tii[35,419] := {134, 370} tii[35,420] := {0, 298} cell#102 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {510} tii[27,2] := {522} tii[27,3] := {551} tii[27,4] := {436} tii[27,5] := {282} tii[27,6] := {457} tii[27,7] := {558} tii[27,8] := {559} tii[27,9] := {493} tii[27,10] := {365} tii[27,11] := {414} tii[27,12] := {532} tii[27,13] := {452} tii[27,14] := {545} tii[27,15] := {462} tii[27,16] := {492} tii[27,17] := {156} tii[27,18] := {478} tii[27,19] := {495} tii[27,20] := {338} tii[27,21] := {255} tii[27,22] := {322} tii[27,23] := {155} tii[27,24] := {520} tii[27,25] := {437} tii[27,26] := {337} tii[27,27] := {169} tii[27,28] := {458} tii[27,29] := {162} tii[27,30] := {254} tii[27,31] := {546} tii[27,32] := {459} tii[27,33] := {239} tii[27,34] := {321} tii[27,35] := {553} tii[27,36] := {489} tii[27,37] := {479} tii[27,38] := {443} tii[27,39] := {439} tii[27,40] := {256} tii[27,41] := {280} tii[27,42] := {525} tii[27,43] := {398} tii[27,44] := {470} tii[27,45] := {307} tii[27,46] := {355} tii[27,47] := {538} tii[27,48] := {484} tii[27,49] := {509} tii[27,50] := {449} tii[27,51] := {213} tii[27,52] := {392} tii[27,53] := {312} tii[27,54] := {376} tii[27,55] := {540} tii[27,56] := {104} tii[27,57] := {273} tii[27,58] := {386} tii[27,59] := {224} tii[27,60] := {279} tii[27,61] := {442} tii[27,62] := {554} tii[27,63] := {281} tii[27,64] := {496} tii[27,65] := {110} tii[27,66] := {195} tii[27,67] := {364} tii[27,68] := {413} tii[27,69] := {354} tii[27,70] := {557} tii[27,71] := {516} tii[27,72] := {182} tii[27,73] := {263} tii[27,74] := {425} tii[27,75] := {331} tii[27,76] := {531} tii[27,77] := {438} tii[27,78] := {482} tii[27,79] := {170} tii[27,80] := {387} tii[27,81] := {512} tii[27,82] := {40} tii[27,83] := {393} tii[27,84] := {388} tii[27,85] := {313} tii[27,86] := {221} tii[27,87] := {552} tii[27,88] := {412} tii[27,89] := {499} tii[27,90] := {450} tii[27,91] := {485} tii[27,92] := {530} tii[27,93] := {89} tii[27,94] := {360} tii[27,95] := {426} tii[27,96] := {344} tii[27,97] := {299} tii[27,98] := {469} tii[27,99] := {556} tii[27,100] := {519} tii[27,101] := {227} tii[27,102] := {455} tii[27,103] := {542} tii[27,104] := {446} tii[27,105] := {270} tii[27,106] := {177} tii[27,107] := {528} tii[27,108] := {505} tii[27,109] := {477} tii[27,110] := {402} tii[27,111] := {549} tii[27,112] := {535} tii[27,113] := {154} tii[27,114] := {336} tii[27,115] := {523} tii[27,116] := {161} tii[27,117] := {253} tii[27,118] := {536} tii[27,119] := {238} tii[27,120] := {320} tii[27,121] := {480} tii[27,122] := {210} tii[27,123] := {389} tii[27,124] := {274} tii[27,125] := {541} tii[27,126] := {366} tii[27,127] := {526} tii[27,128] := {440} tii[27,129] := {164} tii[27,130] := {339} tii[27,131] := {111} tii[27,132] := {309} tii[27,133] := {349} tii[27,134] := {527} tii[27,135] := {409} tii[27,136] := {539} tii[27,137] := {471} tii[27,138] := {399} tii[27,139] := {241} tii[27,140] := {548} tii[27,141] := {183} tii[27,142] := {373} tii[27,143] := {158} tii[27,144] := {361} tii[27,145] := {341} tii[27,146] := {497} tii[27,147] := {397} tii[27,148] := {555} tii[27,149] := {289} tii[27,150] := {465} tii[27,151] := {235} tii[27,152] := {422} tii[27,153] := {435} tii[27,154] := {348} tii[27,155] := {383} tii[27,156] := {517} tii[27,157] := {325} tii[27,158] := {487} tii[27,159] := {456} tii[27,160] := {194} tii[27,161] := {486} tii[27,162] := {417} tii[27,163] := {262} tii[27,164] := {415} tii[27,165] := {251} tii[27,166] := {369} tii[27,167] := {513} tii[27,168] := {453} tii[27,169] := {370} tii[27,170] := {318} tii[27,171] := {408} tii[27,172] := {421} tii[27,173] := {105} tii[27,174] := {283} tii[27,175] := {196} tii[27,176] := {61} tii[27,177] := {264} tii[27,178] := {92} tii[27,179] := {67} tii[27,180] := {44} tii[27,181] := {226} tii[27,182] := {72} tii[27,183] := {367} tii[27,184] := {144} tii[27,185] := {23} tii[27,186] := {64} tii[27,187] := {134} tii[27,188] := {410} tii[27,189] := {204} tii[27,190] := {286} tii[27,191] := {116} tii[27,192] := {329} tii[27,193] := {232} tii[27,194] := {86} tii[27,195] := {188} tii[27,196] := {250} tii[27,197] := {212} tii[27,198] := {97} tii[27,199] := {391} tii[27,200] := {219} tii[27,201] := {311} tii[27,202] := {136} tii[27,203] := {297} tii[27,204] := {375} tii[27,205] := {272} tii[27,206] := {106} tii[27,207] := {511} tii[27,208] := {117} tii[27,209] := {441} tii[27,210] := {113} tii[27,211] := {332} tii[27,212] := {120} tii[27,213] := {284} tii[27,214] := {416} tii[27,215] := {481} tii[27,216] := {18} tii[27,217] := {76} tii[27,218] := {543} tii[27,219] := {197} tii[27,220] := {363} tii[27,221] := {163} tii[27,222] := {77} tii[27,223] := {185} tii[27,224] := {403} tii[27,225] := {149} tii[27,226] := {454} tii[27,227] := {447} tii[27,228] := {506} tii[27,229] := {53} tii[27,230] := {48} tii[27,231] := {103} tii[27,232] := {424} tii[27,233] := {240} tii[27,234] := {550} tii[27,235] := {265} tii[27,236] := {73} tii[27,237] := {171} tii[27,238] := {411} tii[27,239] := {524} tii[27,240] := {396} tii[27,241] := {166} tii[27,242] := {342} tii[27,243] := {217} tii[27,244] := {201} tii[27,245] := {52} tii[27,246] := {209} tii[27,247] := {135} tii[27,248] := {129} tii[27,249] := {502} tii[27,250] := {128} tii[27,251] := {468} tii[27,252] := {290} tii[27,253] := {384} tii[27,254] := {537} tii[27,255] := {434} tii[27,256] := {243} tii[27,257] := {347} tii[27,258] := {295} tii[27,259] := {193} tii[27,260] := {515} tii[27,261] := {306} tii[27,262] := {380} tii[27,263] := {211} tii[27,264] := {119} tii[27,265] := {390} tii[27,266] := {494} tii[27,267] := {275} tii[27,268] := {310} tii[27,269] := {39} tii[27,270] := {79} tii[27,271] := {151} tii[27,272] := {350} tii[27,273] := {374} tii[27,274] := {463} tii[27,275] := {514} tii[27,276] := {88} tii[27,277] := {228} tii[27,278] := {395} tii[27,279] := {216} tii[27,280] := {362} tii[27,281] := {498} tii[27,282] := {222} tii[27,283] := {68} tii[27,284] := {124} tii[27,285] := {200} tii[27,286] := {271} tii[27,287] := {346} tii[27,288] := {433} tii[27,289] := {533} tii[27,290] := {418} tii[27,291] := {178} tii[27,292] := {423} tii[27,293] := {130} tii[27,294] := {294} tii[27,295] := {466} tii[27,296] := {176} tii[27,297] := {518} tii[27,298] := {300} tii[27,299] := {207} tii[27,300] := {302} tii[27,301] := {379} tii[27,302] := {488} tii[27,303] := {359} tii[27,304] := {334} tii[27,305] := {202} tii[27,306] := {230} tii[27,307] := {503} tii[27,308] := {405} tii[27,309] := {474} tii[27,310] := {407} tii[27,311] := {142} tii[27,312] := {189} tii[27,313] := {66} tii[27,314] := {167} tii[27,315] := {220} tii[27,316] := {461} tii[27,317] := {71} tii[27,318] := {43} tii[27,319] := {143} tii[27,320] := {225} tii[27,321] := {298} tii[27,322] := {121} tii[27,323] := {133} tii[27,324] := {491} tii[27,325] := {22} tii[27,326] := {63} tii[27,327] := {205} tii[27,328] := {203} tii[27,329] := {277} tii[27,330] := {445} tii[27,331] := {41} tii[27,332] := {285} tii[27,333] := {115} tii[27,334] := {401} tii[27,335] := {260} tii[27,336] := {352} tii[27,337] := {328} tii[27,338] := {231} tii[27,339] := {476} tii[27,340] := {90} tii[27,341] := {187} tii[27,342] := {26} tii[27,343] := {85} tii[27,344] := {249} tii[27,345] := {140} tii[27,346] := {430} tii[27,347] := {153} tii[27,348] := {521} tii[27,349] := {223} tii[27,350] := {74} tii[27,351] := {335} tii[27,352] := {214} tii[27,353] := {70} tii[27,354] := {252} tii[27,355] := {500} tii[27,356] := {534} tii[27,357] := {172} tii[27,358] := {266} tii[27,359] := {46} tii[27,360] := {101} tii[27,361] := {292} tii[27,362] := {132} tii[27,363] := {319} tii[27,364] := {107} tii[27,365] := {19} tii[27,366] := {287} tii[27,367] := {333} tii[27,368] := {340} tii[27,369] := {165} tii[27,370] := {483} tii[27,371] := {460} tii[27,372] := {308} tii[27,373] := {157} tii[27,374] := {229} tii[27,375] := {547} tii[27,376] := {464} tii[27,377] := {80} tii[27,378] := {146} tii[27,379] := {315} tii[27,380] := {179} tii[27,381] := {382} tii[27,382] := {288} tii[27,383] := {330} tii[27,384] := {9} tii[27,385] := {448} tii[27,386] := {508} tii[27,387] := {54} tii[27,388] := {404} tii[27,389] := {233} tii[27,390] := {419} tii[27,391] := {127} tii[27,392] := {372} tii[27,393] := {242} tii[27,394] := {490} tii[27,395] := {234} tii[27,396] := {267} tii[27,397] := {406} tii[27,398] := {473} tii[27,399] := {96} tii[27,400] := {305} tii[27,401] := {324} tii[27,402] := {244} tii[27,403] := {451} tii[27,404] := {69} tii[27,405] := {278} tii[27,406] := {25} tii[27,407] := {544} tii[27,408] := {261} tii[27,409] := {175} tii[27,410] := {131} tii[27,411] := {368} tii[27,412] := {467} tii[27,413] := {353} tii[27,414] := {208} tii[27,415] := {139} tii[27,416] := {507} tii[27,417] := {358} tii[27,418] := {431} tii[27,419] := {118} tii[27,420] := {78} tii[27,421] := {150} tii[27,422] := {215} tii[27,423] := {394} tii[27,424] := {114} tii[27,425] := {501} tii[27,426] := {123} tii[27,427] := {199} tii[27,428] := {432} tii[27,429] := {345} tii[27,430] := {186} tii[27,431] := {293} tii[27,432] := {84} tii[27,433] := {248} tii[27,434] := {378} tii[27,435] := {301} tii[27,436] := {218} tii[27,437] := {316} tii[27,438] := {504} tii[27,439] := {126} tii[27,440] := {81} tii[27,441] := {257} tii[27,442] := {296} tii[27,443] := {245} tii[27,444] := {427} tii[27,445] := {304} tii[27,446] := {381} tii[27,447] := {145} tii[27,448] := {323} tii[27,449] := {34} tii[27,450] := {58} tii[27,451] := {15} tii[27,452] := {33} tii[27,453] := {6} tii[27,454] := {17} tii[27,455] := {75} tii[27,456] := {112} tii[27,457] := {47} tii[27,458] := {102} tii[27,459] := {184} tii[27,460] := {42} tii[27,461] := {343} tii[27,462] := {20} tii[27,463] := {159} tii[27,464] := {147} tii[27,465] := {35} tii[27,466] := {91} tii[27,467] := {385} tii[27,468] := {10} tii[27,469] := {36} tii[27,470] := {236} tii[27,471] := {291} tii[27,472] := {27} tii[27,473] := {3} tii[27,474] := {31} tii[27,475] := {141} tii[27,476] := {326} tii[27,477] := {109} tii[27,478] := {100} tii[27,479] := {317} tii[27,480] := {51} tii[27,481] := {181} tii[27,482] := {269} tii[27,483] := {57} tii[27,484] := {192} tii[27,485] := {168} tii[27,486] := {122} tii[27,487] := {206} tii[27,488] := {276} tii[27,489] := {45} tii[27,490] := {7} tii[27,491] := {444} tii[27,492] := {62} tii[27,493] := {173} tii[27,494] := {400} tii[27,495] := {351} tii[27,496] := {28} tii[27,497] := {65} tii[27,498] := {259} tii[27,499] := {475} tii[27,500] := {29} tii[27,501] := {2} tii[27,502] := {60} tii[27,503] := {12} tii[27,504] := {429} tii[27,505] := {59} tii[27,506] := {356} tii[27,507] := {160} tii[27,508] := {38} tii[27,509] := {83} tii[27,510] := {148} tii[27,511] := {371} tii[27,512] := {314} tii[27,513] := {529} tii[27,514] := {125} tii[27,515] := {237} tii[27,516] := {87} tii[27,517] := {8} tii[27,518] := {152} tii[27,519] := {95} tii[27,520] := {30} tii[27,521] := {472} tii[27,522] := {94} tii[27,523] := {247} tii[27,524] := {327} tii[27,525] := {303} tii[27,526] := {258} tii[27,527] := {24} tii[27,528] := {138} tii[27,529] := {137} tii[27,530] := {428} tii[27,531] := {21} tii[27,532] := {98} tii[27,533] := {11} tii[27,534] := {37} tii[27,535] := {4} tii[27,536] := {32} tii[27,537] := {108} tii[27,538] := {420} tii[27,539] := {50} tii[27,540] := {99} tii[27,541] := {174} tii[27,542] := {180} tii[27,543] := {357} tii[27,544] := {268} tii[27,545] := {56} tii[27,546] := {13} tii[27,547] := {191} tii[27,548] := {49} tii[27,549] := {198} tii[27,550] := {5} tii[27,551] := {93} tii[27,552] := {190} tii[27,553] := {377} tii[27,554] := {55} tii[27,555] := {16} tii[27,556] := {1} tii[27,557] := {82} tii[27,558] := {246} tii[27,559] := {14} tii[27,560] := {0} cell#103 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {104} tii[40,2] := {162} tii[40,3] := {186} tii[40,4] := {202} tii[40,5] := {130} tii[40,6] := {52} tii[40,7] := {180} tii[40,8] := {93} tii[40,9] := {197} tii[40,10] := {114} tii[40,11] := {211} tii[40,12] := {153} tii[40,13] := {107} tii[40,14] := {194} tii[40,15] := {144} tii[40,16] := {91} tii[40,17] := {206} tii[40,18] := {160} tii[40,19] := {127} tii[40,20] := {216} tii[40,21] := {171} tii[40,22] := {205} tii[40,23] := {151} tii[40,24] := {164} tii[40,25] := {182} tii[40,26] := {213} tii[40,27] := {152} tii[40,28] := {185} tii[40,29] := {192} tii[40,30] := {219} tii[40,31] := {212} tii[40,32] := {204} tii[40,33] := {218} tii[40,34] := {209} tii[40,35] := {208} tii[40,36] := {221} tii[40,37] := {220} tii[40,38] := {217} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {29} tii[40,42] := {65} tii[40,43] := {88} tii[40,44] := {27} tii[40,45] := {54} tii[40,46] := {15} tii[40,47] := {64} tii[40,48] := {94} tii[40,49] := {26} tii[40,50] := {87} tii[40,51] := {115} tii[40,52] := {78} tii[40,53] := {50} tii[40,54] := {55} tii[40,55] := {119} tii[40,56] := {92} tii[40,57] := {40} tii[40,58] := {73} tii[40,59] := {36} tii[40,60] := {112} tii[40,61] := {136} tii[40,62] := {70} tii[40,63] := {76} tii[40,64] := {89} tii[40,65] := {142} tii[40,66] := {118} tii[40,67] := {126} tii[40,68] := {77} tii[40,69] := {156} tii[40,70] := {135} tii[40,71] := {122} tii[40,72] := {140} tii[40,73] := {173} tii[40,74] := {154} tii[40,75] := {155} tii[40,76] := {172} tii[40,77] := {81} tii[40,78] := {35} tii[40,79] := {121} tii[40,80] := {49} tii[40,81] := {139} tii[40,82] := {109} tii[40,83] := {79} tii[40,84] := {84} tii[40,85] := {14} tii[40,86] := {145} tii[40,87] := {120} tii[40,88] := {63} tii[40,89] := {60} tii[40,90] := {103} tii[40,91] := {25} tii[40,92] := {161} tii[40,93] := {138} tii[40,94] := {99} tii[40,95] := {105} tii[40,96] := {32} tii[40,97] := {165} tii[40,98] := {116} tii[40,99] := {41} tii[40,100] := {143} tii[40,101] := {47} tii[40,102] := {17} tii[40,103] := {106} tii[40,104] := {149} tii[40,105] := {71} tii[40,106] := {176} tii[40,107] := {158} tii[40,108] := {146} tii[40,109] := {62} tii[40,110] := {163} tii[40,111] := {68} tii[40,112] := {188} tii[40,113] := {53} tii[40,114] := {174} tii[40,115] := {101} tii[40,116] := {175} tii[40,117] := {113} tii[40,118] := {187} tii[40,119] := {133} tii[40,120] := {110} tii[40,121] := {167} tii[40,122] := {129} tii[40,123] := {85} tii[40,124] := {179} tii[40,125] := {131} tii[40,126] := {141} tii[40,127] := {82} tii[40,128] := {183} tii[40,129] := {166} tii[40,130] := {132} tii[40,131] := {170} tii[40,132] := {102} tii[40,133] := {59} tii[40,134] := {193} tii[40,135] := {169} tii[40,136] := {178} tii[40,137] := {117} tii[40,138] := {181} tii[40,139] := {124} tii[40,140] := {66} tii[40,141] := {199} tii[40,142] := {189} tii[40,143] := {108} tii[40,144] := {150} tii[40,145] := {190} tii[40,146] := {159} tii[40,147] := {83} tii[40,148] := {198} tii[40,149] := {196} tii[40,150] := {203} tii[40,151] := {184} tii[40,152] := {195} tii[40,153] := {168} tii[40,154] := {210} tii[40,155] := {201} tii[40,156] := {200} tii[40,157] := {207} tii[40,158] := {191} tii[40,159] := {215} tii[40,160] := {214} tii[40,161] := {3} tii[40,162] := {10} tii[40,163] := {13} tii[40,164] := {24} tii[40,165] := {5} tii[40,166] := {44} tii[40,167] := {2} tii[40,168] := {9} tii[40,169] := {11} tii[40,170] := {34} tii[40,171] := {20} tii[40,172] := {23} tii[40,173] := {45} tii[40,174] := {48} tii[40,175] := {18} tii[40,176] := {4} tii[40,177] := {39} tii[40,178] := {7} tii[40,179] := {43} tii[40,180] := {69} tii[40,181] := {28} tii[40,182] := {72} tii[40,183] := {86} tii[40,184] := {30} tii[40,185] := {46} tii[40,186] := {16} tii[40,187] := {61} tii[40,188] := {67} tii[40,189] := {96} tii[40,190] := {100} tii[40,191] := {51} tii[40,192] := {21} tii[40,193] := {111} tii[40,194] := {31} tii[40,195] := {95} tii[40,196] := {134} tii[40,197] := {58} tii[40,198] := {75} tii[40,199] := {38} tii[40,200] := {19} tii[40,201] := {98} tii[40,202] := {56} tii[40,203] := {74} tii[40,204] := {37} tii[40,205] := {90} tii[40,206] := {6} tii[40,207] := {125} tii[40,208] := {97} tii[40,209] := {42} tii[40,210] := {80} tii[40,211] := {128} tii[40,212] := {137} tii[40,213] := {57} tii[40,214] := {22} tii[40,215] := {123} tii[40,216] := {33} tii[40,217] := {157} tii[40,218] := {148} tii[40,219] := {147} tii[40,220] := {177} tii[40,221] := {1} tii[40,222] := {0} tii[40,223] := {8} tii[40,224] := {12} cell#104 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1167} tii[38,2] := {846, 1343} tii[38,3] := {950, 1394} tii[38,4] := {427, 1449} tii[38,5] := {1277} tii[38,6] := {1121} tii[38,7] := {383, 800, 1341, 1573} tii[38,8] := {703, 1426} tii[38,9] := {783, 1202} tii[38,10] := {810, 1463} tii[38,11] := {576, 1073, 1460, 1602} tii[38,12] := {754, 1219, 1527, 1609} tii[38,13] := {694, 1448} tii[38,14] := {1372} tii[38,15] := {770, 1425} tii[38,16] := {183, 1066, 1117, 1572} tii[38,17] := {1342} tii[38,18] := {845, 1489} tii[38,19] := {1179} tii[38,20] := {507, 1393} tii[38,21] := {949, 1516} tii[38,22] := {996, 997, 1286, 1514} tii[38,23] := {327, 1297, 1300, 1601} tii[38,24] := {1156, 1157, 1370, 1563} tii[38,25] := {485, 1404, 1408, 1608} tii[38,26] := {1446} tii[38,27] := {379, 1116, 1291, 1571} tii[38,28] := {988, 1537} tii[38,29] := {1488} tii[38,30] := {779, 1515} tii[38,31] := {1078, 1553} tii[38,32] := {1447} tii[38,33] := {569, 915, 1346, 1552} tii[38,34] := {570, 1299, 1458, 1600} tii[38,35] := {1501, 1502} tii[38,36] := {747, 1029, 1445, 1590} tii[38,37] := {748, 1407, 1524, 1607} tii[38,38] := {1115, 1569} tii[38,39] := {1200, 1581} tii[38,40] := {1042, 1580} tii[38,41] := {848, 1296, 1545, 1599} tii[38,42] := {1140, 1141, 1570, 1603} tii[38,43] := {1021, 1406, 1574, 1606} tii[38,44] := {1294, 1598} tii[38,45] := {1242, 1413, 1604, 1605} tii[38,46] := {179} tii[38,47] := {109, 433} tii[38,48] := {772} tii[38,49] := {392, 865} tii[38,50] := {227, 671} tii[38,51] := {368, 825} tii[38,52] := {311, 1375} tii[38,53] := {269} tii[38,54] := {275} tii[38,55] := {276, 660, 1239, 1541} tii[38,56] := {136, 1172} tii[38,57] := {910} tii[38,58] := {137, 559} tii[38,59] := {989} tii[38,60] := {640} tii[38,61] := {455, 1005} tii[38,62] := {283, 446} tii[38,63] := {641, 1079} tii[38,64] := {448, 945, 1389, 1585} tii[38,65] := {58, 298, 923, 1355} tii[38,66] := {299, 809} tii[38,67] := {399, 614} tii[38,68] := {616, 1095, 1475, 1597} tii[38,69] := {97, 420, 1039, 1422} tii[38,70] := {421, 966} tii[38,71] := {375} tii[38,72] := {426, 1279} tii[38,73] := {1043} tii[38,74] := {498, 1238} tii[38,75] := {185, 799, 1118, 1492} tii[38,76] := {497} tii[38,77] := {312, 1169} tii[38,78] := {219, 698} tii[38,79] := {1120} tii[38,80] := {920} tii[38,81] := {919} tii[38,82] := {632} tii[38,83] := {267, 1049} tii[38,84] := {224, 709} tii[38,85] := {61, 531, 868, 1353} tii[38,86] := {584, 1131} tii[38,87] := {509, 1201} tii[38,88] := {710, 711, 1050, 1388} tii[38,89] := {330, 1072, 1301, 1556} tii[38,90] := {409, 946} tii[38,91] := {794} tii[38,92] := {340, 341, 926, 1158} tii[38,93] := {365, 889} tii[38,94] := {102, 681, 978, 1420} tii[38,95] := {890, 891, 1159, 1474} tii[38,96] := {488, 1218, 1409, 1579} tii[38,97] := {546, 1096} tii[38,98] := {314, 839} tii[38,99] := {274, 936, 987, 1428} tii[38,100] := {1237} tii[38,101] := {720, 1248} tii[38,102] := {180, 801, 860, 1348} tii[38,103] := {437, 991} tii[38,104] := {1168} tii[38,105] := {444, 778, 992, 1386} tii[38,106] := {445, 1193, 1197, 1518} tii[38,107] := {639, 1305} tii[38,108] := {530, 1071} tii[38,109] := {241, 962, 971, 1415} tii[38,110] := {605, 1151} tii[38,111] := {240, 695, 732, 1257} tii[38,112] := {1258, 1259} tii[38,113] := {612, 897, 1152, 1473} tii[38,114] := {680, 1217} tii[38,115] := {613, 1320, 1324, 1550} tii[38,116] := {662, 1190} tii[38,117] := {568, 1077, 1288, 1464} tii[38,118] := {773, 1384} tii[38,119] := {434, 958, 1183, 1400} tii[38,120] := {818, 1316} tii[38,121] := {882, 883, 1344, 1478} tii[38,122] := {746, 1223, 1380, 1510} tii[38,123] := {866, 1107, 1453, 1454} tii[38,124] := {377} tii[38,125] := {220, 1284} tii[38,126] := {382} tii[38,127] := {1045} tii[38,128] := {76, 700} tii[38,129] := {782} tii[38,130] := {336, 1133} tii[38,131] := {116, 410, 1056, 1436} tii[38,132] := {389, 574} tii[38,133] := {205, 947} tii[38,134] := {169, 547, 1166, 1487} tii[38,135] := {522, 752} tii[38,136] := {307, 1097} tii[38,137] := {495} tii[38,138] := {554, 1374} tii[38,139] := {316, 1377} tii[38,140] := {630, 1340} tii[38,141] := {1170} tii[38,142] := {431} tii[38,143] := {629} tii[38,144] := {108, 937, 985, 1540} tii[38,145] := {1241} tii[38,146] := {135, 841} tii[38,147] := {428, 1280} tii[38,148] := {1055} tii[38,149] := {228, 1287} tii[38,150] := {863} tii[38,151] := {854, 855, 1175, 1459} tii[38,152] := {1054} tii[38,153] := {774} tii[38,154] := {139, 853} tii[38,155] := {195, 533, 1135, 1499} tii[38,156] := {391, 1306} tii[38,157] := {454, 1250} tii[38,158] := {440, 670} tii[38,159] := {374, 1174} tii[38,160] := {23, 669, 723, 1433} tii[38,161] := {297, 1074} tii[38,162] := {226, 1192, 1195, 1584} tii[38,163] := {149, 308, 1182, 1371} tii[38,164] := {1027, 1028, 1271, 1526} tii[38,165] := {932} tii[38,166] := {258, 1026} tii[38,167] := {262, 683, 1232, 1536} tii[38,168] := {608, 824} tii[38,169] := {459, 460, 1057, 1270} tii[38,170] := {47, 823, 833, 1484} tii[38,171] := {419, 1220} tii[38,172] := {367, 1319, 1322, 1596} tii[38,173] := {557} tii[38,174] := {500, 1240} tii[38,175] := {215, 981} tii[38,176] := {1339} tii[38,177] := {182, 843, 1065, 1491} tii[38,178] := {1003} tii[38,179] := {705} tii[38,180] := {378, 1128} tii[38,181] := {286, 666, 1246, 1544} tii[38,182] := {582, 1349} tii[38,183] := {922} tii[38,184] := {1278} tii[38,185] := {106, 718, 938, 1429} tii[38,186] := {320, 1122} tii[38,187] := {506, 1392} tii[38,188] := {713, 714, 1053, 1390} tii[38,189] := {390, 807} tii[38,190] := {324, 636, 1123, 1457} tii[38,191] := {325, 1075, 1298, 1555} tii[38,192] := {405, 1191} tii[38,193] := {465, 466, 1012, 1226} tii[38,194] := {885} tii[38,195] := {1358, 1359} tii[38,196] := {152, 829, 1093, 1479} tii[38,197] := {478, 1266} tii[38,198] := {371, 820, 1328, 1567} tii[38,199] := {523, 964} tii[38,200] := {199, 536, 1139, 1504} tii[38,201] := {151, 593, 837, 1357} tii[38,202] := {893, 894, 1162, 1476} tii[38,203] := {482, 755, 1267, 1525} tii[38,204] := {542, 1318} tii[38,205] := {483, 1221, 1405, 1578} tii[38,206] := {1046} tii[38,207] := {575, 852, 925, 1304} tii[38,208] := {505, 941} tii[38,209] := {526, 1293} tii[38,210] := {631, 1456} tii[38,211] := {439, 948, 1378, 1517} tii[38,212] := {1146, 1147} tii[38,213] := {474, 954, 1398, 1589} tii[38,214] := {473, 701, 793, 1212} tii[38,215] := {739, 740, 1427, 1529} tii[38,216] := {753, 1025, 1041, 1412} tii[38,217] := {318, 816, 1289, 1467} tii[38,218] := {656, 1091} tii[38,219] := {677, 1402} tii[38,220] := {607, 1099, 1452, 1549} tii[38,221] := {904, 905, 1134, 1332} tii[38,222] := {722, 974, 1508, 1509} tii[38,223] := {627} tii[38,224] := {555, 1376} tii[38,225] := {1282} tii[38,226] := {218, 983} tii[38,227] := {769} tii[38,228] := {494, 1285} tii[38,229] := {583, 1351} tii[38,230] := {59, 808, 867, 1498} tii[38,231] := {1178} tii[38,232] := {913} tii[38,233] := {223, 995} tii[38,234] := {408, 1194} tii[38,235] := {588, 589, 1180, 1369} tii[38,236] := {99, 965, 977, 1535} tii[38,237] := {1061} tii[38,238] := {364, 1155} tii[38,239] := {545, 1321} tii[38,240] := {313, 1113} tii[38,241] := {1424} tii[38,242] := {838} tii[38,243] := {272, 986, 1186, 1539} tii[38,244] := {119, 943, 999, 1543} tii[38,245] := {719, 1431} tii[38,246] := {1373} tii[38,247] := {441, 776, 1244, 1513} tii[38,248] := {990} tii[38,249] := {628, 1347} tii[38,250] := {1247} tii[38,251] := {436, 1243} tii[38,252] := {637, 1462} tii[38,253] := {191, 1070} tii[38,254] := {178, 859, 1067, 1493} tii[38,255] := {442, 1196, 1387, 1583} tii[38,256] := {529, 1295} tii[38,257] := {1438, 1439} tii[38,258] := {609, 895, 1368, 1562} tii[38,259] := {604, 1367} tii[38,260] := {174, 1092, 1101, 1566} tii[38,261] := {1150} tii[38,262] := {67, 811, 871, 1503} tii[38,263] := {728, 729, 1256, 1414} tii[38,264] := {291, 1216} tii[38,265] := {238, 970, 1215, 1530} tii[38,266] := {679, 1403} tii[38,267] := {237, 731, 980, 1437} tii[38,268] := {610, 1323, 1472, 1595} tii[38,269] := {326, 642, 1125, 1461} tii[38,270] := {1283} tii[38,271] := {914} tii[38,272] := {280, 1189} tii[38,273] := {661, 1383} tii[38,274] := {566, 1076, 1450, 1554} tii[38,275] := {771, 1512} tii[38,276] := {875, 876, 1181, 1466} tii[38,277] := {248, 1205, 1208, 1588} tii[38,278] := {247, 513, 984, 1399} tii[38,279] := {1364, 1365} tii[38,280] := {432, 957, 1379, 1520} tii[38,281] := {396, 1315} tii[38,282] := {817, 1470} tii[38,283] := {484, 765, 1269, 1528} tii[38,284] := {879, 880, 1490, 1564} tii[38,285] := {744, 1222, 1507, 1577} tii[38,286] := {1062} tii[38,287] := {1275, 1276} tii[38,288] := {620, 621, 1352, 1482} tii[38,289] := {864, 1106, 1547, 1548} tii[38,290] := {429, 1235} tii[38,291] := {268, 998, 1187, 1542} tii[38,292] := {861, 1496} tii[38,293] := {563, 1345} tii[38,294] := {667, 1385} tii[38,295] := {343, 1100, 1317, 1565} tii[38,296] := {741, 1444} tii[38,297] := {342, 870, 1112, 1500} tii[38,298] := {821, 1471} tii[38,299] := {909, 1551} tii[38,300] := {501, 1382} tii[38,301] := {802, 1455} tii[38,302] := {706, 1198, 1505, 1582} tii[38,303] := {468, 1207, 1396, 1587} tii[38,304] := {1014, 1015, 1538, 1591} tii[38,305] := {467, 787, 1236, 1519} tii[38,306] := {959, 1523} tii[38,307] := {652, 1469} tii[38,308] := {558, 1087, 1451, 1557} tii[38,309] := {886, 1325, 1546, 1594} tii[38,310] := {898, 899, 1497, 1568} tii[38,311] := {1004, 1228, 1575, 1576} tii[38,312] := {939, 1511} tii[38,313] := {697, 1204, 1506, 1586} tii[38,314] := {1089, 1561} tii[38,315] := {1130, 1333, 1592, 1593} tii[38,316] := {56} tii[38,317] := {6, 147} tii[38,318] := {20, 214} tii[38,319] := {112} tii[38,320] := {75, 1048} tii[38,321] := {184} tii[38,322] := {60} tii[38,323] := {508} tii[38,324] := {27, 234} tii[38,325] := {24, 204, 784, 1255} tii[38,326] := {192, 328} tii[38,327] := {30, 100} tii[38,328] := {53, 310} tii[38,329] := {49, 306, 906, 1338} tii[38,330] := {292, 486} tii[38,331] := {273} tii[38,332] := {134, 912} tii[38,333] := {63, 333} tii[38,334] := {638} tii[38,335] := {385} tii[38,336] := {107, 777} tii[38,337] := {4, 296, 645, 1137} tii[38,338] := {115, 443} tii[38,339] := {153, 154, 647, 896} tii[38,340] := {105, 423} tii[38,341] := {518} tii[38,342] := {33, 239} tii[38,343] := {17, 418, 768, 1234} tii[38,344] := {203, 611} tii[38,345] := {190, 567} tii[38,346] := {21, 404, 511, 1009} tii[38,347] := {159, 541} tii[38,348] := {43, 548, 626, 1111} tii[38,349] := {42, 319, 394, 881} tii[38,350] := {290, 745} tii[38,351] := {81, 493, 659, 976} tii[38,352] := {217, 1281} tii[38,353] := {187} tii[38,354] := {317} tii[38,355] := {141, 1176} tii[38,356] := {117} tii[38,357] := {721} tii[38,358] := {118, 407, 1007, 1434} tii[38,359] := {37, 338} tii[38,360] := {323, 534} tii[38,361] := {83, 210, 1059, 1272} tii[38,362] := {65, 170} tii[38,363] := {172, 544, 1109, 1485} tii[38,364] := {74, 425} tii[38,365] := {481, 684} tii[38,366] := {380} tii[38,367] := {216, 1047} tii[38,368] := {381, 1119} tii[38,369] := {430} tii[38,370] := {502} tii[38,371] := {181, 916} tii[38,372] := {780} tii[38,373] := {196} tii[38,374] := {197, 528, 1127, 1495} tii[38,375] := {80, 451} tii[38,376] := {862} tii[38,377] := {564} tii[38,378] := {781} tii[38,379] := {78, 1051} tii[38,380] := {26, 406, 726, 1254} tii[38,381] := {140, 571} tii[38,382] := {572, 573, 917, 1302} tii[38,383] := {284, 668} tii[38,384] := {270, 1001} tii[38,385] := {242, 243, 788, 1030} tii[38,386] := {653} tii[38,387] := {124, 263} tii[38,388] := {345, 346, 873, 1103} tii[38,389] := {265, 678, 1225, 1532} tii[38,390] := {133, 549} tii[38,391] := {125, 411, 1011, 1441} tii[38,392] := {40, 344} tii[38,393] := {259, 749} tii[38,394] := {52, 543, 836, 1337} tii[38,395] := {38, 131, 928, 1160} tii[38,396] := {400, 822} tii[38,397] := {742} tii[38,398] := {750, 751, 1031, 1410} tii[38,399] := {387} tii[38,400] := {110, 785} tii[38,401] := {57, 527, 586, 1136} tii[38,402] := {911} tii[38,403] := {447, 708, 786, 1199} tii[38,404] := {222, 707} tii[38,405] := {388, 803} tii[38,406] := {200, 355} tii[38,407] := {357, 813, 1311, 1560} tii[38,408] := {28, 208, 791, 1264} tii[38,409] := {209, 676} tii[38,410] := {160, 161, 650, 907} tii[38,411] := {1017, 1018} tii[38,412] := {95, 685, 692, 1233} tii[38,413] := {520} tii[38,414] := {356, 560, 651, 1088} tii[38,415] := {363, 887} tii[38,416] := {615, 888, 908, 1326} tii[38,417] := {94, 435, 476, 1016} tii[38,418] := {521, 960} tii[38,419] := {96, 232, 524, 762} tii[38,420] := {148, 551, 798, 1108} tii[38,421] := {763, 764, 1006, 1229} tii[38,422] := {556} tii[38,423] := {121, 665, 1000, 1430} tii[38,424] := {144, 578} tii[38,425] := {1002} tii[38,426] := {704} tii[38,427] := {193, 806} tii[38,428] := {376, 1126} tii[38,429] := {177, 819, 1102, 1480} tii[38,430] := {213, 686} tii[38,431] := {462, 463, 1010, 1224} tii[38,432] := {69, 535, 872, 1360} tii[38,433] := {293, 963} tii[38,434] := {86, 461} tii[38,435] := {884} tii[38,436] := {322, 849} tii[38,437] := {1044} tii[38,438] := {329, 644, 850, 1303} tii[38,439] := {113, 663, 725, 1252} tii[38,440] := {633} tii[38,441] := {282, 940} tii[38,442] := {31, 412, 737, 1260} tii[38,443] := {156, 594} tii[38,444] := {595, 596, 927, 1310} tii[38,445] := {251, 953, 1209, 1522} tii[38,446] := {304, 814} tii[38,447] := {1143, 1144} tii[38,448] := {166, 826, 835, 1335} tii[38,449] := {480, 1022} tii[38,450] := {165, 561, 602, 1142} tii[38,451] := {398, 1090} tii[38,452] := {487, 767, 1023, 1411} tii[38,453] := {250, 515, 699, 1211} tii[38,454] := {795} tii[38,455] := {101, 449, 490, 1033} tii[38,456] := {235, 690, 934, 1230} tii[38,457] := {1034, 1035} tii[38,458] := {623, 624, 1132, 1331} tii[38,459] := {386, 1068} tii[38,460] := {354, 1082, 1086, 1468} tii[38,461] := {353, 648, 840, 1308} tii[38,462] := {414, 952} tii[38,463] := {519, 1213} tii[38,464] := {334, 831, 1063, 1330} tii[38,465] := {760, 761, 1249, 1418} tii[38,466] := {277} tii[38,467] := {194} tii[38,468] := {12, 456} tii[38,469] := {122, 260} tii[38,470] := {34, 552} tii[38,471] := {499} tii[38,472] := {315, 1173} tii[38,473] := {142, 1177} tii[38,474] := {634} tii[38,475] := {271, 1052} tii[38,476] := {921} tii[38,477] := {285} tii[38,478] := {36, 580} tii[38,479] := {77, 712} tii[38,480] := {5, 532, 587, 1356} tii[38,481] := {84, 211, 1060, 1273} tii[38,482] := {796} tii[38,483] := {347, 348, 929, 1161} tii[38,484] := {167, 892} tii[38,485] := {198, 369} tii[38,486] := {73, 687} tii[38,487] := {19, 682, 693, 1423} tii[38,488] := {14, 464} tii[38,489] := {504} tii[38,490] := {138, 851} tii[38,491] := {186, 924} tii[38,492] := {22, 458, 664, 1253} tii[38,493] := {64, 305, 931, 1366} tii[38,494] := {287, 472} tii[38,495] := {130, 815} tii[38,496] := {45, 553, 827, 1336} tii[38,497] := {252, 253, 792, 1040} tii[38,498] := {655} tii[38,499] := {257, 1024} tii[38,500] := {44, 361, 562, 1145} tii[38,501] := {168, 337, 657, 903} tii[38,502] := {82, 424, 935, 1231} tii[38,503] := {696} tii[38,504] := {496, 1245} tii[38,505] := {62, 805, 858, 1494} tii[38,506] := {79, 716} tii[38,507] := {331} tii[38,508] := {847} tii[38,509] := {1129} tii[38,510] := {114, 944} tii[38,511] := {591, 592, 1138, 1327} tii[38,512] := {236, 422} tii[38,513] := {1020} tii[38,514] := {104, 961, 969, 1531} tii[38,515] := {132, 828} tii[38,516] := {202, 1094} tii[38,517] := {32, 672, 730, 1440} tii[38,518] := {39, 590} tii[38,519] := {565} tii[38,520] := {775} tii[38,521] := {1171} tii[38,522] := {225, 510, 994, 1391} tii[38,523] := {221, 993} tii[38,524] := {278, 1008} tii[38,525] := {54, 585, 804, 1354} tii[38,526] := {189, 1069} tii[38,527] := {734, 735, 1058, 1397} tii[38,528] := {123, 416, 1013, 1443} tii[38,529] := {1262, 1263} tii[38,530] := {87, 733} tii[38,531] := {349, 540} tii[38,532] := {207, 955} tii[38,533] := {359, 360, 878, 1110} tii[38,534] := {933} tii[38,535] := {7, 537, 600, 1361} tii[38,536] := {158, 1081, 1084, 1559} tii[38,537] := {90, 691, 967, 1421} tii[38,538] := {743} tii[38,539] := {362, 1153} tii[38,540] := {366, 625, 1154, 1477} tii[38,541] := {89, 475, 702, 1261} tii[38,542] := {289, 1214} tii[38,543] := {157, 393, 842, 1313} tii[38,544] := {1164, 1165} tii[38,545] := {46, 372, 577, 1163} tii[38,546] := {145, 550, 1064, 1334} tii[38,547] := {261, 457, 756, 975} tii[38,548] := {491, 492, 1251, 1417} tii[38,549] := {635} tii[38,550] := {279, 1188} tii[38,551] := {598, 599, 930, 1312} tii[38,552] := {288, 675} tii[38,553] := {246, 956, 1206, 1521} tii[38,554] := {300, 1080} tii[38,555] := {797} tii[38,556] := {395, 1314} tii[38,557] := {245, 512, 982, 1395} tii[38,558] := {1037, 1038} tii[38,559] := {370, 581, 658, 1105} tii[38,560] := {230, 688, 1184, 1416} tii[38,561] := {618, 619, 1350, 1483} tii[38,562] := {143, 856} tii[38,563] := {212, 968} tii[38,564] := {85, 727} tii[38,565] := {321, 1124} tii[38,566] := {111, 724, 942, 1435} tii[38,567] := {29, 673, 736, 1442} tii[38,568] := {155, 874} tii[38,569] := {303, 1083} tii[38,570] := {479, 1268} tii[38,571] := {163, 834, 1098, 1486} tii[38,572] := {162, 601, 844, 1363} tii[38,573] := {233, 689, 1185, 1419} tii[38,574] := {98, 489, 715, 1274} tii[38,575] := {384, 1292} tii[38,576] := {350, 646, 1114, 1465} tii[38,577] := {351, 1085, 1309, 1558} tii[38,578] := {126, 951} tii[38,579] := {413, 1203} tii[38,580] := {517, 1401} tii[38,581] := {332, 830, 1290, 1481} tii[38,582] := {173, 401, 857, 1329} tii[38,583] := {757, 758, 1432, 1534} tii[38,584] := {538, 1307} tii[38,585] := {450, 972, 1381, 1533} tii[38,586] := {25} tii[38,587] := {9, 50} tii[38,588] := {2, 93} tii[38,589] := {120} tii[38,590] := {35, 918} tii[38,591] := {68, 175} tii[38,592] := {13, 72, 790, 1032} tii[38,593] := {281} tii[38,594] := {55, 643} tii[38,595] := {11, 164} tii[38,596] := {8, 129, 649, 1149} tii[38,597] := {127, 249} tii[38,598] := {91, 92, 514, 766} tii[38,599] := {397} tii[38,600] := {48, 146, 402, 622} tii[38,601] := {71, 352} tii[38,602] := {0, 206, 516, 1019} tii[38,603] := {16, 231, 295, 759} tii[38,604] := {229} tii[38,605] := {150, 309} tii[38,606] := {438} tii[38,607] := {188, 869} tii[38,608] := {66, 302, 877, 1362} tii[38,609] := {15, 254} tii[38,610] := {244, 417} tii[38,611] := {255, 256, 738, 979} tii[38,612] := {606} tii[38,613] := {171, 339, 617, 832} tii[38,614] := {503} tii[38,615] := {470, 471, 789, 1210} tii[38,616] := {10, 301, 603, 1148} tii[38,617] := {201, 539} tii[38,618] := {88, 469} tii[38,619] := {654} tii[38,620] := {264, 452, 525, 973} tii[38,621] := {51, 335, 373, 900} tii[38,622] := {901, 902} tii[38,623] := {128, 674} tii[38,624] := {176, 403, 579, 1104} tii[38,625] := {3, 358} tii[38,626] := {41, 597} tii[38,627] := {1, 415, 477, 1265} tii[38,628] := {18, 266, 453, 1036} tii[38,629] := {70, 812} tii[38,630] := {103, 294, 717, 1227} cell#105 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {475} tii[27,2] := {511} tii[27,3] := {544} tii[27,4] := {393} tii[27,5] := {266} tii[27,6] := {444} tii[27,7] := {557} tii[27,8] := {559} tii[27,9] := {473} tii[27,10] := {500} tii[27,11] := {418} tii[27,12] := {531} tii[27,13] := {461} tii[27,14] := {549} tii[27,15] := {542} tii[27,16] := {552} tii[27,17] := {148} tii[27,18] := {437} tii[27,19] := {481} tii[27,20] := {321} tii[27,21] := {263} tii[27,22] := {325} tii[27,23] := {135} tii[27,24] := {505} tii[27,25] := {394} tii[27,26] := {300} tii[27,27] := {157} tii[27,28] := {445} tii[27,29] := {151} tii[27,30] := {242} tii[27,31] := {545} tii[27,32] := {459} tii[27,33] := {213} tii[27,34] := {308} tii[27,35] := {555} tii[27,36] := {495} tii[27,37] := {436} tii[27,38] := {467} tii[27,39] := {396} tii[27,40] := {258} tii[27,41] := {336} tii[27,42] := {509} tii[27,43] := {368} tii[27,44] := {451} tii[27,45] := {324} tii[27,46] := {388} tii[27,47] := {538} tii[27,48] := {499} tii[27,49] := {527} tii[27,50] := {469} tii[27,51] := {200} tii[27,52] := {374} tii[27,53] := {319} tii[27,54] := {376} tii[27,55] := {529} tii[27,56] := {92} tii[27,57] := {235} tii[27,58] := {343} tii[27,59] := {209} tii[27,60] := {259} tii[27,61] := {401} tii[27,62] := {553} tii[27,63] := {243} tii[27,64] := {494} tii[27,65] := {107} tii[27,66] := {188} tii[27,67] := {351} tii[27,68] := {402} tii[27,69] := {322} tii[27,70] := {558} tii[27,71] := {523} tii[27,72] := {161} tii[27,73] := {252} tii[27,74] := {409} tii[27,75] := {289} tii[27,76] := {506} tii[27,77] := {392} tii[27,78] := {443} tii[27,79] := {158} tii[27,80] := {345} tii[27,81] := {477} tii[27,82] := {52} tii[27,83] := {428} tii[27,84] := {344} tii[27,85] := {316} tii[27,86] := {281} tii[27,87] := {546} tii[27,88] := {399} tii[27,89] := {478} tii[27,90] := {404} tii[27,91] := {458} tii[27,92] := {516} tii[27,93] := {88} tii[27,94] := {375} tii[27,95] := {407} tii[27,96] := {313} tii[27,97] := {338} tii[27,98] := {452} tii[27,99] := {556} tii[27,100] := {517} tii[27,101] := {205} tii[27,102] := {440} tii[27,103] := {533} tii[27,104] := {465} tii[27,105] := {273} tii[27,106] := {170} tii[27,107] := {514} tii[27,108] := {485} tii[27,109] := {502} tii[27,110] := {429} tii[27,111] := {551} tii[27,112] := {540} tii[27,113] := {134} tii[27,114] := {299} tii[27,115] := {522} tii[27,116] := {150} tii[27,117] := {241} tii[27,118] := {541} tii[27,119] := {212} tii[27,120] := {307} tii[27,121] := {435} tii[27,122] := {181} tii[27,123] := {352} tii[27,124] := {236} tii[27,125] := {530} tii[27,126] := {370} tii[27,127] := {508} tii[27,128] := {395} tii[27,129] := {335} tii[27,130] := {466} tii[27,131] := {123} tii[27,132] := {295} tii[27,133] := {303} tii[27,134] := {521} tii[27,135] := {421} tii[27,136] := {537} tii[27,137] := {450} tii[27,138] := {367} tii[27,139] := {387} tii[27,140] := {548} tii[27,141] := {174} tii[27,142] := {359} tii[27,143] := {152} tii[27,144] := {346} tii[27,145] := {317} tii[27,146] := {479} tii[27,147] := {498} tii[27,148] := {554} tii[27,149] := {277} tii[27,150] := {447} tii[27,151] := {214} tii[27,152] := {405} tii[27,153] := {526} tii[27,154] := {468} tii[27,155] := {377} tii[27,156] := {518} tii[27,157] := {328} tii[27,158] := {491} tii[27,159] := {438} tii[27,160] := {385} tii[27,161] := {486} tii[27,162] := {415} tii[27,163] := {432} tii[27,164] := {524} tii[27,165] := {427} tii[27,166] := {380} tii[27,167] := {512} tii[27,168] := {543} tii[27,169] := {501} tii[27,170] := {470} tii[27,171] := {528} tii[27,172] := {525} tii[27,173] := {104} tii[27,174] := {267} tii[27,175] := {206} tii[27,176] := {41} tii[27,177] := {271} tii[27,178] := {77} tii[27,179] := {68} tii[27,180] := {42} tii[27,181] := {210} tii[27,182] := {84} tii[27,183] := {371} tii[27,184] := {155} tii[27,185] := {26} tii[27,186] := {78} tii[27,187] := {129} tii[27,188] := {422} tii[27,189] := {217} tii[27,190] := {262} tii[27,191] := {190} tii[27,192] := {327} tii[27,193] := {223} tii[27,194] := {142} tii[27,195] := {254} tii[27,196] := {312} tii[27,197] := {183} tii[27,198] := {69} tii[27,199] := {354} tii[27,200] := {202} tii[27,201] := {297} tii[27,202] := {118} tii[27,203] := {269} tii[27,204] := {361} tii[27,205] := {234} tii[27,206] := {93} tii[27,207] := {474} tii[27,208] := {106} tii[27,209] := {400} tii[27,210] := {108} tii[27,211] := {290} tii[27,212] := {111} tii[27,213] := {244} tii[27,214] := {419} tii[27,215] := {439} tii[27,216] := {30} tii[27,217] := {60} tii[27,218] := {532} tii[27,219] := {189} tii[27,220] := {350} tii[27,221] := {171} tii[27,222] := {80} tii[27,223] := {162} tii[27,224] := {356} tii[27,225] := {166} tii[27,226] := {462} tii[27,227] := {416} tii[27,228] := {487} tii[27,229] := {55} tii[27,230] := {38} tii[27,231] := {99} tii[27,232] := {408} tii[27,233] := {227} tii[27,234] := {550} tii[27,235] := {253} tii[27,236] := {74} tii[27,237] := {154} tii[27,238] := {397} tii[27,239] := {510} tii[27,240] := {372} tii[27,241] := {229} tii[27,242] := {294} tii[27,243] := {203} tii[27,244] := {211} tii[27,245] := {40} tii[27,246] := {218} tii[27,247] := {117} tii[27,248] := {122} tii[27,249] := {484} tii[27,250] := {178} tii[27,251] := {449} tii[27,252] := {257} tii[27,253] := {363} tii[27,254] := {539} tii[27,255] := {423} tii[27,256] := {287} tii[27,257] := {332} tii[27,258] := {270} tii[27,259] := {159} tii[27,260] := {520} tii[27,261] := {342} tii[27,262] := {379} tii[27,263] := {182} tii[27,264] := {95} tii[27,265] := {353} tii[27,266] := {476} tii[27,267] := {237} tii[27,268] := {296} tii[27,269] := {51} tii[27,270] := {65} tii[27,271] := {145} tii[27,272] := {304} tii[27,273] := {360} tii[27,274] := {457} tii[27,275] := {515} tii[27,276] := {87} tii[27,277] := {204} tii[27,278] := {349} tii[27,279] := {187} tii[27,280] := {347} tii[27,281] := {480} tii[27,282] := {283} tii[27,283] := {72} tii[27,284] := {103} tii[27,285] := {194} tii[27,286] := {272} tii[27,287] := {315} tii[27,288] := {411} tii[27,289] := {534} tii[27,290] := {425} tii[27,291] := {169} tii[27,292] := {406} tii[27,293] := {115} tii[27,294] := {250} tii[27,295] := {448} tii[27,296] := {232} tii[27,297] := {519} tii[27,298] := {340} tii[27,299] := {219} tii[27,300] := {265} tii[27,301] := {366} tii[27,302] := {492} tii[27,303] := {391} tii[27,304] := {384} tii[27,305] := {221} tii[27,306] := {285} tii[27,307] := {483} tii[27,308] := {431} tii[27,309] := {504} tii[27,310] := {434} tii[27,311] := {105} tii[27,312] := {165} tii[27,313] := {58} tii[27,314] := {149} tii[27,315] := {224} tii[27,316] := {460} tii[27,317] := {71} tii[27,318] := {33} tii[27,319] := {139} tii[27,320] := {191} tii[27,321] := {280} tii[27,322] := {120} tii[27,323] := {114} tii[27,324] := {496} tii[27,325] := {18} tii[27,326] := {61} tii[27,327] := {216} tii[27,328] := {198} tii[27,329] := {260} tii[27,330] := {420} tii[27,331] := {44} tii[27,332] := {239} tii[27,333] := {176} tii[27,334] := {382} tii[27,335] := {268} tii[27,336] := {323} tii[27,337] := {309} tii[27,338] := {201} tii[27,339] := {463} tii[27,340] := {76} tii[27,341] := {233} tii[27,342] := {19} tii[27,343] := {130} tii[27,344] := {288} tii[27,345] := {112} tii[27,346] := {424} tii[27,347] := {133} tii[27,348] := {507} tii[27,349] := {184} tii[27,350] := {59} tii[27,351] := {298} tii[27,352] := {185} tii[27,353] := {83} tii[27,354] := {240} tii[27,355] := {493} tii[27,356] := {536} tii[27,357] := {146} tii[27,358] := {251} tii[27,359] := {37} tii[27,360] := {98} tii[27,361] := {248} tii[27,362] := {128} tii[27,363] := {306} tii[27,364] := {109} tii[27,365] := {31} tii[27,366] := {261} tii[27,367] := {291} tii[27,368] := {293} tii[27,369] := {228} tii[27,370] := {441} tii[27,371] := {442} tii[27,372] := {292} tii[27,373] := {137} tii[27,374] := {199} tii[27,375] := {547} tii[27,376] := {464} tii[27,377] := {66} tii[27,378] := {140} tii[27,379] := {302} tii[27,380] := {163} tii[27,381] := {362} tii[27,382] := {256} tii[27,383] := {326} tii[27,384] := {13} tii[27,385] := {417} tii[27,386] := {488} tii[27,387] := {56} tii[27,388] := {357} tii[27,389] := {222} tii[27,390] := {403} tii[27,391] := {177} tii[27,392] := {358} tii[27,393] := {286} tii[27,394] := {489} tii[27,395] := {195} tii[27,396] := {274} tii[27,397] := {373} tii[27,398] := {455} tii[27,399] := {86} tii[27,400] := {341} tii[27,401] := {310} tii[27,402] := {207} tii[27,403] := {456} tii[27,404] := {73} tii[27,405] := {334} tii[27,406] := {28} tii[27,407] := {535} tii[27,408] := {276} tii[27,409] := {230} tii[27,410] := {116} tii[27,411] := {355} tii[27,412] := {446} tii[27,413] := {386} tii[27,414] := {220} tii[27,415] := {126} tii[27,416] := {490} tii[27,417] := {389} tii[27,418] := {472} tii[27,419] := {94} tii[27,420] := {64} tii[27,421] := {144} tii[27,422] := {186} tii[27,423] := {348} tii[27,424] := {282} tii[27,425] := {497} tii[27,426] := {102} tii[27,427] := {193} tii[27,428] := {410} tii[27,429] := {314} tii[27,430] := {339} tii[27,431] := {249} tii[27,432] := {231} tii[27,433] := {390} tii[27,434] := {365} tii[27,435] := {264} tii[27,436] := {383} tii[27,437] := {330} tii[27,438] := {482} tii[27,439] := {284} tii[27,440] := {81} tii[27,441] := {245} tii[27,442] := {430} tii[27,443] := {225} tii[27,444] := {412} tii[27,445] := {433} tii[27,446] := {503} tii[27,447] := {337} tii[27,448] := {471} tii[27,449] := {21} tii[27,450] := {45} tii[27,451] := {8} tii[27,452] := {24} tii[27,453] := {4} tii[27,454] := {36} tii[27,455] := {70} tii[27,456] := {124} tii[27,457] := {48} tii[27,458] := {119} tii[27,459] := {175} tii[27,460] := {53} tii[27,461] := {318} tii[27,462] := {22} tii[27,463] := {153} tii[27,464] := {160} tii[27,465] := {25} tii[27,466] := {89} tii[27,467] := {378} tii[27,468] := {14} tii[27,469] := {46} tii[27,470] := {215} tii[27,471] := {278} tii[27,472] := {29} tii[27,473] := {5} tii[27,474] := {63} tii[27,475] := {127} tii[27,476] := {329} tii[27,477] := {110} tii[27,478] := {113} tii[27,479] := {331} tii[27,480] := {50} tii[27,481] := {164} tii[27,482] := {275} tii[27,483] := {100} tii[27,484] := {173} tii[27,485] := {136} tii[27,486] := {101} tii[27,487] := {197} tii[27,488] := {238} tii[27,489] := {34} tii[27,490] := {15} tii[27,491] := {398} tii[27,492] := {47} tii[27,493] := {147} tii[27,494] := {369} tii[27,495] := {305} tii[27,496] := {20} tii[27,497] := {62} tii[27,498] := {247} tii[27,499] := {453} tii[27,500] := {32} tii[27,501] := {3} tii[27,502] := {54} tii[27,503] := {9} tii[27,504] := {414} tii[27,505] := {91} tii[27,506] := {320} tii[27,507] := {138} tii[27,508] := {43} tii[27,509] := {67} tii[27,510] := {141} tii[27,511] := {381} tii[27,512] := {301} tii[27,513] := {513} tii[27,514] := {121} tii[27,515] := {196} tii[27,516] := {75} tii[27,517] := {12} tii[27,518] := {167} tii[27,519] := {85} tii[27,520] := {23} tii[27,521] := {454} tii[27,522] := {132} tii[27,523] := {208} tii[27,524] := {311} tii[27,525] := {279} tii[27,526] := {246} tii[27,527] := {27} tii[27,528] := {125} tii[27,529] := {180} tii[27,530] := {413} tii[27,531] := {17} tii[27,532] := {79} tii[27,533] := {7} tii[27,534] := {35} tii[27,535] := {2} tii[27,536] := {57} tii[27,537] := {96} tii[27,538] := {426} tii[27,539] := {39} tii[27,540] := {97} tii[27,541] := {168} tii[27,542] := {143} tii[27,543] := {333} tii[27,544] := {255} tii[27,545] := {90} tii[27,546] := {10} tii[27,547] := {156} tii[27,548] := {49} tii[27,549] := {192} tii[27,550] := {6} tii[27,551] := {131} tii[27,552] := {172} tii[27,553] := {364} tii[27,554] := {179} tii[27,555] := {11} tii[27,556] := {0} tii[27,557] := {82} tii[27,558] := {226} tii[27,559] := {16} tii[27,560] := {1} cell#106 , |C| = 630 special orbit = [5, 5, 3, 2, 2] special rep = [[2, 1, 1], [3, 1]] , dim = 630 cell rep = phi[[2, 1, 1],[3, 1]] TII depth = 5 TII multiplicity polynomial = 630*X TII subcells: tii[26,1] := {628} tii[26,2] := {629} tii[26,3] := {611} tii[26,4] := {515} tii[26,5] := {619} tii[26,6] := {613} tii[26,7] := {559} tii[26,8] := {618} tii[26,9] := {621} tii[26,10] := {188} tii[26,11] := {233} tii[26,12] := {384} tii[26,13] := {624} tii[26,14] := {248} tii[26,15] := {205} tii[26,16] := {626} tii[26,17] := {562} tii[26,18] := {296} tii[26,19] := {488} tii[26,20] := {550} tii[26,21] := {383} tii[26,22] := {612} tii[26,23] := {316} tii[26,24] := {332} tii[26,25] := {561} tii[26,26] := {398} tii[26,27] := {620} tii[26,28] := {363} tii[26,29] := {394} tii[26,30] := {487} tii[26,31] := {478} tii[26,32] := {549} tii[26,33] := {589} tii[26,34] := {381} tii[26,35] := {400} tii[26,36] := {603} tii[26,37] := {429} tii[26,38] := {558} tii[26,39] := {453} tii[26,40] := {485} tii[26,41] := {523} tii[26,42] := {547} tii[26,43] := {577} tii[26,44] := {482} tii[26,45] := {544} tii[26,46] := {187} tii[26,47] := {450} tii[26,48] := {232} tii[26,49] := {149} tii[26,50] := {596} tii[26,51] := {538} tii[26,52] := {587} tii[26,53] := {312} tii[26,54] := {506} tii[26,55] := {247} tii[26,56] := {588} tii[26,57] := {461} tii[26,58] := {264} tii[26,59] := {104} tii[26,60] := {512} tii[26,61] := {615} tii[26,62] := {514} tii[26,63] := {295} tii[26,64] := {324} tii[26,65] := {423} tii[26,66] := {574} tii[26,67] := {601} tii[26,68] := {568} tii[26,69] := {414} tii[26,70] := {497} tii[26,71] := {610} tii[26,72] := {552} tii[26,73] := {553} tii[26,74] := {311} tii[26,75] := {625} tii[26,76] := {148} tii[26,77] := {399} tii[26,78] := {591} tii[26,79] := {195} tii[26,80] := {464} tii[26,81] := {361} tii[26,82] := {575} tii[26,83] := {513} tii[26,84] := {385} tii[26,85] := {422} tii[26,86] := {600} tii[26,87] := {616} tii[26,88] := {281} tii[26,89] := {469} tii[26,90] := {496} tii[26,91] := {623} tii[26,92] := {193} tii[26,93] := {617} tii[26,94] := {334} tii[26,95] := {539} tii[26,96] := {421} tii[26,97] := {279} tii[26,98] := {627} tii[26,99] := {495} tii[26,100] := {315} tii[26,101] := {382} tii[26,102] := {362} tii[26,103] := {331} tii[26,104] := {560} tii[26,105] := {393} tii[26,106] := {486} tii[26,107] := {477} tii[26,108] := {548} tii[26,109] := {447} tii[26,110] := {590} tii[26,111] := {380} tii[26,112] := {593} tii[26,113] := {517} tii[26,114] := {265} tii[26,115] := {508} tii[26,116] := {428} tii[26,117] := {557} tii[26,118] := {452} tii[26,119] := {484} tii[26,120] := {602} tii[26,121] := {325} tii[26,122] := {535} tii[26,123] := {564} tii[26,124] := {522} tii[26,125] := {546} tii[26,126] := {415} tii[26,127] := {584} tii[26,128] := {322} tii[26,129] := {388} tii[26,130] := {571} tii[26,131] := {466} tii[26,132] := {576} tii[26,133] := {481} tii[26,134] := {412} tii[26,135] := {472} tii[26,136] := {607} tii[26,137] := {543} tii[26,138] := {446} tii[26,139] := {489} tii[26,140] := {592} tii[26,141] := {507} tii[26,142] := {534} tii[26,143] := {583} tii[26,144] := {563} tii[26,145] := {454} tii[26,146] := {570} tii[26,147] := {604} tii[26,148] := {533} tii[26,149] := {606} tii[26,150] := {582} tii[26,151] := {524} tii[26,152] := {569} tii[26,153] := {605} tii[26,154] := {17} tii[26,155] := {85} tii[26,156] := {48} tii[26,157] := {81} tii[26,158] := {21} tii[26,159] := {313} tii[26,160] := {24} tii[26,161] := {105} tii[26,162] := {150} tii[26,163] := {516} tii[26,164] := {57} tii[26,165] := {424} tii[26,166] := {227} tii[26,167] := {51} tii[26,168] := {92} tii[26,169] := {498} tii[26,170] := {284} tii[26,171] := {39} tii[26,172] := {246} tii[26,173] := {146} tii[26,174] := {65} tii[26,175] := {198} tii[26,176] := {463} tii[26,177] := {204} tii[26,178] := {88} tii[26,179] := {257} tii[26,180] := {358} tii[26,181] := {112} tii[26,182] := {154} tii[26,183] := {240} tii[26,184] := {133} tii[26,185] := {349} tii[26,186] := {438} tii[26,187] := {127} tii[26,188] := {402} tii[26,189] := {254} tii[26,190] := {294} tii[26,191] := {179} tii[26,192] := {346} tii[26,193] := {373} tii[26,194] := {235} tii[26,195] := {310} tii[26,196] := {449} tii[26,197] := {40} tii[26,198] := {289} tii[26,199] := {72} tii[26,200] := {595} tii[26,201] := {151} tii[26,202] := {458} tii[26,203] := {45} tii[26,204] := {537} tii[26,205] := {89} tii[26,206] := {351} tii[26,207] := {528} tii[26,208] := {78} tii[26,209] := {586} tii[26,210] := {134} tii[26,211] := {505} tii[26,212] := {63} tii[26,213] := {314} tii[26,214] := {328} tii[26,215] := {614} tii[26,216] := {201} tii[26,217] := {327} tii[26,218] := {103} tii[26,219] := {554} tii[26,220] := {97} tii[26,221] := {333} tii[26,222] := {266} tii[26,223] := {518} tii[26,224] := {71} tii[26,225] := {143} tii[26,226] := {261} tii[26,227] := {425} tii[26,228] := {573} tii[26,229] := {395} tii[26,230] := {129} tii[26,231] := {268} tii[26,232] := {417} tii[26,233] := {597} tii[26,234] := {162} tii[26,235] := {374} tii[26,236] := {118} tii[26,237] := {220} tii[26,238] := {209} tii[26,239] := {306} tii[26,240] := {609} tii[26,241] := {479} tii[26,242] := {181} tii[26,243] := {499} tii[26,244] := {258} tii[26,245] := {142} tii[26,246] := {101} tii[26,247] := {599} tii[26,248] := {175} tii[26,249] := {267} tii[26,250] := {360} tii[26,251] := {457} tii[26,252] := {467} tii[26,253] := {323} tii[26,254] := {435} tii[26,255] := {213} tii[26,256] := {350} tii[26,257] := {219} tii[26,258] := {300} tii[26,259] := {166} tii[26,260] := {622} tii[26,261] := {237} tii[26,262] := {413} tii[26,263] := {440} tii[26,264] := {527} tii[26,265] := {288} tii[26,266] := {378} tii[26,267] := {448} tii[26,268] := {95} tii[26,269] := {330} tii[26,270] := {594} tii[26,271] := {263} tii[26,272] := {147} tii[26,273] := {509} tii[26,274] := {138} tii[26,275] := {536} tii[26,276] := {177} tii[26,277] := {194} tii[26,278] := {270} tii[26,279] := {376} tii[26,280] := {565} tii[26,281] := {215} tii[26,282] := {585} tii[26,283] := {239} tii[26,284] := {280} tii[26,285] := {520} tii[26,286] := {392} tii[26,287] := {190} tii[26,288] := {456} tii[26,289] := {572} tii[26,290] := {231} tii[26,291] := {335} tii[26,292] := {427} tii[26,293] := {192} tii[26,294] := {250} tii[26,295] := {339} tii[26,296] := {434} tii[26,297] := {476} tii[26,298] := {342} tii[26,299] := {608} tii[26,300] := {303} tii[26,301] := {276} tii[26,302] := {526} tii[26,303] := {278} tii[26,304] := {369} tii[26,305] := {501} tii[26,306] := {420} tii[26,307] := {445} tii[26,308] := {249} tii[26,309] := {532} tii[26,310] := {292} tii[26,311] := {432} tii[26,312] := {341} tii[26,313] := {581} tii[26,314] := {371} tii[26,315] := {504} tii[26,316] := {22} tii[26,317] := {106} tii[26,318] := {355} tii[26,319] := {25} tii[26,320] := {58} tii[26,321] := {418} tii[26,322] := {52} tii[26,323] := {93} tii[26,324] := {38} tii[26,325] := {245} tii[26,326] := {145} tii[26,327] := {64} tii[26,328] := {396} tii[26,329] := {203} tii[26,330] := {459} tii[26,331] := {46} tii[26,332] := {87} tii[26,333] := {256} tii[26,334] := {199} tii[26,335] := {357} tii[26,336] := {462} tii[26,337] := {111} tii[26,338] := {336} tii[26,339] := {529} tii[26,340] := {441} tii[26,341] := {79} tii[26,342] := {132} tii[26,343] := {348} tii[26,344] := {155} tii[26,345] := {241} tii[26,346] := {437} tii[26,347] := {126} tii[26,348] := {68} tii[26,349] := {511} tii[26,350] := {196} tii[26,351] := {253} tii[26,352] := {401} tii[26,353] := {293} tii[26,354] := {494} tii[26,355] := {178} tii[26,356] := {115} tii[26,357] := {567} tii[26,358] := {345} tii[26,359] := {282} tii[26,360] := {372} tii[26,361] := {159} tii[26,362] := {234} tii[26,363] := {309} tii[26,364] := {225} tii[26,365] := {379} tii[26,366] := {62} tii[26,367] := {460} tii[26,368] := {260} tii[26,369] := {556} tii[26,370] := {200} tii[26,371] := {202} tii[26,372] := {255} tii[26,373] := {26} tii[26,374] := {451} tii[26,375] := {96} tii[26,376] := {483} tii[26,377] := {128} tii[26,378] := {347} tii[26,379] := {404} tii[26,380] := {502} tii[26,381] := {53} tii[26,382] := {208} tii[26,383] := {305} tii[26,384] := {521} tii[26,385] := {161} tii[26,386] := {545} tii[26,387] := {180} tii[26,388] := {318} tii[26,389] := {144} tii[26,390] := {555} tii[26,391] := {321} tii[26,392] := {465} tii[26,393] := {139} tii[26,394] := {42} tii[26,395] := {174} tii[26,396] := {359} tii[26,397] := {252} tii[26,398] := {403} tii[26,399] := {387} tii[26,400] := {530} tii[26,401] := {468} tii[26,402] := {271} tii[26,403] := {365} tii[26,404] := {541} tii[26,405] := {408} tii[26,406] := {411} tii[26,407] := {110} tii[26,408] := {75} tii[26,409] := {236} tii[26,410] := {221} tii[26,411] := {598} tii[26,412] := {216} tii[26,413] := {344} tii[26,414] := {299} tii[26,415] := {579} tii[26,416] := {439} tii[26,417] := {471} tii[26,418] := {352} tii[26,419] := {170} tii[26,420] := {377} tii[26,421] := {317} tii[26,422] := {251} tii[26,423] := {67} tii[26,424] := {480} tii[26,425] := {229} tii[26,426] := {157} tii[26,427] := {364} tii[26,428] := {343} tii[26,429] := {114} tii[26,430] := {578} tii[26,431] := {542} tii[26,432] := {301} tii[26,433] := {407} tii[26,434] := {224} tii[26,435] := {443} tii[26,436] := {94} tii[26,437] := {262} tii[26,438] := {329} tii[26,439] := {137} tii[26,440] := {176} tii[26,441] := {214} tii[26,442] := {269} tii[26,443] := {375} tii[26,444] := {238} tii[26,445] := {230} tii[26,446] := {455} tii[26,447] := {189} tii[26,448] := {391} tii[26,449] := {519} tii[26,450] := {426} tii[26,451] := {338} tii[26,452] := {433} tii[26,453] := {302} tii[26,454] := {475} tii[26,455] := {525} tii[26,456] := {275} tii[26,457] := {500} tii[26,458] := {368} tii[26,459] := {444} tii[26,460] := {419} tii[26,461] := {386} tii[26,462] := {140} tii[26,463] := {531} tii[26,464] := {291} tii[26,465] := {431} tii[26,466] := {272} tii[26,467] := {491} tii[26,468] := {470} tii[26,469] := {217} tii[26,470] := {580} tii[26,471] := {370} tii[26,472] := {353} tii[26,473] := {503} tii[26,474] := {356} tii[26,475] := {436} tii[26,476] := {490} tii[26,477] := {551} tii[26,478] := {1} tii[26,479] := {6} tii[26,480] := {7} tii[26,481] := {18} tii[26,482] := {172} tii[26,483] := {2} tii[26,484] := {34} tii[26,485] := {16} tii[26,486] := {222} tii[26,487] := {33} tii[26,488] := {124} tii[26,489] := {31} tii[26,490] := {55} tii[26,491] := {171} tii[26,492] := {86} tii[26,493] := {123} tii[26,494] := {10} tii[26,495] := {259} tii[26,496] := {47} tii[26,497] := {326} tii[26,498] := {3} tii[26,499] := {19} tii[26,500] := {207} tii[26,501] := {304} tii[26,502] := {80} tii[26,503] := {416} tii[26,504] := {43} tii[26,505] := {197} tii[26,506] := {389} tii[26,507] := {69} tii[26,508] := {152} tii[26,509] := {13} tii[26,510] := {35} tii[26,511] := {366} tii[26,512] := {173} tii[26,513] := {76} tii[26,514] := {283} tii[26,515] := {116} tii[26,516] := {473} tii[26,517] := {108} tii[26,518] := {185} tii[26,519] := {160} tii[26,520] := {226} tii[26,521] := {82} tii[26,522] := {135} tii[26,523] := {100} tii[26,524] := {320} tii[26,525] := {60} tii[26,526] := {298} tii[26,527] := {165} tii[26,528] := {212} tii[26,529] := {410} tii[26,530] := {287} tii[26,531] := {183} tii[26,532] := {397} tii[26,533] := {27} tii[26,534] := {9} tii[26,535] := {337} tii[26,536] := {442} tii[26,537] := {12} tii[26,538] := {37} tii[26,539] := {32} tii[26,540] := {510} tii[26,541] := {70} tii[26,542] := {206} tii[26,543] := {23} tii[26,544] := {102} tii[26,545] := {228} tii[26,546] := {405} tii[26,547] := {28} tii[26,548] := {493} tii[26,549] := {61} tii[26,550] := {566} tii[26,551] := {117} tii[26,552] := {158} tii[26,553] := {244} tii[26,554] := {50} tii[26,555] := {167} tii[26,556] := {73} tii[26,557] := {119} tii[26,558] := {122} tii[26,559] := {184} tii[26,560] := {141} tii[26,561] := {390} tii[26,562] := {191} tii[26,563] := {41} tii[26,564] := {274} tii[26,565] := {49} tii[26,566] := {367} tii[26,567] := {74} tii[26,568] := {540} tii[26,569] := {340} tii[26,570] := {91} tii[26,571] := {277} tii[26,572] := {218} tii[26,573] := {474} tii[26,574] := {107} tii[26,575] := {168} tii[26,576] := {169} tii[26,577] := {243} tii[26,578] := {354} tii[26,579] := {66} tii[26,580] := {492} tii[26,581] := {131} tii[26,582] := {113} tii[26,583] := {156} tii[26,584] := {308} tii[26,585] := {223} tii[26,586] := {11} tii[26,587] := {4} tii[26,588] := {20} tii[26,589] := {44} tii[26,590] := {153} tii[26,591] := {290} tii[26,592] := {14} tii[26,593] := {36} tii[26,594] := {77} tii[26,595] := {109} tii[26,596] := {186} tii[26,597] := {83} tii[26,598] := {136} tii[26,599] := {99} tii[26,600] := {319} tii[26,601] := {29} tii[26,602] := {59} tii[26,603] := {211} tii[26,604] := {297} tii[26,605] := {406} tii[26,606] := {164} tii[26,607] := {409} tii[26,608] := {286} tii[26,609] := {120} tii[26,610] := {182} tii[26,611] := {98} tii[26,612] := {210} tii[26,613] := {15} tii[26,614] := {430} tii[26,615] := {90} tii[26,616] := {163} tii[26,617] := {84} tii[26,618] := {242} tii[26,619] := {285} tii[26,620] := {130} tii[26,621] := {307} tii[26,622] := {0} tii[26,623] := {8} tii[26,624] := {125} tii[26,625] := {56} tii[26,626] := {30} tii[26,627] := {273} tii[26,628] := {121} tii[26,629] := {5} tii[26,630] := {54} cell#107 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {390} tii[27,2] := {499} tii[27,3] := {409} tii[27,4] := {469} tii[27,5] := {348} tii[27,6] := {536} tii[27,7] := {484} tii[27,8] := {515} tii[27,9] := {507} tii[27,10] := {550} tii[27,11] := {455} tii[27,12] := {537} tii[27,13] := {479} tii[27,14] := {547} tii[27,15] := {558} tii[27,16] := {559} tii[27,17] := {109} tii[27,18] := {340} tii[27,19] := {472} tii[27,20] := {175} tii[27,21] := {229} tii[27,22] := {305} tii[27,23] := {219} tii[27,24] := {310} tii[27,25] := {391} tii[27,26] := {292} tii[27,27] := {232} tii[27,28] := {500} tii[27,29] := {110} tii[27,30] := {343} tii[27,31] := {412} tii[27,32] := {196} tii[27,33] := {185} tii[27,34] := {402} tii[27,35] := {462} tii[27,36] := {269} tii[27,37] := {410} tii[27,38] := {511} tii[27,39] := {368} tii[27,40] := {315} tii[27,41] := {411} tii[27,42] := {477} tii[27,43] := {320} tii[27,44] := {405} tii[27,45] := {359} tii[27,46] := {461} tii[27,47] := {505} tii[27,48] := {529} tii[27,49] := {540} tii[27,50] := {512} tii[27,51] := {163} tii[27,52] := {233} tii[27,53] := {288} tii[27,54] := {357} tii[27,55] := {363} tii[27,56] := {281} tii[27,57] := {222} tii[27,58] := {433} tii[27,59] := {293} tii[27,60] := {122} tii[27,61] := {291} tii[27,62] := {451} tii[27,63] := {349} tii[27,64] := {256} tii[27,65] := {165} tii[27,66] := {395} tii[27,67] := {344} tii[27,68] := {521} tii[27,69] := {191} tii[27,70] := {491} tii[27,71] := {329} tii[27,72] := {245} tii[27,73] := {443} tii[27,74] := {403} tii[27,75] := {283} tii[27,76] := {311} tii[27,77] := {448} tii[27,78] := {346} tii[27,79] := {234} tii[27,80] := {226} tii[27,81] := {255} tii[27,82] := {68} tii[27,83] := {528} tii[27,84] := {416} tii[27,85] := {369} tii[27,86] := {450} tii[27,87] := {413} tii[27,88] := {394} tii[27,89] := {503} tii[27,90] := {300} tii[27,91] := {202} tii[27,92] := {328} tii[27,93] := {132} tii[27,94] := {406} tii[27,95] := {445} tii[27,96] := {372} tii[27,97] := {490} tii[27,98] := {442} tii[27,99] := {463} tii[27,100] := {525} tii[27,101] := {259} tii[27,102] := {434} tii[27,103] := {453} tii[27,104] := {542} tii[27,105] := {308} tii[27,106] := {206} tii[27,107] := {424} tii[27,108] := {473} tii[27,109] := {549} tii[27,110] := {530} tii[27,111] := {493} tii[27,112] := {519} tii[27,113] := {338} tii[27,114] := {397} tii[27,115] := {313} tii[27,116] := {223} tii[27,117] := {437} tii[27,118] := {381} tii[27,119] := {303} tii[27,120] := {476} tii[27,121] := {481} tii[27,122] := {389} tii[27,123] := {438} tii[27,124] := {341} tii[27,125] := {364} tii[27,126] := {417} tii[27,127] := {523} tii[27,128] := {456} tii[27,129] := {483} tii[27,130] := {541} tii[27,131] := {164} tii[27,132] := {471} tii[27,133] := {400} tii[27,134] := {319} tii[27,135] := {446} tii[27,136] := {538} tii[27,137] := {480} tii[27,138] := {420} tii[27,139] := {514} tii[27,140] := {426} tii[27,141] := {244} tii[27,142] := {502} tii[27,143] := {227} tii[27,144] := {498} tii[27,145] := {370} tii[27,146] := {510} tii[27,147] := {551} tii[27,148] := {459} tii[27,149] := {325} tii[27,150] := {488} tii[27,151] := {301} tii[27,152] := {522} tii[27,153] := {554} tii[27,154] := {543} tii[27,155] := {407} tii[27,156] := {533} tii[27,157] := {386} tii[27,158] := {546} tii[27,159] := {486} tii[27,160] := {509} tii[27,161] := {506} tii[27,162] := {457} tii[27,163] := {532} tii[27,164] := {555} tii[27,165] := {527} tii[27,166] := {419} tii[27,167] := {524} tii[27,168] := {557} tii[27,169] := {552} tii[27,170] := {544} tii[27,171] := {553} tii[27,172] := {556} tii[27,173] := {65} tii[27,174] := {123} tii[27,175] := {174} tii[27,176] := {18} tii[27,177] := {249} tii[27,178] := {46} tii[27,179] := {108} tii[27,180] := {67} tii[27,181] := {177} tii[27,182] := {33} tii[27,183] := {96} tii[27,184] := {230} tii[27,185] := {51} tii[27,186] := {131} tii[27,187] := {85} tii[27,188] := {152} tii[27,189] := {306} tii[27,190] := {200} tii[27,191] := {257} tii[27,192] := {252} tii[27,193] := {151} tii[27,194] := {204} tii[27,195] := {330} tii[27,196] := {388} tii[27,197] := {162} tii[27,198] := {40} tii[27,199] := {231} tii[27,200] := {76} tii[27,201] := {287} tii[27,202] := {87} tii[27,203] := {134} tii[27,204] := {356} tii[27,205] := {220} tii[27,206] := {161} tii[27,207] := {253} tii[27,208] := {75} tii[27,209] := {290} tii[27,210] := {69} tii[27,211] := {167} tii[27,212] := {176} tii[27,213] := {235} tii[27,214] := {143} tii[27,215] := {195} tii[27,216] := {32} tii[27,217] := {112} tii[27,218] := {365} tii[27,219] := {289} tii[27,220] := {342} tii[27,221] := {39} tii[27,222] := {41} tii[27,223] := {133} tii[27,224] := {239} tii[27,225] := {130} tii[27,226] := {208} tii[27,227] := {146} tii[27,228] := {268} tii[27,229] := {84} tii[27,230] := {93} tii[27,231] := {189} tii[27,232] := {401} tii[27,233] := {86} tii[27,234] := {427} tii[27,235] := {358} tii[27,236] := {36} tii[27,237] := {199} tii[27,238] := {392} tii[27,239] := {415} tii[27,240] := {97} tii[27,241] := {314} tii[27,242] := {260} tii[27,243] := {72} tii[27,244] := {178} tii[27,245] := {26} tii[27,246] := {251} tii[27,247] := {89} tii[27,248] := {150} tii[27,249] := {378} tii[27,250] := {264} tii[27,251] := {440} tii[27,252] := {207} tii[27,253] := {309} tii[27,254] := {465} tii[27,255] := {153} tii[27,256] := {382} tii[27,257] := {59} tii[27,258] := {128} tii[27,259] := {106} tii[27,260] := {497} tii[27,261] := {432} tii[27,262] := {215} tii[27,263] := {282} tii[27,264] := {166} tii[27,265] := {347} tii[27,266] := {254} tii[27,267] := {225} tii[27,268] := {393} tii[27,269] := {66} tii[27,270] := {141} tii[27,271] := {246} tii[27,272] := {299} tii[27,273] := {441} tii[27,274] := {201} tii[27,275] := {327} tii[27,276] := {129} tii[27,277] := {258} tii[27,278] := {316} tii[27,279] := {169} tii[27,280] := {435} tii[27,281] := {454} tii[27,282] := {366} tii[27,283] := {114} tii[27,284] := {91} tii[27,285] := {296} tii[27,286] := {307} tii[27,287] := {265} tii[27,288] := {360} tii[27,289] := {375} tii[27,290] := {147} tii[27,291] := {205} tii[27,292] := {474} tii[27,293] := {180} tii[27,294] := {240} tii[27,295] := {425} tii[27,296] := {323} tii[27,297] := {494} tii[27,298] := {428} tii[27,299] := {277} tii[27,300] := {211} tii[27,301] := {335} tii[27,302] := {520} tii[27,303] := {467} tii[27,304] := {449} tii[27,305] := {262} tii[27,306] := {374} tii[27,307] := {444} tii[27,308] := {489} tii[27,309] := {526} tii[27,310] := {495} tii[27,311] := {78} tii[27,312] := {136} tii[27,313] := {221} tii[27,314] := {121} tii[27,315] := {77} tii[27,316] := {197} tii[27,317] := {113} tii[27,318] := {168} tii[27,319] := {345} tii[27,320] := {294} tii[27,321] := {135} tii[27,322] := {79} tii[27,323] := {190} tii[27,324] := {270} tii[27,325] := {142} tii[27,326] := {248} tii[27,327] := {188} tii[27,328] := {404} tii[27,329] := {118} tii[27,330] := {145} tii[27,331] := {73} tii[27,332] := {318} tii[27,333] := {367} tii[27,334] := {100} tii[27,335] := {237} tii[27,336] := {184} tii[27,337] := {362} tii[27,338] := {267} tii[27,339] := {210} tii[27,340] := {137} tii[27,341] := {429} tii[27,342] := {54} tii[27,343] := {324} tii[27,344] := {468} tii[27,345] := {159} tii[27,346] := {278} tii[27,347] := {339} tii[27,348] := {312} tii[27,349] := {173} tii[27,350] := {224} tii[27,351] := {396} tii[27,352] := {285} tii[27,353] := {111} tii[27,354] := {436} tii[27,355] := {261} tii[27,356] := {380} tii[27,357] := {124} tii[27,358] := {247} tii[27,359] := {194} tii[27,360] := {304} tii[27,361] := {353} tii[27,362] := {186} tii[27,363] := {475} tii[27,364] := {170} tii[27,365] := {35} tii[27,366] := {317} tii[27,367] := {172} tii[27,368] := {371} tii[27,369] := {414} tii[27,370] := {198} tii[27,371] := {485} tii[27,372] := {470} tii[27,373] := {228} tii[27,374] := {81} tii[27,375] := {422} tii[27,376] := {203} tii[27,377] := {140} tii[27,378] := {352} tii[27,379] := {297} tii[27,380] := {241} tii[27,381] := {408} tii[27,382] := {326} tii[27,383] := {361} tii[27,384] := {25} tii[27,385] := {149} tii[27,386] := {271} tii[27,387] := {88} tii[27,388] := {243} tii[27,389] := {266} tii[27,390] := {460} tii[27,391] := {377} tii[27,392] := {501} tii[27,393] := {464} tii[27,394] := {516} tii[27,395] := {302} tii[27,396] := {336} tii[27,397] := {102} tii[27,398] := {334} tii[27,399] := {105} tii[27,400] := {496} tii[27,401] := {387} tii[27,402] := {273} tii[27,403] := {535} tii[27,404] := {115} tii[27,405] := {482} tii[27,406] := {52} tii[27,407] := {376} tii[27,408] := {321} tii[27,409] := {421} tii[27,410] := {181} tii[27,411] := {351} tii[27,412] := {478} tii[27,413] := {513} tii[27,414] := {279} tii[27,415] := {156} tii[27,416] := {384} tii[27,417] := {517} tii[27,418] := {539} tii[27,419] := {284} tii[27,420] := {250} tii[27,421] := {355} tii[27,422] := {286} tii[27,423] := {418} tii[27,424] := {452} tii[27,425] := {263} tii[27,426] := {193} tii[27,427] := {399} tii[27,428] := {447} tii[27,429] := {379} tii[27,430] := {492} tii[27,431] := {354} tii[27,432] := {423} tii[27,433] := {518} tii[27,434] := {431} tii[27,435] := {331} tii[27,436] := {508} tii[27,437] := {373} tii[27,438] := {504} tii[27,439] := {458} tii[27,440] := {139} tii[27,441] := {439} tii[27,442] := {531} tii[27,443] := {272} tii[27,444] := {466} tii[27,445] := {534} tii[27,446] := {548} tii[27,447] := {487} tii[27,448] := {545} tii[27,449] := {4} tii[27,450] := {22} tii[27,451] := {16} tii[27,452] := {49} tii[27,453] := {9} tii[27,454] := {64} tii[27,455] := {38} tii[27,456] := {17} tii[27,457] := {19} tii[27,458] := {83} tii[27,459] := {45} tii[27,460] := {15} tii[27,461] := {57} tii[27,462] := {37} tii[27,463] := {34} tii[27,464] := {125} tii[27,465] := {5} tii[27,466] := {48} tii[27,467] := {101} tii[27,468] := {27} tii[27,469] := {90} tii[27,470] := {82} tii[27,471] := {30} tii[27,472] := {8} tii[27,473] := {12} tii[27,474] := {107} tii[27,475] := {63} tii[27,476] := {158} tii[27,477] := {71} tii[27,478] := {179} tii[27,479] := {58} tii[27,480] := {24} tii[27,481] := {127} tii[27,482] := {217} tii[27,483] := {155} tii[27,484] := {104} tii[27,485] := {120} tii[27,486] := {80} tii[27,487] := {187} tii[27,488] := {117} tii[27,489] := {74} tii[27,490] := {14} tii[27,491] := {144} tii[27,492] := {20} tii[27,493] := {43} tii[27,494] := {99} tii[27,495] := {183} tii[27,496] := {55} tii[27,497] := {138} tii[27,498] := {236} tii[27,499] := {209} tii[27,500] := {47} tii[27,501] := {7} tii[27,502] := {62} tii[27,503] := {29} tii[27,504] := {276} tii[27,505] := {160} tii[27,506] := {60} tii[27,507] := {116} tii[27,508] := {70} tii[27,509] := {53} tii[27,510] := {238} tii[27,511] := {98} tii[27,512] := {295} tii[27,513] := {322} tii[27,514] := {21} tii[27,515] := {182} tii[27,516] := {126} tii[27,517] := {23} tii[27,518] := {216} tii[27,519] := {103} tii[27,520] := {11} tii[27,521] := {333} tii[27,522] := {213} tii[27,523] := {157} tii[27,524] := {280} tii[27,525] := {31} tii[27,526] := {350} tii[27,527] := {50} tii[27,528] := {154} tii[27,529] := {274} tii[27,530] := {385} tii[27,531] := {119} tii[27,532] := {42} tii[27,533] := {95} tii[27,534] := {192} tii[27,535] := {56} tii[27,536] := {218} tii[27,537] := {171} tii[27,538] := {148} tii[27,539] := {94} tii[27,540] := {298} tii[27,541] := {44} tii[27,542] := {242} tii[27,543] := {61} tii[27,544] := {337} tii[27,545] := {275} tii[27,546] := {28} tii[27,547] := {214} tii[27,548] := {92} tii[27,549] := {398} tii[27,550] := {10} tii[27,551] := {332} tii[27,552] := {212} tii[27,553] := {430} tii[27,554] := {383} tii[27,555] := {0} tii[27,556] := {3} tii[27,557] := {6} tii[27,558] := {13} tii[27,559] := {2} tii[27,560] := {1} cell#108 , |C| = 420 special orbit = [5, 4, 4, 3, 1] special rep = [[2, 2], [2, 2]] , dim = 280 cell rep = phi[[2, 2],[2, 2]]+phi[[1, 1],[3, 3]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[23,1] := {337} tii[23,2] := {382} tii[23,3] := {341, 390} tii[23,4] := {411} tii[23,5] := {405, 418} tii[23,6] := {416, 419} tii[23,7] := {304} tii[23,8] := {77} tii[23,9] := {188} tii[23,10] := {126} tii[23,11] := {325} tii[23,12] := {254} tii[23,13] := {275, 342} tii[23,14] := {129, 195} tii[23,15] := {179, 243} tii[23,16] := {357} tii[23,17] := {326} tii[23,18] := {339, 392} tii[23,19] := {295, 350} tii[23,20] := {374, 404} tii[23,21] := {109} tii[23,22] := {229} tii[23,23] := {76} tii[23,24] := {166} tii[23,25] := {145} tii[23,26] := {356} tii[23,27] := {310, 368} tii[23,28] := {268} tii[23,29] := {148} tii[23,30] := {292} tii[23,31] := {169, 235} tii[23,32] := {191} tii[23,33] := {221, 283} tii[23,34] := {185} tii[23,35] := {383} tii[23,36] := {305} tii[23,37] := {276, 360} tii[23,38] := {227} tii[23,39] := {155, 253} tii[23,40] := {358} tii[23,41] := {366, 407} tii[23,42] := {269} tii[23,43] := {202, 300} tii[23,44] := {396, 413} tii[23,45] := {331, 376} tii[23,46] := {309, 385} tii[23,47] := {349, 399} tii[23,48] := {279, 364} tii[23,49] := {209} tii[23,50] := {328} tii[23,51] := {212, 273} tii[23,52] := {261, 316} tii[23,53] := {249} tii[23,54] := {400} tii[23,55] := {359} tii[23,56] := {289} tii[23,57] := {389, 414} tii[23,58] := {384} tii[23,59] := {233, 307} tii[23,60] := {334} tii[23,61] := {409, 417} tii[23,62] := {363, 398} tii[23,63] := {281, 347} tii[23,64] := {270, 338} tii[23,65] := {367, 406} tii[23,66] := {344, 394} tii[23,67] := {313, 373} tii[23,68] := {397, 412} tii[23,69] := {378, 402} tii[23,70] := {401} tii[23,71] := {386, 410} tii[23,72] := {393, 415} tii[23,73] := {51} tii[23,74] := {149} tii[23,75] := {18} tii[23,76] := {63} tii[23,77] := {173} tii[23,78] := {40} tii[23,79] := {64, 119} tii[23,80] := {23, 61} tii[23,81] := {103, 162} tii[23,82] := {216} tii[23,83] := {177, 248} tii[23,84] := {49} tii[23,85] := {108} tii[23,86] := {228} tii[23,87] := {33} tii[23,88] := {111} tii[23,89] := {151} tii[23,90] := {144} tii[23,91] := {29} tii[23,92] := {92} tii[23,93] := {267} tii[23,94] := {54} tii[23,95] := {186} tii[23,96] := {16} tii[23,97] := {236, 329} tii[23,98] := {215} tii[23,99] := {94, 156} tii[23,100] := {117, 213} tii[23,101] := {79} tii[23,102] := {66} tii[23,103] := {230} tii[23,104] := {35} tii[23,105] := {138, 203} tii[23,106] := {160, 262} tii[23,107] := {116} tii[23,108] := {42, 90} tii[23,109] := {274, 362} tii[23,110] := {110} tii[23,111] := {256} tii[23,112] := {65, 131} tii[23,113] := {317, 381} tii[23,114] := {218, 288} tii[23,115] := {239, 333} tii[23,116] := {44, 102} tii[23,117] := {150} tii[23,118] := {104, 181} tii[23,119] := {143, 226} tii[23,120] := {165} tii[23,121] := {291} tii[23,122] := {97} tii[23,123] := {210} tii[23,124] := {154, 234} tii[23,125] := {259} tii[23,126] := {68, 124} tii[23,127] := {201, 282} tii[23,128] := {308, 369} tii[23,129] := {293} tii[23,130] := {167} tii[23,131] := {192, 271} tii[23,132] := {348, 388} tii[23,133] := {257, 323} tii[23,134] := {100, 158} tii[23,135] := {278, 345} tii[23,136] := {240, 314} tii[23,137] := {219} tii[23,138] := {320, 365} tii[23,139] := {224, 286} tii[23,140] := {311, 372} tii[23,141] := {55} tii[23,142] := {50} tii[23,143] := {127} tii[23,144] := {81} tii[23,145] := {31} tii[23,146] := {112} tii[23,147] := {130, 196} tii[23,148] := {98} tii[23,149] := {255} tii[23,150] := {58} tii[23,151] := {152} tii[23,152] := {180, 244} tii[23,153] := {69, 125} tii[23,154] := {147} tii[23,155] := {95, 171} tii[23,156] := {294} tii[23,157] := {190} tii[23,158] := {258, 324} tii[23,159] := {139, 223} tii[23,160] := {71, 136} tii[23,161] := {183, 266} tii[23,162] := {208} tii[23,163] := {52} tii[23,164] := {113} tii[23,165] := {132} tii[23,166] := {327} tii[23,167] := {250} tii[23,168] := {194, 272} tii[23,169] := {84} tii[23,170] := {99, 163} tii[23,171] := {297} tii[23,172] := {242, 315} tii[23,173] := {187} tii[23,174] := {232, 306} tii[23,175] := {118, 214} tii[23,176] := {340, 391} tii[23,177] := {330} tii[23,178] := {211} tii[23,179] := {114} tii[23,180] := {134, 199} tii[23,181] := {280, 346} tii[23,182] := {296, 355} tii[23,183] := {231} tii[23,184] := {375, 403} tii[23,185] := {88, 176} tii[23,186] := {161, 263} tii[23,187] := {312, 371} tii[23,188] := {260} tii[23,189] := {352, 387} tii[23,190] := {206, 303} tii[23,191] := {264, 322} tii[23,192] := {193, 290} tii[23,193] := {121, 217} tii[23,194] := {343, 395} tii[23,195] := {241, 335} tii[23,196] := {321, 379} tii[23,197] := {246, 336} tii[23,198] := {172} tii[23,199] := {133, 204} tii[23,200] := {251} tii[23,201] := {361} tii[23,202] := {174, 238} tii[23,203] := {298} tii[23,204] := {332, 380} tii[23,205] := {301, 353} tii[23,206] := {370, 408} tii[23,207] := {197, 277} tii[23,208] := {318, 377} tii[23,209] := {8} tii[23,210] := {10} tii[23,211] := {4, 21} tii[23,212] := {15} tii[23,213] := {32} tii[23,214] := {6} tii[23,215] := {53} tii[23,216] := {19} tii[23,217] := {85} tii[23,218] := {39, 96} tii[23,219] := {78} tii[23,220] := {22} tii[23,221] := {2} tii[23,222] := {11, 38} tii[23,223] := {115} tii[23,224] := {73, 140} tii[23,225] := {24, 72} tii[23,226] := {9} tii[23,227] := {107, 184} tii[23,228] := {5, 28} tii[23,229] := {93} tii[23,230] := {43, 89} tii[23,231] := {137} tii[23,232] := {142, 207} tii[23,233] := {30} tii[23,234] := {80} tii[23,235] := {57} tii[23,236] := {146} tii[23,237] := {7} tii[23,238] := {41} tii[23,239] := {86, 170} tii[23,240] := {82} tii[23,241] := {189} tii[23,242] := {20} tii[23,243] := {25, 62} tii[23,244] := {123, 222} tii[23,245] := {59, 135} tii[23,246] := {164, 265} tii[23,247] := {12, 48} tii[23,248] := {128} tii[23,249] := {153, 252} tii[23,250] := {70, 122} tii[23,251] := {56} tii[23,252] := {178} tii[23,253] := {200, 299} tii[23,254] := {87, 175} tii[23,255] := {285, 354} tii[23,256] := {205, 302} tii[23,257] := {27, 74} tii[23,258] := {182, 247} tii[23,259] := {120, 198} tii[23,260] := {245, 319} tii[23,261] := {17} tii[23,262] := {67} tii[23,263] := {36} tii[23,264] := {45, 91} tii[23,265] := {26, 75} tii[23,266] := {168} tii[23,267] := {101, 159} tii[23,268] := {83} tii[23,269] := {220} tii[23,270] := {46, 106} tii[23,271] := {225, 287} tii[23,272] := {157, 237} tii[23,273] := {60, 141} tii[23,274] := {284, 351} tii[23,275] := {0} tii[23,276] := {3} tii[23,277] := {1, 14} tii[23,278] := {34} tii[23,279] := {13, 47} tii[23,280] := {37, 105} cell#109 , |C| = 700 special orbit = [5, 3, 3, 3, 3] special rep = [[2, 1, 1], [2, 2]] , dim = 420 cell rep = phi[[2, 1, 1],[2, 2]]+phi[[1, 1, 1],[3, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+280*X^2 TII subcells: tii[20,1] := {694} tii[20,2] := {695, 696} tii[20,3] := {641, 699} tii[20,4] := {244} tii[20,5] := {282, 283} tii[20,6] := {661} tii[20,7] := {380} tii[20,8] := {585} tii[20,9] := {281, 417} tii[20,10] := {670, 671} tii[20,11] := {482, 483} tii[20,12] := {567, 568} tii[20,13] := {605, 674} tii[20,14] := {410, 536} tii[20,15] := {505, 616} tii[20,16] := {312} tii[20,17] := {352, 353} tii[20,18] := {683} tii[20,19] := {452} tii[20,20] := {383} tii[20,21] := {391} tii[20,22] := {686, 687} tii[20,23] := {631} tii[20,24] := {421, 422} tii[20,25] := {218, 488} tii[20,26] := {548, 549} tii[20,27] := {621, 622} tii[20,28] := {662} tii[20,29] := {454} tii[20,30] := {552, 688} tii[20,31] := {672, 673} tii[20,32] := {490, 491} tii[20,33] := {630} tii[20,34] := {524} tii[20,35] := {546, 547} tii[20,36] := {340, 591} tii[20,37] := {589} tii[20,38] := {619, 620} tii[20,39] := {437, 653} tii[20,40] := {644, 645} tii[20,41] := {542, 543} tii[20,42] := {614, 615} tii[20,43] := {520} tii[20,44] := {664} tii[20,45] := {280, 550} tii[20,46] := {601, 602} tii[20,47] := {656, 657} tii[20,48] := {580} tii[20,49] := {684} tii[20,50] := {604, 697} tii[20,51] := {347, 603} tii[20,52] := {628} tii[20,53] := {409, 634} tii[20,54] := {639, 640} tii[20,55] := {665} tii[20,56] := {504, 680} tii[20,57] := {681, 682} tii[20,58] := {406, 638} tii[20,59] := {668, 669} tii[20,60] := {553, 689} tii[20,61] := {502, 679} tii[20,62] := {691, 692} tii[20,63] := {479, 666} tii[20,64] := {564, 693} tii[20,65] := {537, 685} tii[20,66] := {610, 698} tii[20,67] := {24} tii[20,68] := {184} tii[20,69] := {219, 220} tii[20,70] := {107} tii[20,71] := {58, 59} tii[20,72] := {101, 102} tii[20,73] := {243} tii[20,74] := {462} tii[20,75] := {165, 279} tii[20,76] := {204} tii[20,77] := {46, 135} tii[20,78] := {341, 342} tii[20,79] := {254, 255} tii[20,80] := {83, 197} tii[20,81] := {438, 439} tii[20,82] := {217, 339} tii[20,83] := {301, 444} tii[20,84] := {169, 314} tii[20,85] := {313} tii[20,86] := {42} tii[20,87] := {320} tii[20,88] := {350, 351} tii[20,89] := {152} tii[20,90] := {94, 95} tii[20,91] := {147, 148} tii[20,92] := {627} tii[20,93] := {311} tii[20,94] := {382} tii[20,95] := {54} tii[20,96] := {527} tii[20,97] := {190} tii[20,98] := {411, 412} tii[20,99] := {418, 419} tii[20,100] := {584} tii[20,101] := {457} tii[20,102] := {91} tii[20,103] := {266} tii[20,104] := {77, 186} tii[20,105] := {642, 643} tii[20,106] := {221, 349} tii[20,107] := {252} tii[20,108] := {480, 481} tii[20,109] := {113, 114} tii[20,110] := {506, 507} tii[20,111] := {532} tii[20,112] := {144} tii[20,113] := {323, 324} tii[20,114] := {126, 259} tii[20,115] := {565, 566} tii[20,116] := {174, 175} tii[20,117] := {463} tii[20,118] := {345, 346} tii[20,119] := {606, 607} tii[20,120] := {476, 477} tii[20,121] := {277, 408} tii[20,122] := {158, 159} tii[20,123] := {317} tii[20,124] := {287, 288} tii[20,125] := {562, 563} tii[20,126] := {371, 512} tii[20,127] := {225, 384} tii[20,128] := {442, 443} tii[20,129] := {399} tii[20,130] := {230, 231} tii[20,131] := {377, 378} tii[20,132] := {453} tii[20,133] := {629} tii[20,134] := {332} tii[20,135] := {523} tii[20,136] := {348, 489} tii[20,137] := {116, 245} tii[20,138] := {544, 545} tii[20,139] := {588} tii[20,140] := {393, 394} tii[20,141] := {177, 327} tii[20,142] := {617, 618} tii[20,143] := {554, 646} tii[20,144] := {344, 475} tii[20,145] := {407, 541} tii[20,146] := {458} tii[20,147] := {157, 268} tii[20,148] := {593, 594} tii[20,149] := {423, 424} tii[20,150] := {441, 571} tii[20,151] := {290, 455} tii[20,152] := {503, 613} tii[20,153] := {229, 362} tii[20,154] := {648, 649} tii[20,155] := {533} tii[20,156] := {376, 515} tii[20,157] := {474, 592} tii[20,158] := {357, 519} tii[20,159] := {561, 647} tii[20,160] := {68} tii[20,161] := {206} tii[20,162] := {138, 139} tii[20,163] := {200, 201} tii[20,164] := {87} tii[20,165] := {381} tii[20,166] := {249} tii[20,167] := {133} tii[20,168] := {321} tii[20,169] := {586} tii[20,170] := {160, 161} tii[20,171] := {484, 485} tii[20,172] := {333} tii[20,173] := {45, 246} tii[20,174] := {164, 420} tii[20,175] := {195} tii[20,176] := {232, 233} tii[20,177] := {569, 570} tii[20,178] := {395, 396} tii[20,179] := {82, 328} tii[20,180] := {212, 213} tii[20,181] := {529} tii[20,182] := {388} tii[20,183] := {216, 478} tii[20,184] := {415, 416} tii[20,185] := {296, 297} tii[20,186] := {469} tii[20,187] := {300, 574} tii[20,188] := {168, 456} tii[20,189] := {510, 511} tii[20,190] := {358, 359} tii[20,191] := {449, 450} tii[20,192] := {521} tii[20,193] := {130} tii[20,194] := {663} tii[20,195] := {318} tii[20,196] := {402} tii[20,197] := {582} tii[20,198] := {185} tii[20,199] := {278, 551} tii[20,200] := {599, 600} tii[20,201] := {214, 215} tii[20,202] := {74, 315} tii[20,203] := {632} tii[20,204] := {258} tii[20,205] := {654, 655} tii[20,206] := {298, 299} tii[20,207] := {464, 465} tii[20,208] := {123, 397} tii[20,209] := {587} tii[20,210] := {460} tii[20,211] := {247} tii[20,212] := {636, 637} tii[20,213] := {272, 273} tii[20,214] := {486, 487} tii[20,215] := {274, 540} tii[20,216] := {492, 675} tii[20,217] := {525} tii[20,218] := {338, 598} tii[20,219] := {109, 334} tii[20,220] := {535} tii[20,221] := {493, 494} tii[20,222] := {677, 678} tii[20,223] := {366, 367} tii[20,224] := {368, 623} tii[20,225] := {222, 522} tii[20,226] := {329} tii[20,227] := {430, 431} tii[20,228] := {572, 573} tii[20,229] := {436, 652} tii[20,230] := {590} tii[20,231] := {170, 432} tii[20,232] := {470} tii[20,233] := {516, 517} tii[20,234] := {306, 578} tii[20,235] := {405, 635} tii[20,236] := {595, 596} tii[20,237] := {336, 337} tii[20,238] := {284, 579} tii[20,239] := {497, 498} tii[20,240] := {650, 651} tii[20,241] := {434, 435} tii[20,242] := {501, 676} tii[20,243] := {576, 577} tii[20,244] := {471} tii[20,245] := {115, 385} tii[20,246] := {176, 466} tii[20,247] := {530, 531} tii[20,248] := {583} tii[20,249] := {343, 597} tii[20,250] := {156, 403} tii[20,251] := {555, 556} tii[20,252] := {440, 658} tii[20,253] := {289, 581} tii[20,254] := {633} tii[20,255] := {228, 499} tii[20,256] := {375, 625} tii[20,257] := {473, 667} tii[20,258] := {207, 472} tii[20,259] := {356, 626} tii[20,260] := {560, 690} tii[20,261] := {291, 559} tii[20,262] := {608, 609} tii[20,263] := {445, 659} tii[20,264] := {425, 660} tii[20,265] := {13} tii[20,266] := {70} tii[20,267] := {33, 34} tii[20,268] := {5} tii[20,269] := {65, 66} tii[20,270] := {9, 10} tii[20,271] := {17, 57} tii[20,272] := {105} tii[20,273] := {11, 32} tii[20,274] := {142, 143} tii[20,275] := {40, 100} tii[20,276] := {67, 141} tii[20,277] := {31} tii[20,278] := {12} tii[20,279] := {140} tii[20,280] := {56} tii[20,281] := {75, 76} tii[20,282] := {191} tii[20,283] := {19, 20} tii[20,284] := {99} tii[20,285] := {124, 125} tii[20,286] := {151} tii[20,287] := {110, 111} tii[20,288] := {26, 93} tii[20,289] := {392} tii[20,290] := {275, 276} tii[20,291] := {248} tii[20,292] := {43} tii[20,293] := {38, 39} tii[20,294] := {193, 194} tii[20,295] := {171, 172} tii[20,296] := {369, 370} tii[20,297] := {330} tii[20,298] := {223, 224} tii[20,299] := {14, 55} tii[20,300] := {52, 146} tii[20,301] := {71} tii[20,302] := {307, 308} tii[20,303] := {85, 192} tii[20,304] := {149, 150} tii[20,305] := {73, 155} tii[20,306] := {316} tii[20,307] := {29, 89} tii[20,308] := {285, 286} tii[20,309] := {122, 227} tii[20,310] := {398} tii[20,311] := {241, 379} tii[20,312] := {128, 251} tii[20,313] := {88} tii[20,314] := {250} tii[20,315] := {134} tii[20,316] := {23} tii[20,317] := {162, 163} tii[20,318] := {196} tii[20,319] := {234, 235} tii[20,320] := {36, 37} tii[20,321] := {528} tii[20,322] := {187} tii[20,323] := {387} tii[20,324] := {69} tii[20,325] := {210, 211} tii[20,326] := {205} tii[20,327] := {47, 137} tii[20,328] := {413, 414} tii[20,329] := {468} tii[20,330] := {256, 257} tii[20,331] := {63, 64} tii[20,332] := {294, 295} tii[20,333] := {84, 199} tii[20,334] := {30, 90} tii[20,335] := {108} tii[20,336] := {508, 509} tii[20,337] := {260} tii[20,338] := {360, 361} tii[20,339] := {129, 253} tii[20,340] := {400} tii[20,341] := {202, 203} tii[20,342] := {447, 448} tii[20,343] := {386} tii[20,344] := {112, 209} tii[20,345] := {269, 270} tii[20,346] := {538, 539} tii[20,347] := {136} tii[20,348] := {354, 355} tii[20,349] := {51, 131} tii[20,350] := {467} tii[20,351] := {428, 429} tii[20,352] := {363, 364} tii[20,353] := {78, 79} tii[20,354] := {173, 293} tii[20,355] := {611, 612} tii[20,356] := {198} tii[20,357] := {236, 237} tii[20,358] := {513, 514} tii[20,359] := {181, 319} tii[20,360] := {309, 451} tii[20,361] := {331} tii[20,362] := {208, 335} tii[20,363] := {81, 182} tii[20,364] := {495, 496} tii[20,365] := {292, 433} tii[20,366] := {239, 389} tii[20,367] := {446, 575} tii[20,368] := {41} tii[20,369] := {61, 62} tii[20,370] := {106} tii[20,371] := {267} tii[20,372] := {27, 189} tii[20,373] := {97, 98} tii[20,374] := {153} tii[20,375] := {325, 326} tii[20,376] := {53, 262} tii[20,377] := {15, 132} tii[20,378] := {86, 322} tii[20,379] := {263, 264} tii[20,380] := {188} tii[20,381] := {459} tii[20,382] := {72, 271} tii[20,383] := {117, 118} tii[20,384] := {426, 427} tii[20,385] := {28, 183} tii[20,386] := {261} tii[20,387] := {121, 365} tii[20,388] := {534} tii[20,389] := {401} tii[20,390] := {127, 390} tii[20,391] := {240, 518} tii[20,392] := {302, 303} tii[20,393] := {154, 404} tii[20,394] := {557, 558} tii[20,395] := {166, 167} tii[20,396] := {48, 242} tii[20,397] := {226, 500} tii[20,398] := {178, 461} tii[20,399] := {372, 373} tii[20,400] := {374, 624} tii[20,401] := {80, 310} tii[20,402] := {238, 526} tii[20,403] := {1} tii[20,404] := {2, 3} tii[20,405] := {0, 8} tii[20,406] := {25} tii[20,407] := {21, 22} tii[20,408] := {44} tii[20,409] := {4, 18} tii[20,410] := {103, 104} tii[20,411] := {92} tii[20,412] := {49, 50} tii[20,413] := {145} tii[20,414] := {6, 35} tii[20,415] := {179, 180} tii[20,416] := {265} tii[20,417] := {119, 120} tii[20,418] := {16, 60} tii[20,419] := {304, 305} tii[20,420] := {7, 96} cell#110 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {543} tii[37,2] := {486, 603} tii[37,3] := {548, 614} tii[37,4] := {578, 615} tii[37,5] := {508} tii[37,6] := {405} tii[37,7] := {434, 585} tii[37,8] := {274, 490} tii[37,9] := {516, 610} tii[37,10] := {330, 526} tii[37,11] := {549, 613} tii[37,12] := {474} tii[37,13] := {372, 573} tii[37,14] := {421} tii[37,15] := {359} tii[37,16] := {244, 514} tii[37,17] := {476, 604} tii[37,18] := {296, 419} tii[37,19] := {302, 542} tii[37,20] := {519, 612} tii[37,21] := {334, 544} tii[37,22] := {270, 511} tii[37,23] := {435, 588} tii[37,24] := {321, 538} tii[37,25] := {212, 470} tii[37,26] := {497, 600} tii[37,27] := {373, 565} tii[37,28] := {314, 536} tii[37,29] := {445, 583} tii[37,30] := {503, 555} tii[37,31] := {460} tii[37,32] := {371, 559} tii[37,33] := {335} tii[37,34] := {207, 437} tii[37,35] := {475, 592} tii[37,36] := {261, 481} tii[37,37] := {518, 605} tii[37,38] := {420} tii[37,39] := {268} tii[37,40] := {303, 546} tii[37,41] := {357} tii[37,42] := {294} tii[37,43] := {181, 466} tii[37,44] := {148, 377} tii[37,45] := {422, 590} tii[37,46] := {232, 353} tii[37,47] := {237, 504} tii[37,48] := {196, 430} tii[37,49] := {478, 602} tii[37,50] := {228} tii[37,51] := {267, 510} tii[37,52] := {169} tii[37,53] := {204, 465} tii[37,54] := {96, 345} tii[37,55] := {374, 566} tii[37,56] := {118, 220} tii[37,57] := {255, 499} tii[37,58] := {152, 414} tii[37,59] := {141, 402} tii[37,60] := {446, 584} tii[37,61] := {71, 275} tii[37,62] := {304, 531} tii[37,63] := {40, 217} tii[37,64] := {247, 495} tii[37,65] := {114, 331} tii[37,66] := {386, 557} tii[37,67] := {67, 260} tii[37,68] := {452, 520} tii[37,69] := {461} tii[37,70] := {239, 560} tii[37,71] := {404} tii[37,72] := {339} tii[37,73] := {360, 593} tii[37,74] := {125, 488} tii[37,75] := {279, 390} tii[37,76] := {175, 522} tii[37,77] := {425, 606} tii[37,78] := {336} tii[37,79] := {201, 545} tii[37,80] := {144, 512} tii[37,81] := {272} tii[37,82] := {80, 438} tii[37,83] := {306, 589} tii[37,84] := {189, 539} tii[37,85] := {98, 471} tii[37,86] := {214, 323} tii[37,87] := {122, 482} tii[37,88] := {388, 601} tii[37,89] := {208} tii[37,90] := {54, 409} tii[37,91] := {241, 564} tii[37,92] := {28, 349} tii[37,93] := {184, 535} tii[37,94] := {156, 262} tii[37,95] := {88, 456} tii[37,96] := {320, 582} tii[37,97] := {106, 224} tii[37,98] := {48, 394} tii[37,99] := {395, 554} tii[37,100] := {240, 561} tii[37,101] := {180, 529} tii[37,102] := {361, 594} tii[37,103] := {235, 552} tii[37,104] := {129, 493} tii[37,105] := {426, 607} tii[37,106] := {126, 489} tii[37,107] := {305, 587} tii[37,108] := {248, 568} tii[37,109] := {176, 523} tii[37,110] := {83, 443} tii[37,111] := {387, 599} tii[37,112] := {134, 502} tii[37,113] := {47, 391} tii[37,114] := {453, 580} tii[37,115] := {362, 595} tii[37,116] := {299, 577} tii[37,117] := {427, 608} tii[37,118] := {236, 553} tii[37,119] := {480, 598} tii[37,120] := {525, 609} tii[37,121] := {463} tii[37,122] := {341, 532} tii[37,123] := {398, 558} tii[37,124] := {509} tii[37,125] := {337} tii[37,126] := {464} tii[37,127] := {376, 563} tii[37,128] := {210, 440} tii[37,129] := {413, 498} tii[37,130] := {429, 581} tii[37,131] := {265, 485} tii[37,132] := {293} tii[37,133] := {436, 586} tii[37,134] := {230} tii[37,135] := {151, 412} tii[37,136] := {479, 597} tii[37,137] := {380, 567} tii[37,138] := {173, 287} tii[37,139] := {200, 459} tii[37,140] := {117, 343} tii[37,141] := {517, 611} tii[37,142] := {74, 283} tii[37,143] := {167, 400} tii[37,144] := {111, 328} tii[37,145] := {462} tii[37,146] := {202} tii[37,147] := {406} tii[37,148] := {93, 310} tii[37,149] := {309, 530} tii[37,150] := {346, 447} tii[37,151] := {137, 367} tii[37,152] := {366, 556} tii[37,153] := {358} tii[37,154] := {168} tii[37,155] := {295} tii[37,156] := {340} tii[37,157] := {375, 562} tii[37,158] := {115} tii[37,159] := {182, 469} tii[37,160] := {55, 277} tii[37,161] := {233, 354} tii[37,162] := {280, 392} tii[37,163] := {72, 160} tii[37,164] := {428, 579} tii[37,165] := {313, 533} tii[37,166] := {238, 507} tii[37,167] := {89, 333} tii[37,168] := {231} tii[37,169] := {38, 211} tii[37,170] := {150, 410} tii[37,171] := {216, 444} tii[37,172] := {477, 596} tii[37,173] := {104, 350} tii[37,174] := {174, 291} tii[37,175] := {18, 159} tii[37,176] := {199, 457} tii[37,177] := {69, 266} tii[37,178] := {121, 225} tii[37,179] := {135, 396} tii[37,180] := {35, 194} tii[37,181] := {203} tii[37,182] := {308, 547} tii[37,183] := {146} tii[37,184] := {26, 311} tii[37,185] := {365, 572} tii[37,186] := {100, 191} tii[37,187] := {246, 515} tii[37,188] := {51, 368} tii[37,189] := {94} tii[37,190] := {17, 276} tii[37,191] := {209, 468} tii[37,192] := {186, 473} tii[37,193] := {424, 591} tii[37,194] := {6, 218} tii[37,195] := {59, 138} tii[37,196] := {264, 506} tii[37,197] := {157, 417} tii[37,198] := {37, 332} tii[37,199] := {31, 109} tii[37,200] := {193, 451} tii[37,201] := {15, 259} tii[37,202] := {107, 356} tii[37,203] := {27, 312} tii[37,204] := {381, 569} tii[37,205] := {12, 253} tii[37,206] := {52, 369} tii[37,207] := {254, 501} tii[37,208] := {3, 192} tii[37,209] := {36, 329} tii[37,210] := {53, 370} tii[37,211] := {403} tii[37,212] := {338} tii[37,213] := {243, 487} tii[37,214] := {278, 389} tii[37,215] := {301, 521} tii[37,216] := {292} tii[37,217] := {307, 527} tii[37,218] := {271} tii[37,219] := {229} tii[37,220] := {127, 411} tii[37,221] := {364, 550} tii[37,222] := {245, 491} tii[37,223] := {213, 322} tii[37,224] := {172, 286} tii[37,225] := {178, 458} tii[37,226] := {170} tii[37,227] := {95, 342} tii[37,228] := {155, 382} tii[37,229] := {423, 574} tii[37,230] := {60, 282} tii[37,231] := {119, 226} tii[37,232] := {140, 399} tii[37,233] := {75, 164} tii[37,234] := {86, 327} tii[37,235] := {269} tii[37,236] := {205} tii[37,237] := {242, 513} tii[37,238] := {206} tii[37,239] := {43, 378} tii[37,240] := {154, 257} tii[37,241] := {153, 256} tii[37,242] := {77, 431} tii[37,243] := {300, 540} tii[37,244] := {183, 472} tii[37,245] := {149} tii[37,246] := {116} tii[37,247] := {25, 344} tii[37,248] := {147, 408} tii[37,249] := {102, 317} tii[37,250] := {103, 197} tii[37,251] := {130, 415} tii[37,252] := {363, 571} tii[37,253] := {73, 166} tii[37,254] := {10, 284} tii[37,255] := {195, 455} tii[37,256] := {101, 348} tii[37,257] := {50, 401} tii[37,258] := {63, 163} tii[37,259] := {41, 110} tii[37,260] := {133, 393} tii[37,261] := {24, 326} tii[37,262] := {64, 288} tii[37,263] := {97} tii[37,264] := {44, 379} tii[37,265] := {61, 285} tii[37,266] := {62, 142} tii[37,267] := {315, 537} tii[37,268] := {22, 319} tii[37,269] := {78, 432} tii[37,270] := {20, 162} tii[37,271] := {8, 258} tii[37,272] := {32, 112} tii[37,273] := {49, 397} tii[37,274] := {187, 449} tii[37,275] := {16, 143} tii[37,276] := {79, 433} tii[37,277] := {179, 528} tii[37,278] := {234, 551} tii[37,279] := {128, 492} tii[37,280] := {92, 467} tii[37,281] := {297, 575} tii[37,282] := {82, 442} tii[37,283] := {136, 505} tii[37,284] := {57, 416} tii[37,285] := {85, 450} tii[37,286] := {33, 355} tii[37,287] := {81, 439} tii[37,288] := {45, 383} tii[37,289] := {249, 570} tii[37,290] := {123, 483} tii[37,291] := {46, 384} tii[37,292] := {14, 289} tii[37,293] := {132, 500} tii[37,294] := {87, 454} tii[37,295] := {23, 324} tii[37,296] := {124, 484} tii[37,297] := {9, 263} tii[37,298] := {298, 576} tii[37,299] := {188, 541} tii[37,300] := {177, 524} tii[37,301] := {407} tii[37,302] := {347, 448} tii[37,303] := {281, 496} tii[37,304] := {273} tii[37,305] := {215, 325} tii[37,306] := {171} tii[37,307] := {316, 534} tii[37,308] := {158, 385} tii[37,309] := {120, 227} tii[37,310] := {76, 165} tii[37,311] := {105, 352} tii[37,312] := {42, 223} tii[37,313] := {145} tii[37,314] := {99, 190} tii[37,315] := {70} tii[37,316] := {58, 251} tii[37,317] := {250, 494} tii[37,318] := {39, 113} tii[37,319] := {19, 66} tii[37,320] := {56} tii[37,321] := {30, 90} tii[37,322] := {29, 219} tii[37,323] := {131, 418} tii[37,324] := {65, 290} tii[37,325] := {13, 68} tii[37,326] := {7, 108} tii[37,327] := {5, 91} tii[37,328] := {11, 252} tii[37,329] := {1, 161} tii[37,330] := {0, 139} tii[37,331] := {185, 441} tii[37,332] := {84, 351} tii[37,333] := {34, 222} tii[37,334] := {21, 318} tii[37,335] := {4, 221} tii[37,336] := {2, 198} cell#111 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {1030} tii[25,2] := {1054} tii[25,3] := {424, 1105} tii[25,4] := {971} tii[25,5] := {719} tii[25,6] := {1006} tii[25,7] := {590, 1117} tii[25,8] := {695, 1119} tii[25,9] := {423, 1052} tii[25,10] := {893} tii[25,11] := {718} tii[25,12] := {939} tii[25,13] := {431, 940} tii[25,14] := {589, 1099} tii[25,15] := {553, 999} tii[25,16] := {694, 1110} tii[25,17] := {972} tii[25,18] := {901} tii[25,19] := {896} tii[25,20] := {623, 1057} tii[25,21] := {821, 953} tii[25,22] := {743, 1083} tii[25,23] := {980} tii[25,24] := {914, 1025} tii[25,25] := {892} tii[25,26] := {335, 1096} tii[25,27] := {938} tii[25,28] := {626} tii[25,29] := {493, 1115} tii[25,30] := {600, 1118} tii[25,31] := {334, 1004} tii[25,32] := {258, 1072} tii[25,33] := {804} tii[25,34] := {625} tii[25,35] := {531} tii[25,36] := {176, 978} tii[25,37] := {859} tii[25,38] := {342, 860} tii[25,39] := {492, 1077} tii[25,40] := {400, 1107} tii[25,41] := {226, 1023} tii[25,42] := {458, 932} tii[25,43] := {599, 1098} tii[25,44] := {503, 1114} tii[25,45] := {194, 1043} tii[25,46] := {894} tii[25,47] := {440} tii[25,48] := {147, 995} tii[25,49] := {199, 685} tii[25,50] := {813} tii[25,51] := {807} tii[25,52] := {527, 1010} tii[25,53] := {318, 1097} tii[25,54] := {189, 1042} tii[25,55] := {103, 930} tii[25,56] := {291, 768} tii[25,57] := {728, 874} tii[25,58] := {650, 1050} tii[25,59] := {412, 1109} tii[25,60] := {535} tii[25,61] := {270, 1074} tii[25,62] := {905} tii[25,63] := {219, 1040} tii[25,64] := {450, 611} tii[25,65] := {827, 966} tii[25,66] := {375, 1094} tii[25,67] := {473, 1066} tii[25,68] := {257, 974} tii[25,69] := {711} tii[25,70] := {773} tii[25,71] := {530} tii[25,72] := {264, 814} tii[25,73] := {398, 1059} tii[25,74] := {369, 884} tii[25,75] := {501, 1085} tii[25,76] := {193, 926} tii[25,77] := {805} tii[25,78] := {439} tii[25,79] := {146, 847} tii[25,80] := {720} tii[25,81] := {715} tii[25,82] := {433, 943} tii[25,83] := {198, 726} tii[25,84] := {316, 1037} tii[25,85] := {187, 920} tii[25,86] := {102, 763} tii[25,87] := {635, 787} tii[25,88] := {555, 1002} tii[25,89] := {290, 802} tii[25,90] := {410, 1069} tii[25,91] := {534} tii[25,92] := {142, 670} tii[25,93] := {269, 981} tii[25,94] := {818} tii[25,95] := {106, 579} tii[25,96] := {218, 915} tii[25,97] := {449, 609} tii[25,98] := {734, 889} tii[25,99] := {223, 756} tii[25,100] := {374, 1026} tii[25,101] := {303, 659} tii[25,102] := {472, 959} tii[25,103] := {895} tii[25,104] := {774} tii[25,105] := {808} tii[25,106] := {491, 1011} tii[25,107] := {729, 875} tii[25,108] := {598, 1051} tii[25,109] := {721} tii[25,110] := {399, 983} tii[25,111] := {862} tii[25,112] := {320, 917} tii[25,113] := {780, 934} tii[25,114] := {636, 795} tii[25,115] := {502, 1028} tii[25,116] := {558, 750} tii[25,117] := {605, 958} tii[25,118] := {944} tii[25,119] := {869, 1003} tii[25,120] := {788, 962} tii[25,121] := {519} tii[25,122] := {812} tii[25,123] := {684} tii[25,124] := {786} tii[25,125] := {616} tii[25,126] := {336, 1086} tii[25,127] := {622} tii[25,128] := {900} tii[25,129] := {627} tii[25,130] := {772} tii[25,131] := {494, 1111} tii[25,132] := {238, 1007} tii[25,133] := {742} tii[25,134] := {873} tii[25,135] := {601, 1116} tii[25,136] := {297, 1047} tii[25,137] := {710} tii[25,138] := {260, 1071} tii[25,139] := {977} tii[25,140] := {806} tii[25,141] := {207, 1033} tii[25,142] := {533} tii[25,143] := {858} tii[25,144] := {267, 776} tii[25,145] := {402, 1106} tii[25,146] := {919} tii[25,147] := {153, 985} tii[25,148] := {255, 1064} tii[25,149] := {952} tii[25,150] := {372, 856} tii[25,151] := {505, 1113} tii[25,152] := {936} tii[25,153] := {631} tii[25,154] := {348, 1088} tii[25,155] := {1018} tii[25,156] := {543, 706} tii[25,157] := {285, 1061} tii[25,158] := {464, 1102} tii[25,159] := {565, 1080} tii[25,160] := {192, 1032} tii[25,161] := {518} tii[25,162] := {308, 1055} tii[25,163] := {438} tii[25,164] := {811} tii[25,165] := {123, 902} tii[25,166] := {525} tii[25,167] := {315, 1090} tii[25,168] := {683} tii[25,169] := {376, 1081} tii[25,170] := {165, 963} tii[25,171] := {648} tii[25,172] := {409, 1104} tii[25,173] := {785} tii[25,174] := {137, 994} tii[25,175] := {615} tii[25,176] := {337, 1031} tii[25,177] := {349, 1087} tii[25,178] := {899} tii[25,179] := {345, 863} tii[25,180] := {352} tii[25,181] := {97, 928} tii[25,182] := {712} tii[25,183] := {628} tii[25,184] := {432} tii[25,185] := {140, 591} tii[25,186] := {274, 975} tii[25,187] := {242, 1075} tii[25,188] := {82, 819} tii[25,189] := {495, 1089} tii[25,190] := {771} tii[25,191] := {276, 1060} tii[25,192] := {461, 935} tii[25,193] := {131, 991} tii[25,194] := {65, 851} tii[25,195] := {832} tii[25,196] := {413, 1101} tii[25,197] := {554} tii[25,198] := {221, 679} tii[25,199] := {212, 910} tii[25,200] := {330, 1019} tii[25,201] := {324, 1095} tii[25,202] := {118, 890} tii[25,203] := {872} tii[25,204] := {602, 1103} tii[25,205] := {268, 817} tii[25,206] := {441} tii[25,207] := {202, 1036} tii[25,208] := {523} tii[25,209] := {857} tii[25,210] := {435, 1056} tii[25,211] := {51, 762} tii[25,212] := {724} tii[25,213] := {499, 1112} tii[25,214] := {217, 733} tii[25,215] := {159, 988} tii[25,216] := {363, 512} tii[25,217] := {373, 888} tii[25,218] := {362, 1014} tii[25,219] := {646} tii[25,220] := {951} tii[25,221] := {30, 676} tii[25,222] := {639, 800} tii[25,223] := {294, 1068} tii[25,224] := {81, 845} tii[25,225] := {557, 1082} tii[25,226] := {384, 1022} tii[25,227] := {471, 792} tii[25,228] := {55, 754} tii[25,229] := {660, 1046} tii[25,230] := {93, 927} tii[25,231] := {517} tii[25,232] := {351, 1005} tii[25,233] := {810} tii[25,234] := {275} tii[25,235] := {62, 848} tii[25,236] := {618} tii[25,237] := {181, 1038} tii[25,238] := {682} tii[25,239] := {94, 538} tii[25,240] := {278, 945} tii[25,241] := {415, 1045} tii[25,242] := {88, 921} tii[25,243] := {38, 764} tii[25,244] := {738} tii[25,245] := {249, 1070} tii[25,246] := {784} tii[25,247] := {162, 614} tii[25,248] := {60, 481} tii[25,249] := {144, 982} tii[25,250] := {816} tii[25,251] := {522} tii[25,252] := {36, 761} tii[25,253] := {770} tii[25,254] := {528, 1009} tii[25,255] := {354} tii[25,256] := {358, 865} tii[25,257] := {498, 1078} tii[25,258] := {732, 886} tii[25,259] := {39, 392} tii[25,260] := {108, 916} tii[25,261] := {871} tii[25,262] := {56, 844} tii[25,263] := {19, 675} tii[25,264] := {286, 419} tii[25,265] := {111, 573} tii[25,266] := {225, 1027} tii[25,267] := {645} tii[25,268] := {448, 948} tii[25,269] := {651, 1049} tii[25,270] := {9, 583} tii[25,271] := {47, 752} tii[25,272] := {172, 474} tii[25,273] := {305, 961} tii[25,274] := {653, 791} tii[25,275] := {753, 998} tii[25,276] := {443} tii[25,277] := {182, 908} tii[25,278] := {714} tii[25,279] := {540, 1015} tii[25,280] := {365, 515} tii[25,281] := {130, 830} tii[25,282] := {834} tii[25,283] := {250, 969} tii[25,284] := {300, 476} tii[25,285] := {332, 883} tii[25,286] := {839, 960} tii[25,287] := {89, 749} tii[25,288] := {420, 798} tii[25,289] := {422} tii[25,290] := {717} tii[25,291] := {237, 1035} tii[25,292] := {430} tii[25,293] := {588} tii[25,294] := {296, 1067} tii[25,295] := {552} tii[25,296] := {693} tii[25,297] := {516} tii[25,298] := {259, 973} tii[25,299] := {809} tii[25,300] := {617} tii[25,301] := {271, 1073} tii[25,302] := {124, 907} tii[25,303] := {532} tii[25,304] := {343} tii[25,305] := {681} tii[25,306] := {266, 775} tii[25,307] := {206, 897} tii[25,308] := {401, 1058} tii[25,309] := {737} tii[25,310] := {209, 1039} tii[25,311] := {169, 968} tii[25,312] := {327, 1093} tii[25,313] := {459} tii[25,314] := {783} tii[25,315] := {371, 855} tii[25,316] := {152, 822} tii[25,317] := {254, 954} tii[25,318] := {504, 1084} tii[25,319] := {769} tii[25,320] := {427} tii[25,321] := {83, 850} tii[25,322] := {200, 723} tii[25,323] := {630} tii[25,324] := {347, 1008} tii[25,325] := {406, 1108} tii[25,326] := {870} tii[25,327] := {53, 766} tii[25,328] := {122, 925} tii[25,329] := {157, 638} tii[25,330] := {549} tii[25,331] := {542, 705} tii[25,332] := {292, 799} tii[25,333] := {284, 947} tii[25,334] := {463, 1048} tii[25,335] := {87, 842} tii[25,336] := {382, 699} tii[25,337] := {564, 997} tii[25,338] := {138, 846} tii[25,339] := {421} tii[25,340] := {205, 1034} tii[25,341] := {272, 937} tii[25,342] := {716} tii[25,343] := {353} tii[25,344] := {141, 634} tii[25,345] := {265} tii[25,346] := {98, 759} tii[25,347] := {520} tii[25,348] := {243, 984} tii[25,349] := {587} tii[25,350] := {222, 709} tii[25,351] := {151, 986} tii[25,352] := {253, 1065} tii[25,353] := {370} tii[25,354] := {210, 864} tii[25,355] := {328, 996} tii[25,356] := {66, 673} tii[25,357] := {132, 835} tii[25,358] := {643} tii[25,359] := {325, 1029} tii[25,360] := {692} tii[25,361] := {96, 575} tii[25,362] := {143, 632} tii[25,363] := {99, 929} tii[25,364] := {722} tii[25,365] := {426} tii[25,366] := {339} tii[25,367] := {680} tii[25,368] := {434, 941} tii[25,369] := {442} tii[25,370] := {203, 906} tii[25,371] := {64, 669} tii[25,372] := {126, 912} tii[25,373] := {69, 483} tii[25,374] := {279, 778} tii[25,375] := {405, 1044} tii[25,376] := {321, 1092} tii[25,377] := {637, 796} tii[25,378] := {164, 666} tii[25,379] := {107, 544} tii[25,380] := {455} tii[25,381] := {782} tii[25,382] := {134, 993} tii[25,383] := {70, 852} tii[25,384] := {224, 707} tii[25,385] := {160, 828} tii[25,386] := {364, 513} tii[25,387] := {548} tii[25,388] := {361, 866} tii[25,389] := {556, 1000} tii[25,390] := {42, 578} tii[25,391] := {91, 755} tii[25,392] := {295, 967} tii[25,393] := {234, 566} tii[25,394] := {43, 767} tii[25,395] := {119, 923} tii[25,396] := {559, 698} tii[25,397] := {304, 606} tii[25,398] := {22, 486} tii[25,399] := {80, 657} tii[25,400] := {658, 931} tii[25,401] := {385, 881} tii[25,402] := {61, 482} tii[25,403] := {263} tii[25,404] := {244, 820} tii[25,405] := {537} tii[25,406] := {621} tii[25,407] := {156, 596} tii[25,408] := {40, 393} tii[25,409] := {248, 1076} tii[25,410] := {447, 949} tii[25,411] := {368} tii[25,412] := {112, 574} tii[25,413] := {185, 736} tii[25,414] := {741} tii[25,415] := {326, 891} tii[25,416] := {452, 613} tii[25,417] := {173, 475} tii[25,418] := {168, 992} tii[25,419] := {24, 312} tii[25,420] := {378, 569} tii[25,421] := {418, 794} tii[25,422] := {381, 511} tii[25,423] := {746, 880} tii[25,424] := {133, 656} tii[25,425] := {236, 388} tii[25,426] := {514, 704} tii[25,427] := {333} tii[25,428] := {624} tii[25,429] := {204, 898} tii[25,430] := {425} tii[25,431] := {490} tii[25,432] := {547} tii[25,433] := {150, 823} tii[25,434] := {251, 955} tii[25,435] := {597} tii[25,436] := {585} tii[25,437] := {100, 760} tii[25,438] := {338} tii[25,439] := {346, 861} tii[25,440] := {629} tii[25,441] := {213, 730} tii[25,442] := {319, 1017} tii[25,443] := {690} tii[25,444] := {135, 843} tii[25,445] := {71, 674} tii[25,446] := {541, 702} tii[25,447] := {454} tii[25,448] := {283, 779} tii[25,449] := {462, 933} tii[25,450] := {44, 582} tii[25,451] := {120, 751} tii[25,452] := {467, 604} tii[25,453] := {563, 853} tii[25,454] := {633} tii[25,455] := {262} tii[25,456] := {317, 909} tii[25,457] := {524} tii[25,458] := {155, 641} tii[25,459] := {246, 989} tii[25,460] := {360, 868} tii[25,461] := {545, 708} tii[25,462] := {247, 831} tii[25,463] := {367} tii[25,464] := {647} tii[25,465] := {411, 970} tii[25,466] := {466, 662} tii[25,467] := {75, 487} tii[25,468] := {167, 838} tii[25,469] := {380, 509} tii[25,470] := {655, 793} tii[25,471] := {510, 882} tii[25,472] := {188, 748} tii[25,473] := {387, 571} tii[25,474] := {610, 797} tii[25,475] := {586} tii[25,476] := {404, 950} tii[25,477] := {691} tii[25,478] := {252, 837} tii[25,479] := {697, 854} tii[25,480] := {703, 887} tii[25,481] := {390} tii[25,482] := {465} tii[25,483] := {436} tii[25,484] := {526} tii[25,485] := {177, 942} tii[25,486] := {355} tii[25,487] := {649} tii[25,488] := {506} tii[25,489] := {230, 1001} tii[25,490] := {620} tii[25,491] := {125, 904} tii[25,492] := {595} tii[25,493] := {740} tii[25,494] := {174, 965} tii[25,495] := {86, 826} tii[25,496] := {128, 879} tii[25,497] := {529} tii[25,498] := {273, 1053} tii[25,499] := {344} tii[25,500] := {50, 727} tii[25,501] := {444} tii[25,502] := {603} tii[25,503] := {211, 1012} tii[25,504] := {329, 1079} tii[25,505] := {460} tii[25,506] := {78, 803} tii[25,507] := {713} tii[25,508] := {201, 725} tii[25,509] := {28, 671} tii[25,510] := {148, 979} tii[25,511] := {428} tii[25,512] := {539} tii[25,513] := {687} tii[25,514] := {407, 1100} tii[25,515] := {179, 946} tii[25,516] := {14, 580} tii[25,517] := {49, 757} tii[25,518] := {833} tii[25,519] := {293, 801} tii[25,520] := {550} tii[25,521] := {109, 913} tii[25,522] := {190, 1024} tii[25,523] := {158, 640} tii[25,524] := {32, 661} tii[25,525] := {73, 836} tii[25,526] := {383, 700} tii[25,527] := {170, 957} tii[25,528] := {341} tii[25,529] := {13, 577} tii[25,530] := {777} tii[25,531] := {323, 1091} tii[25,532] := {457} tii[25,533] := {216, 689} tii[25,534] := {26, 668} tii[25,535] := {6, 485} tii[25,536] := {16, 568} tii[25,537] := {229, 1021} tii[25,538] := {2, 396} tii[25,539] := {470, 608} tii[25,540] := {27, 478} tii[25,541] := {145, 976} tii[25,542] := {437} tii[25,543] := {197} tii[25,544] := {101, 911} tii[25,545] := {186, 1020} tii[25,546] := {356} tii[25,547] := {507} tii[25,548] := {289} tii[25,549] := {63, 849} tii[25,550] := {619} tii[25,551] := {95, 536} tii[25,552] := {208, 903} tii[25,553] := {261} tii[25,554] := {239, 1013} tii[25,555] := {84, 824} tii[25,556] := {445} tii[25,557] := {245, 1063} tii[25,558] := {594} tii[25,559] := {90, 924} tii[25,560] := {41, 765} tii[25,561] := {739} tii[25,562] := {161, 825} tii[25,563] := {256, 964} tii[25,564] := {366} tii[25,565] := {163, 612} tii[25,566] := {68, 451} tii[25,567] := {21, 677} tii[25,568] := {79, 841} tii[25,569] := {113, 744} tii[25,570] := {233, 508} tii[25,571] := {232, 878} tii[25,572] := {35, 391} tii[25,573] := {429} tii[25,574] := {17, 672} tii[25,575] := {195} tii[25,576] := {282, 781} tii[25,577] := {359} tii[25,578] := {18, 310} tii[25,579] := {408, 1062} tii[25,580] := {183, 1041} tii[25,581] := {287} tii[25,582] := {52, 735} tii[25,583] := {686} tii[25,584] := {33, 758} tii[25,585] := {8, 581} tii[25,586] := {72, 480} tii[25,587] := {551} tii[25,588] := {104, 500} tii[25,589] := {121, 386} tii[25,590] := {116, 922} tii[25,591] := {15, 584} tii[25,592] := {166, 654} tii[25,593] := {299, 956} tii[25,594] := {301, 416} tii[25,595] := {3, 489} tii[25,596] := {25, 663} tii[25,597] := {562, 701} tii[25,598] := {10, 240} tii[25,599] := {175, 307} tii[25,600] := {1, 397} tii[25,601] := {34, 572} tii[25,602] := {139} tii[25,603] := {129, 990} tii[25,604] := {593} tii[25,605] := {67, 453} tii[25,606] := {220} tii[25,607] := {77, 840} tii[25,608] := {231, 331} tii[25,609] := {23, 311} tii[25,610] := {377, 877} tii[25,611] := {235, 389} tii[25,612] := {57, 665} tii[25,613] := {350} tii[25,614] := {277} tii[25,615] := {414} tii[25,616] := {521} tii[25,617] := {149, 815} tii[25,618] := {178, 987} tii[25,619] := {357} tii[25,620] := {497} tii[25,621] := {644} tii[25,622] := {110, 731} tii[25,623] := {191, 885} tii[25,624] := {74, 652} tii[25,625] := {171, 790} tii[25,626] := {340} tii[25,627] := {37, 576} tii[25,628] := {85, 829} tii[25,629] := {280} tii[25,630] := {592} tii[25,631] := {215, 688} tii[25,632] := {322, 1016} tii[25,633] := {456} tii[25,634] := {20, 484} tii[25,635] := {58, 667} tii[25,636] := {31, 678} tii[25,637] := {114, 560} tii[25,638] := {228, 876} tii[25,639] := {469, 607} tii[25,640] := {11, 395} tii[25,641] := {48, 567} tii[25,642] := {4, 313} tii[25,643] := {59, 477} tii[25,644] := {196} tii[25,645] := {105, 546} tii[25,646] := {214} tii[25,647] := {184, 918} tii[25,648] := {496} tii[25,649] := {288} tii[25,650] := {46, 394} tii[25,651] := {117, 747} tii[25,652] := {76, 468} tii[25,653] := {298, 789} tii[25,654] := {302, 417} tii[25,655] := {12, 241} tii[25,656] := {92, 570} tii[25,657] := {306, 479} tii[25,658] := {403} tii[25,659] := {227, 696} tii[25,660] := {136, 664} tii[25,661] := {309} tii[25,662] := {446} tii[25,663] := {127, 867} tii[25,664] := {54, 745} tii[25,665] := {29, 642} tii[25,666] := {281} tii[25,667] := {7, 488} tii[25,668] := {115, 561} tii[25,669] := {0, 314} tii[25,670] := {154} tii[25,671] := {45, 379} tii[25,672] := {5, 180} cell#112 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {666} tii[19,2] := {736, 737} tii[19,3] := {864} tii[19,4] := {909, 910} tii[19,5] := {959, 960} tii[19,6] := {994, 995} tii[19,7] := {988, 989} tii[19,8] := {1003, 1004} tii[19,9] := {557} tii[19,10] := {629, 630} tii[19,11] := {101} tii[19,12] := {770} tii[19,13] := {447} tii[19,14] := {308} tii[19,15] := {829, 830} tii[19,16] := {519, 520} tii[19,17] := {190, 191} tii[19,18] := {903, 904} tii[19,19] := {296, 297} tii[19,20] := {962, 963} tii[19,21] := {555} tii[19,22] := {627, 628} tii[19,23] := {496} tii[19,24] := {353, 354} tii[19,25] := {722, 723} tii[19,26] := {953, 954} tii[19,27] := {582, 583} tii[19,28] := {483, 484} tii[19,29] := {843, 844} tii[19,30] := {991, 992} tii[19,31] := {717, 718} tii[19,32] := {668, 669} tii[19,33] := {850, 851} tii[19,34] := {810} tii[19,35] := {730, 908} tii[19,36] := {942, 943} tii[19,37] := {981, 982} tii[19,38] := {710} tii[19,39] := {626, 831} tii[19,40] := {663} tii[19,41] := {352, 565} tii[19,42] := {896, 990} tii[19,43] := {878, 879} tii[19,44] := {482, 695} tii[19,45] := {740, 741} tii[19,46] := {961, 1005} tii[19,47] := {944, 945} tii[19,48] := {716, 900} tii[19,49] := {798, 940} tii[19,50] := {705, 894} tii[19,51] := {667, 868} tii[19,52] := {849, 969} tii[19,53] := {884, 983} tii[19,54] := {948, 999} tii[19,55] := {955, 1001} tii[19,56] := {993, 1007} tii[19,57] := {897, 980} tii[19,58] := {865, 952} tii[19,59] := {966, 1002} tii[19,60] := {985, 1006} tii[19,61] := {156} tii[19,62] := {558} tii[19,63] := {631, 632} tii[19,64] := {401} tii[19,65] := {272, 273} tii[19,66] := {391, 392} tii[19,67] := {665} tii[19,68] := {734, 735} tii[19,69] := {600} tii[19,70] := {453, 454} tii[19,71] := {823, 824} tii[19,72] := {689, 690} tii[19,73] := {592, 593} tii[19,74] := {915, 916} tii[19,75] := {816, 817} tii[19,76] := {922, 923} tii[19,77] := {775, 776} tii[19,78] := {62} tii[19,79] := {348} tii[19,80] := {223} tii[19,81] := {127, 128} tii[19,82] := {499} tii[19,83] := {227} tii[19,84] := {417, 418} tii[19,85] := {360, 361} tii[19,86] := {216, 217} tii[19,87] := {490, 491} tii[19,88] := {248} tii[19,89] := {771} tii[19,90] := {35} tii[19,91] := {445} tii[19,92] := {570} tii[19,93] := {350} tii[19,94] := {16} tii[19,95] := {905, 906} tii[19,96] := {516, 517} tii[19,97] := {397} tii[19,98] := {260, 261} tii[19,99] := {699} tii[19,100] := {566, 567} tii[19,101] := {80, 81} tii[19,102] := {832, 833} tii[19,103] := {160} tii[19,104] := {414, 415} tii[19,105] := {619, 620} tii[19,106] := {29, 30} tii[19,107] := {480} tii[19,108] := {964, 965} tii[19,109] := {474, 475} tii[19,110] := {379, 380} tii[19,111] := {788, 789} tii[19,112] := {696, 697} tii[19,113] := {148, 149} tii[19,114] := {541, 542} tii[19,115] := {753, 754} tii[19,116] := {511, 512} tii[19,117] := {124, 125} tii[19,118] := {825, 826} tii[19,119] := {615, 616} tii[19,120] := {901, 902} tii[19,121] := {224} tii[19,122] := {74, 75} tii[19,123] := {746, 747} tii[19,124] := {651, 652} tii[19,125] := {559, 560} tii[19,126] := {757, 758} tii[19,127] := {286, 287} tii[19,128] := {970, 971} tii[19,129] := {869, 870} tii[19,130] := {213, 214} tii[19,131] := {918, 919} tii[19,132] := {278, 279} tii[19,133] := {856, 857} tii[19,134] := {504} tii[19,135] := {793} tii[19,136] := {439} tii[19,137] := {183, 351} tii[19,138] := {416, 625} tii[19,139] := {674, 675} tii[19,140] := {700, 701} tii[19,141] := {289, 481} tii[19,142] := {525, 526} tii[19,143] := {874, 875} tii[19,144] := {791, 792} tii[19,145] := {801, 802} tii[19,146] := {957, 958} tii[19,147] := {123, 263} tii[19,148] := {602, 794} tii[19,149] := {513, 719} tii[19,150] := {347} tii[19,151] := {714, 715} tii[19,152] := {911, 912} tii[19,153] := {73, 169} tii[19,154] := {997, 998} tii[19,155] := {501, 711} tii[19,156] := {936, 937} tii[19,157] := {448, 670} tii[19,158] := {655, 852} tii[19,159] := {212, 382} tii[19,160] := {841, 842} tii[19,161] := {421, 422} tii[19,162] := {706, 885} tii[19,163] := {334, 521} tii[19,164] := {277, 464} tii[19,165] := {804, 938} tii[19,166] := {973, 974} tii[19,167] := {618, 795} tii[19,168] := {975, 976} tii[19,169] := {562, 712} tii[19,170] := {760, 886} tii[19,171] := {809, 939} tii[19,172] := {458, 624} tii[19,173] := {155} tii[19,174] := {400} tii[19,175] := {270, 271} tii[19,176] := {389, 390} tii[19,177] := {170} tii[19,178] := {63} tii[19,179] := {664} tii[19,180] := {459} tii[19,181] := {258} tii[19,182] := {228} tii[19,183] := {129, 130} tii[19,184] := {33} tii[19,185] := {732, 733} tii[19,186] := {319, 320} tii[19,187] := {821, 822} tii[19,188] := {599} tii[19,189] := {451, 452} tii[19,190] := {377} tii[19,191] := {218, 219} tii[19,192] := {53, 54} tii[19,193] := {432, 433} tii[19,194] := {913, 914} tii[19,195] := {687, 688} tii[19,196] := {590, 591} tii[19,197] := {410, 411} tii[19,198] := {188, 189} tii[19,199] := {306} tii[19,200] := {724, 725} tii[19,201] := {814, 815} tii[19,202] := {119, 120} tii[19,203] := {537, 538} tii[19,204] := {375, 376} tii[19,205] := {294, 295} tii[19,206] := {641, 642} tii[19,207] := {920, 921} tii[19,208] := {773, 774} tii[19,209] := {845, 846} tii[19,210] := {367, 368} tii[19,211] := {761, 762} tii[19,212] := {609} tii[19,213] := {113} tii[19,214] := {60} tii[19,215] := {362} tii[19,216] := {698} tii[19,217] := {551} tii[19,218] := {262, 450} tii[19,219] := {182} tii[19,220] := {518, 731} tii[19,221] := {796, 797} tii[19,222] := {235, 236} tii[19,223] := {563, 564} tii[19,224] := {89, 90} tii[19,225] := {381, 589} tii[19,226] := {635, 636} tii[19,227] := {288} tii[19,228] := {882, 883} tii[19,229] := {332, 333} tii[19,230] := {786, 787} tii[19,231] := {693, 694} tii[19,232] := {702, 876} tii[19,233] := {398} tii[19,234] := {158} tii[19,235] := {317, 318} tii[19,236] := {266, 267} tii[19,237] := {621, 622} tii[19,238] := {898, 899} tii[19,239] := {187, 355} tii[19,240] := {610, 611} tii[19,241] := {446} tii[19,242] := {617, 818} tii[19,243] := {141, 142} tii[19,244] := {476, 477} tii[19,245] := {606, 811} tii[19,246] := {836, 837} tii[19,247] := {118, 247} tii[19,248] := {430, 431} tii[19,249] := {967, 968} tii[19,250] := {803, 946} tii[19,251] := {866, 867} tii[19,252] := {293, 485} tii[19,253] := {229} tii[19,254] := {177, 178} tii[19,255] := {531, 532} tii[19,256] := {748, 749} tii[19,257] := {385, 386} tii[19,258] := {755, 756} tii[19,259] := {529, 530} tii[19,260] := {561, 777} tii[19,261] := {759, 924} tii[19,262] := {887, 978} tii[19,263] := {393, 394} tii[19,264] := {366, 575} tii[19,265] := {436, 633} tii[19,266] := {466, 467} tii[19,267] := {658, 659} tii[19,268] := {927, 928} tii[19,269] := {603, 820} tii[19,270] := {720, 877} tii[19,271] := {408, 409} tii[19,272] := {932, 933} tii[19,273] := {251, 252} tii[19,274] := {637, 638} tii[19,275] := {502, 779} tii[19,276] := {671, 812} tii[19,277] := {535, 536} tii[19,278] := {707, 926} tii[19,279] := {853, 947} tii[19,280] := {892, 979} tii[19,281] := {805, 951} tii[19,282] := {573, 574} tii[19,283] := {767, 768} tii[19,284] := {405, 677} tii[19,285] := {568, 729} tii[19,286] := {889, 890} tii[19,287] := {769} tii[19,288] := {449, 673} tii[19,289] := {588, 790} tii[19,290] := {834, 835} tii[19,291] := {265, 455} tii[19,292] := {556} tii[19,293] := {505, 713} tii[19,294] := {813, 956} tii[19,295] := {880, 881} tii[19,296] := {384, 594} tii[19,297] := {176, 338} tii[19,298] := {645, 840} tii[19,299] := {639, 640} tii[19,300] := {917, 996} tii[19,301] := {772, 935} tii[19,302] := {465, 684} tii[19,303] := {543, 738} tii[19,304] := {855, 972} tii[19,305] := {819, 941} tii[19,306] := {407, 612} tii[19,307] := {863, 977} tii[19,308] := {250, 442} tii[19,309] := {778, 895} tii[19,310] := {799, 800} tii[19,311] := {534, 750} tii[19,312] := {925, 984} tii[19,313] := {950, 1000} tii[19,314] := {572, 783} tii[19,315] := {608, 827} tii[19,316] := {676, 828} tii[19,317] := {766, 929} tii[19,318] := {888, 986} tii[19,319] := {934, 987} tii[19,320] := {780, 907} tii[19,321] := {102} tii[19,322] := {309} tii[19,323] := {192, 193} tii[19,324] := {59} tii[19,325] := {298, 299} tii[19,326] := {87, 88} tii[19,327] := {268, 269} tii[19,328] := {399} tii[19,329] := {179, 180} tii[19,330] := {478, 479} tii[19,331] := {387, 388} tii[19,332] := {468, 469} tii[19,333] := {171} tii[19,334] := {17} tii[19,335] := {99} tii[19,336] := {47, 48} tii[19,337] := {6} tii[19,338] := {460} tii[19,339] := {259} tii[19,340] := {321, 322} tii[19,341] := {108} tii[19,342] := {96, 97} tii[19,343] := {14, 15} tii[19,344] := {139, 140} tii[19,345] := {378} tii[19,346] := {434, 435} tii[19,347] := {498} tii[19,348] := {412, 413} tii[19,349] := {358, 359} tii[19,350] := {77, 78} tii[19,351] := {726, 727} tii[19,352] := {157} tii[19,353] := {226} tii[19,354] := {4} tii[19,355] := {206, 207} tii[19,356] := {586, 587} tii[19,357] := {208, 209} tii[19,358] := {43, 44} tii[19,359] := {539, 540} tii[19,360] := {145, 146} tii[19,361] := {847, 848} tii[19,362] := {9, 10} tii[19,363] := {643, 644} tii[19,364] := {255, 256} tii[19,365] := {488, 489} tii[19,366] := {311} tii[19,367] := {763, 764} tii[19,368] := {198, 199} tii[19,369] := {578, 579} tii[19,370] := {494, 495} tii[19,371] := {19, 20} tii[19,372] := {46, 122} tii[19,373] := {509, 510} tii[19,374] := {181} tii[19,375] := {95, 211} tii[19,376] := {343, 344} tii[19,377] := {24, 72} tii[19,378] := {744, 745} tii[19,379] := {649, 650} tii[19,380] := {241, 242} tii[19,381] := {861, 862} tii[19,382] := {682, 683} tii[19,383] := {167, 323} tii[19,384] := {136, 281} tii[19,385] := {12, 61} tii[19,386] := {201, 324} tii[19,387] := {71} tii[19,388] := {34} tii[19,389] := {276} tii[19,390] := {153} tii[19,391] := {121} tii[19,392] := {163, 164} tii[19,393] := {55, 56} tii[19,394] := {210} tii[19,395] := {202, 203} tii[19,396] := {243, 244} tii[19,397] := {307} tii[19,398] := {185, 186} tii[19,399] := {11} tii[19,400] := {305} tii[19,401] := {233, 234} tii[19,402] := {601} tii[19,403] := {456, 457} tii[19,404] := {104} tii[19,405] := {514, 515} tii[19,406] := {91, 92} tii[19,407] := {284, 285} tii[19,408] := {21, 22} tii[19,409] := {373, 374} tii[19,410] := {402} tii[19,411] := {691, 692} tii[19,412] := {116, 117} tii[19,413] := {330, 331} tii[19,414] := {291, 292} tii[19,415] := {595, 596} tii[19,416] := {345, 346} tii[19,417] := {423, 424} tii[19,418] := {653, 654} tii[19,419] := {161} tii[19,420] := {685, 686} tii[19,421] := {38, 39} tii[19,422] := {364, 365} tii[19,423] := {597, 598} tii[19,424] := {548, 549} tii[19,425] := {300, 301} tii[19,426] := {257} tii[19,427] := {79, 184} tii[19,428] := {613, 614} tii[19,429] := {500, 721} tii[19,430] := {314, 315} tii[19,431] := {65} tii[19,432] := {838, 839} tii[19,433] := {57, 58} tii[19,434] := {172, 173} tii[19,435] := {443, 444} tii[19,436] := {327, 328} tii[19,437] := {325, 326} tii[19,438] := {403, 672} tii[19,439] := {527, 528} tii[19,440] := {45, 115} tii[19,441] := {427, 428} tii[19,442] := {147, 290} tii[19,443] := {751, 752} tii[19,444] := {607, 854} tii[19,445] := {109} tii[19,446] := {245, 419} tii[19,447] := {49, 50} tii[19,448] := {656, 657} tii[19,449] := {708, 893} tii[19,450] := {461, 462} tii[19,451] := {660, 661} tii[19,452] := {784, 785} tii[19,453] := {930, 931} tii[19,454] := {312, 569} tii[19,455] := {200, 369} tii[19,456] := {27, 100} tii[19,457] := {220, 221} tii[19,458] := {806, 807} tii[19,459] := {282, 420} tii[19,460] := {168, 371} tii[19,461] := {232, 406} tii[19,462] := {114, 249} tii[19,463] := {553, 554} tii[19,464] := {604, 605} tii[19,465] := {329, 533} tii[19,466] := {872, 873} tii[19,467] := {363, 571} tii[19,468] := {404, 623} tii[19,469] := {51, 152} tii[19,470] := {550, 765} tii[19,471] := {709, 891} tii[19,472] := {370, 522} tii[19,473] := {98} tii[19,474] := {137, 138} tii[19,475] := {225} tii[19,476] := {23} tii[19,477] := {356, 357} tii[19,478] := {497} tii[19,479] := {204, 205} tii[19,480] := {40, 41} tii[19,481] := {310} tii[19,482] := {584, 585} tii[19,483] := {486, 487} tii[19,484] := {253, 254} tii[19,485] := {576, 577} tii[19,486] := {66, 67} tii[19,487] := {492, 493} tii[19,488] := {105} tii[19,489] := {507, 508} tii[19,490] := {126, 264} tii[19,491] := {349} tii[19,492] := {93, 94} tii[19,493] := {237, 238} tii[19,494] := {742, 743} tii[19,495] := {341, 342} tii[19,496] := {647, 648} tii[19,497] := {162} tii[19,498] := {215, 383} tii[19,499] := {425, 426} tii[19,500] := {76, 175} tii[19,501] := {82, 83} tii[19,502] := {544, 545} tii[19,503] := {302, 303} tii[19,504] := {335, 523} tii[19,505] := {680, 681} tii[19,506] := {280, 470} tii[19,507] := {859, 860} tii[19,508] := {52, 154} tii[19,509] := {372, 524} tii[19,510] := {246, 473} tii[19,511] := {316, 506} tii[19,512] := {174, 340} tii[19,513] := {703, 704} tii[19,514] := {165, 166} tii[19,515] := {440, 441} tii[19,516] := {429, 646} tii[19,517] := {781, 782} tii[19,518] := {503, 728} tii[19,519] := {463, 679} tii[19,520] := {86, 222} tii[19,521] := {134, 135} tii[19,522] := {437, 438} tii[19,523] := {662, 858} tii[19,524] := {313, 581} tii[19,525] := {808, 949} tii[19,526] := {472, 634} tii[19,527] := {339, 552} tii[19,528] := {678, 871} tii[19,529] := {133, 304} tii[19,530] := {580, 739} tii[19,531] := {42} tii[19,532] := {68, 69} tii[19,533] := {106, 107} tii[19,534] := {159} tii[19,535] := {0} tii[19,536] := {143, 144} tii[19,537] := {2, 3} tii[19,538] := {230} tii[19,539] := {131, 132} tii[19,540] := {395, 396} tii[19,541] := {7, 8} tii[19,542] := {1, 18} tii[19,543] := {37} tii[19,544] := {31, 32} tii[19,545] := {239, 240} tii[19,546] := {70} tii[19,547] := {25, 26} tii[19,548] := {196, 197} tii[19,549] := {546, 547} tii[19,550] := {150, 151} tii[19,551] := {112, 283} tii[19,552] := {5, 36} tii[19,553] := {110, 111} tii[19,554] := {84, 85} tii[19,555] := {274, 275} tii[19,556] := {336, 337} tii[19,557] := {231, 471} tii[19,558] := {13, 64} tii[19,559] := {194, 195} tii[19,560] := {28, 103} cell#113 , |C| = 126 special orbit = [9, 7, 1] special rep = [[4], [4]] , dim = 70 cell rep = phi[[4],[4]]+phi[[3],[5]] TII depth = 2 TII multiplicity polynomial = 14*X+56*X^2 TII subcells: tii[50,1] := {90} tii[50,2] := {64, 115} tii[50,3] := {92, 122} tii[50,4] := {105, 124} tii[50,5] := {111, 125} tii[50,6] := {57} tii[50,7] := {19, 86} tii[50,8] := {40, 100} tii[50,9] := {51, 106} tii[50,10] := {70} tii[50,11] := {45} tii[50,12] := {26, 96} tii[50,13] := {21, 66} tii[50,14] := {48, 107} tii[50,15] := {31, 76} tii[50,16] := {60, 112} tii[50,17] := {81} tii[50,18] := {71} tii[50,19] := {38, 103} tii[50,20] := {59} tii[50,21] := {15, 88} tii[50,22] := {61, 113} tii[50,23] := {47, 69} tii[50,24] := {25, 95} tii[50,25] := {72, 116} tii[50,26] := {52, 110} tii[50,27] := {39, 104} tii[50,28] := {73, 117} tii[50,29] := {50, 109} tii[50,30] := {28, 98} tii[50,31] := {82, 119} tii[50,32] := {83, 120} tii[50,33] := {91, 121} tii[50,34] := {74, 118} tii[50,35] := {99, 123} tii[50,36] := {32} tii[50,37] := {10, 53} tii[50,38] := {18, 63} tii[50,39] := {44} tii[50,40] := {33} tii[50,41] := {2, 65} tii[50,42] := {22, 42} tii[50,43] := {8, 75} tii[50,44] := {9, 77} tii[50,45] := {17, 84} tii[50,46] := {3, 67} tii[50,47] := {29, 93} tii[50,48] := {58} tii[50,49] := {46} tii[50,50] := {5, 78} tii[50,51] := {35, 56} tii[50,52] := {13, 85} tii[50,53] := {34} tii[50,54] := {14, 87} tii[50,55] := {23, 43} tii[50,56] := {24, 94} tii[50,57] := {6, 79} tii[50,58] := {12, 55} tii[50,59] := {36, 101} tii[50,60] := {27, 97} tii[50,61] := {37, 102} tii[50,62] := {16, 89} tii[50,63] := {49, 108} tii[50,64] := {7, 80} tii[50,65] := {62, 114} tii[50,66] := {20} tii[50,67] := {11, 30} tii[50,68] := {4, 41} tii[50,69] := {0, 54} tii[50,70] := {1, 68} cell#114 , |C| = 210 special orbit = [7, 7, 3] special rep = [[3, 1], [4]] , dim = 210 cell rep = phi[[3, 1],[4]] TII depth = 6 TII multiplicity polynomial = 210*X TII subcells: tii[41,1] := {203} tii[41,2] := {208} tii[41,3] := {209} tii[41,4] := {58} tii[41,5] := {164} tii[41,6] := {116} tii[41,7] := {176} tii[41,8] := {153} tii[41,9] := {171} tii[41,10] := {80} tii[41,11] := {60} tii[41,12] := {138} tii[41,13] := {179} tii[41,14] := {131} tii[41,15] := {187} tii[41,16] := {95} tii[41,17] := {169} tii[41,18] := {125} tii[41,19] := {184} tii[41,20] := {104} tii[41,21] := {106} tii[41,22] := {190} tii[41,23] := {156} tii[41,24] := {167} tii[41,25] := {196} tii[41,26] := {141} tii[41,27] := {109} tii[41,28] := {182} tii[41,29] := {163} tii[41,30] := {134} tii[41,31] := {194} tii[41,32] := {126} tii[41,33] := {198} tii[41,34] := {147} tii[41,35] := {173} tii[41,36] := {191} tii[41,37] := {165} tii[41,38] := {175} tii[41,39] := {201} tii[41,40] := {192} tii[41,41] := {181} tii[41,42] := {189} tii[41,43] := {200} tii[41,44] := {185} tii[41,45] := {206} tii[41,46] := {195} tii[41,47] := {199} tii[41,48] := {202} tii[41,49] := {205} tii[41,50] := {204} tii[41,51] := {207} tii[41,52] := {19} tii[41,53] := {45} tii[41,54] := {57} tii[41,55] := {38} tii[41,56] := {23} tii[41,57] := {110} tii[41,58] := {4} tii[41,59] := {71} tii[41,60] := {50} tii[41,61] := {10} tii[41,62] := {102} tii[41,63] := {70} tii[41,64] := {39} tii[41,65] := {59} tii[41,66] := {24} tii[41,67] := {130} tii[41,68] := {72} tii[41,69] := {94} tii[41,70] := {63} tii[41,71] := {34} tii[41,72] := {14} tii[41,73] := {124} tii[41,74] := {92} tii[41,75] := {90} tii[41,76] := {81} tii[41,77] := {149} tii[41,78] := {107} tii[41,79] := {96} tii[41,80] := {117} tii[41,81] := {132} tii[41,82] := {114} tii[41,83] := {145} tii[41,84] := {74} tii[41,85] := {139} tii[41,86] := {135} tii[41,87] := {161} tii[41,88] := {40} tii[41,89] := {12} tii[41,90] := {73} tii[41,91] := {21} tii[41,92] := {93} tii[41,93] := {61} tii[41,94] := {82} tii[41,95] := {42} tii[41,96] := {27} tii[41,97] := {150} tii[41,98] := {97} tii[41,99] := {118} tii[41,100] := {86} tii[41,101] := {28} tii[41,102] := {54} tii[41,103] := {37} tii[41,104] := {115} tii[41,105] := {146} tii[41,106] := {113} tii[41,107] := {105} tii[41,108] := {44} tii[41,109] := {119} tii[41,110] := {166} tii[41,111] := {128} tii[41,112] := {64} tii[41,113] := {140} tii[41,114] := {56} tii[41,115] := {30} tii[41,116] := {91} tii[41,117] := {136} tii[41,118] := {162} tii[41,119] := {151} tii[41,120] := {98} tii[41,121] := {85} tii[41,122] := {157} tii[41,123] := {76} tii[41,124] := {154} tii[41,125] := {112} tii[41,126] := {177} tii[41,127] := {83} tii[41,128] := {65} tii[41,129] := {120} tii[41,130] := {78} tii[41,131] := {46} tii[41,132] := {137} tii[41,133] := {127} tii[41,134] := {148} tii[41,135] := {180} tii[41,136] := {87} tii[41,137] := {142} tii[41,138] := {158} tii[41,139] := {168} tii[41,140] := {103} tii[41,141] := {67} tii[41,142] := {155} tii[41,143] := {121} tii[41,144] := {178} tii[41,145] := {129} tii[41,146] := {174} tii[41,147] := {123} tii[41,148] := {88} tii[41,149] := {170} tii[41,150] := {152} tii[41,151] := {188} tii[41,152] := {159} tii[41,153] := {172} tii[41,154] := {143} tii[41,155] := {186} tii[41,156] := {160} tii[41,157] := {183} tii[41,158] := {197} tii[41,159] := {193} tii[41,160] := {2} tii[41,161] := {8} tii[41,162] := {9} tii[41,163] := {18} tii[41,164] := {3} tii[41,165] := {32} tii[41,166] := {13} tii[41,167] := {22} tii[41,168] := {25} tii[41,169] := {11} tii[41,170] := {41} tii[41,171] := {35} tii[41,172] := {69} tii[41,173] := {20} tii[41,174] := {5} tii[41,175] := {15} tii[41,176] := {62} tii[41,177] := {1} tii[41,178] := {51} tii[41,179] := {33} tii[41,180] := {89} tii[41,181] := {43} tii[41,182] := {55} tii[41,183] := {29} tii[41,184] := {84} tii[41,185] := {75} tii[41,186] := {52} tii[41,187] := {111} tii[41,188] := {48} tii[41,189] := {99} tii[41,190] := {26} tii[41,191] := {36} tii[41,192] := {16} tii[41,193] := {6} tii[41,194] := {53} tii[41,195] := {66} tii[41,196] := {79} tii[41,197] := {47} tii[41,198] := {108} tii[41,199] := {17} tii[41,200] := {77} tii[41,201] := {100} tii[41,202] := {68} tii[41,203] := {133} tii[41,204] := {49} tii[41,205] := {122} tii[41,206] := {101} tii[41,207] := {144} tii[41,208] := {0} tii[41,209] := {7} tii[41,210] := {31} cell#115 , |C| = 350 special orbit = [9, 5, 1, 1, 1] special rep = [[4], [3, 1]] , dim = 210 cell rep = phi[[4],[3, 1]]+phi[[2],[5, 1]] TII depth = 4 TII multiplicity polynomial = 70*X+140*X^2 TII subcells: tii[48,1] := {257} tii[48,2] := {197} tii[48,3] := {88, 297} tii[48,4] := {158, 330} tii[48,5] := {195, 341} tii[48,6] := {290} tii[48,7] := {280} tii[48,8] := {147} tii[48,9] := {223} tii[48,10] := {51, 266} tii[48,11] := {203, 286} tii[48,12] := {112, 316} tii[48,13] := {255, 307} tii[48,14] := {146, 332} tii[48,15] := {313} tii[48,16] := {196} tii[48,17] := {325} tii[48,18] := {128} tii[48,19] := {22, 296} tii[48,20] := {314} tii[48,21] := {327} tii[48,22] := {107, 206} tii[48,23] := {70, 329} tii[48,24] := {315, 337} tii[48,25] := {165, 238} tii[48,26] := {101, 340} tii[48,27] := {241} tii[48,28] := {49, 320} tii[48,29] := {217} tii[48,30] := {245} tii[48,31] := {35, 285} tii[48,32] := {111, 338} tii[48,33] := {218, 287} tii[48,34] := {77, 305} tii[48,35] := {144, 344} tii[48,36] := {83, 333} tii[48,37] := {104, 326} tii[48,38] := {155, 343} tii[48,39] := {164, 336} tii[48,40] := {84, 335} tii[48,41] := {190, 347} tii[48,42] := {199, 346} tii[48,43] := {232, 345} tii[48,44] := {233, 348} tii[48,45] := {269, 349} tii[48,46] := {173} tii[48,47] := {87} tii[48,48] := {28, 157} tii[48,49] := {47, 193} tii[48,50] := {219} tii[48,51] := {242} tii[48,52] := {177} tii[48,53] := {176} tii[48,54] := {103} tii[48,55] := {133} tii[48,56] := {153, 250} tii[48,57] := {38, 184} tii[48,58] := {95, 169} tii[48,59] := {212, 278} tii[48,60] := {62, 226} tii[48,61] := {279} tii[48,62] := {149} tii[48,63] := {131} tii[48,64] := {258} tii[48,65] := {110} tii[48,66] := {283} tii[48,67] := {29, 229} tii[48,68] := {108, 207} tii[48,69] := {72, 142} tii[48,70] := {259, 311} tii[48,71] := {48, 265} tii[48,72] := {166, 240} tii[48,73] := {174} tii[48,74] := {201} tii[48,75] := {56, 268} tii[48,76] := {67, 249} tii[48,77] := {175, 254} tii[48,78] := {82, 295} tii[48,79] := {120, 276} tii[48,80] := {32, 231} tii[48,81] := {106, 282} tii[48,82] := {118, 318} tii[48,83] := {89, 302} tii[48,84] := {168, 303} tii[48,85] := {194, 322} tii[48,86] := {260} tii[48,87] := {63} tii[48,88] := {222} tii[48,89] := {179} tii[48,90] := {15, 138} tii[48,91] := {136, 215} tii[48,92] := {33, 182} tii[48,93] := {308} tii[48,94] := {102} tii[48,95] := {291} tii[48,96] := {243} tii[48,97] := {85} tii[48,98] := {310} tii[48,99] := {204} tii[48,100] := {68} tii[48,101] := {9, 183} tii[48,102] := {66, 156} tii[48,103] := {292, 328} tii[48,104] := {39, 98} tii[48,105] := {159, 234} tii[48,106] := {21, 225} tii[48,107] := {119, 192} tii[48,108] := {261} tii[48,109] := {126} tii[48,110] := {284} tii[48,111] := {180} tii[48,112] := {26, 227} tii[48,113] := {150} tii[48,114] := {36, 205} tii[48,115] := {262, 312} tii[48,116] := {137, 216} tii[48,117] := {127, 211} tii[48,118] := {46, 263} tii[48,119] := {11, 185} tii[48,120] := {78, 236} tii[48,121] := {247} tii[48,122] := {65, 244} tii[48,123] := {161, 252} tii[48,124] := {76, 293} tii[48,125] := {224, 289} tii[48,126] := {52, 271} tii[48,127] := {122, 272} tii[48,128] := {181, 306} tii[48,129] := {145, 299} tii[48,130] := {148} tii[48,131] := {109} tii[48,132] := {1, 228} tii[48,133] := {71, 141} tii[48,134] := {6, 264} tii[48,135] := {171} tii[48,136] := {200} tii[48,137] := {90} tii[48,138] := {7, 267} tii[48,139] := {14, 248} tii[48,140] := {172, 253} tii[48,141] := {58, 123} tii[48,142] := {20, 294} tii[48,143] := {2, 230} tii[48,144] := {44, 274} tii[48,145] := {151} tii[48,146] := {34, 281} tii[48,147] := {73, 162} tii[48,148] := {43, 317} tii[48,149] := {23, 300} tii[48,150] := {129, 213} tii[48,151] := {79, 301} tii[48,152] := {91, 237} tii[48,153] := {100, 321} tii[48,154] := {24, 298} tii[48,155] := {45, 319} tii[48,156] := {10, 270} tii[48,157] := {64, 309} tii[48,158] := {17, 251} tii[48,159] := {75, 331} tii[48,160] := {121, 324} tii[48,161] := {50, 323} tii[48,162] := {143, 334} tii[48,163] := {25, 304} tii[48,164] := {114, 339} tii[48,165] := {189, 342} tii[48,166] := {130} tii[48,167] := {92} tii[48,168] := {59, 124} tii[48,169] := {55} tii[48,170] := {31, 81} tii[48,171] := {12, 117} tii[48,172] := {198} tii[48,173] := {154} tii[48,174] := {113, 188} tii[48,175] := {220} tii[48,176] := {246} tii[48,177] := {134} tii[48,178] := {69} tii[48,179] := {221, 288} tii[48,180] := {40, 99} tii[48,181] := {96, 170} tii[48,182] := {202} tii[48,183] := {115, 210} tii[48,184] := {19, 140} tii[48,185] := {178, 256} tii[48,186] := {135, 277} tii[48,187] := {93} tii[48,188] := {60, 125} tii[48,189] := {152} tii[48,190] := {13, 187} tii[48,191] := {74, 163} tii[48,192] := {132, 214} tii[48,193] := {94, 239} tii[48,194] := {42, 209} tii[48,195] := {57, 275} tii[48,196] := {37} tii[48,197] := {16, 61} tii[48,198] := {5, 97} tii[48,199] := {53} tii[48,200] := {30, 80} tii[48,201] := {105} tii[48,202] := {3, 139} tii[48,203] := {41, 116} tii[48,204] := {86, 167} tii[48,205] := {54, 191} tii[48,206] := {18, 160} tii[48,207] := {27, 235} tii[48,208] := {0, 186} tii[48,209] := {4, 208} tii[48,210] := {8, 273} cell#116 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {174} tii[40,2] := {202} tii[40,3] := {215} tii[40,4] := {220} tii[40,5] := {154} tii[40,6] := {91} tii[40,7] := {192} tii[40,8] := {134} tii[40,9] := {210} tii[40,10] := {159} tii[40,11] := {218} tii[40,12] := {128} tii[40,13] := {75} tii[40,14] := {178} tii[40,15] := {121} tii[40,16] := {36} tii[40,17] := {203} tii[40,18] := {151} tii[40,19] := {57} tii[40,20] := {213} tii[40,21] := {153} tii[40,22] := {191} tii[40,23] := {129} tii[40,24] := {117} tii[40,25] := {163} tii[40,26] := {209} tii[40,27] := {137} tii[40,28] := {138} tii[40,29] := {185} tii[40,30] := {217} tii[40,31] := {201} tii[40,32] := {193} tii[40,33] := {216} tii[40,34] := {207} tii[40,35] := {189} tii[40,36] := {221} tii[40,37] := {219} tii[40,38] := {214} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {118} tii[40,42] := {157} tii[40,43] := {176} tii[40,44] := {61} tii[40,45] := {131} tii[40,46] := {92} tii[40,47] := {105} tii[40,48] := {165} tii[40,49] := {115} tii[40,50] := {141} tii[40,51] := {187} tii[40,52] := {155} tii[40,53] := {34} tii[40,54] := {135} tii[40,55] := {182} tii[40,56] := {76} tii[40,57] := {10} tii[40,58] := {152} tii[40,59] := {110} tii[40,60] := {114} tii[40,61] := {198} tii[40,62] := {23} tii[40,63] := {60} tii[40,64] := {44} tii[40,65] := {194} tii[40,66] := {104} tii[40,67] := {69} tii[40,68] := {68} tii[40,69] := {206} tii[40,70] := {140} tii[40,71] := {183} tii[40,72] := {133} tii[40,73] := {211} tii[40,74] := {119} tii[40,75] := {160} tii[40,76] := {173} tii[40,77] := {103} tii[40,78] := {63} tii[40,79] := {145} tii[40,80] := {88} tii[40,81] := {171} tii[40,82] := {130} tii[40,83] := {48} tii[40,84] := {106} tii[40,85] := {45} tii[40,86] := {164} tii[40,87] := {96} tii[40,88] := {16} tii[40,89] := {80} tii[40,90] := {126} tii[40,91] := {70} tii[40,92] := {186} tii[40,93] := {125} tii[40,94] := {32} tii[40,95] := {74} tii[40,96] := {64} tii[40,97] := {181} tii[40,98] := {59} tii[40,99] := {4} tii[40,100] := {120} tii[40,101] := {89} tii[40,102] := {40} tii[40,103] := {82} tii[40,104] := {83} tii[40,105] := {14} tii[40,106] := {197} tii[40,107] := {150} tii[40,108] := {167} tii[40,109] := {15} tii[40,110] := {142} tii[40,111] := {113} tii[40,112] := {205} tii[40,113] := {29} tii[40,114] := {132} tii[40,115] := {30} tii[40,116] := {172} tii[40,117] := {50} tii[40,118] := {177} tii[40,119] := {102} tii[40,120] := {77} tii[40,121] := {144} tii[40,122] := {99} tii[40,123] := {51} tii[40,124] := {170} tii[40,125] := {101} tii[40,126] := {90} tii[40,127] := {49} tii[40,128] := {162} tii[40,129] := {143} tii[40,130] := {111} tii[40,131] := {112} tii[40,132] := {73} tii[40,133] := {28} tii[40,134] := {184} tii[40,135] := {146} tii[40,136] := {169} tii[40,137] := {62} tii[40,138] := {161} tii[40,139] := {98} tii[40,140] := {18} tii[40,141] := {195} tii[40,142] := {156} tii[40,143] := {86} tii[40,144] := {87} tii[40,145] := {188} tii[40,146] := {109} tii[40,147] := {56} tii[40,148] := {190} tii[40,149] := {180} tii[40,150] := {196} tii[40,151] := {166} tii[40,152] := {179} tii[40,153] := {147} tii[40,154] := {204} tii[40,155] := {199} tii[40,156] := {175} tii[40,157] := {200} tii[40,158] := {158} tii[40,159] := {212} tii[40,160] := {208} tii[40,161] := {71} tii[40,162] := {95} tii[40,163] := {93} tii[40,164] := {116} tii[40,165] := {67} tii[40,166] := {139} tii[40,167] := {25} tii[40,168] := {43} tii[40,169] := {37} tii[40,170] := {107} tii[40,171] := {2} tii[40,172] := {58} tii[40,173] := {8} tii[40,174] := {127} tii[40,175] := {81} tii[40,176] := {19} tii[40,177] := {9} tii[40,178] := {66} tii[40,179] := {85} tii[40,180] := {149} tii[40,181] := {20} tii[40,182] := {21} tii[40,183] := {38} tii[40,184] := {17} tii[40,185] := {33} tii[40,186] := {6} tii[40,187] := {24} tii[40,188] := {53} tii[40,189] := {168} tii[40,190] := {42} tii[40,191] := {41} tii[40,192] := {3} tii[40,193] := {65} tii[40,194] := {22} tii[40,195] := {84} tii[40,196] := {94} tii[40,197] := {78} tii[40,198] := {100} tii[40,199] := {52} tii[40,200] := {39} tii[40,201] := {124} tii[40,202] := {27} tii[40,203] := {47} tii[40,204] := {12} tii[40,205] := {35} tii[40,206] := {26} tii[40,207] := {148} tii[40,208] := {72} tii[40,209] := {5} tii[40,210] := {54} tii[40,211] := {55} tii[40,212] := {79} tii[40,213] := {31} tii[40,214] := {1} tii[40,215] := {97} tii[40,216] := {13} tii[40,217] := {108} tii[40,218] := {123} tii[40,219] := {122} tii[40,220] := {136} tii[40,221] := {46} tii[40,222] := {11} tii[40,223] := {0} tii[40,224] := {7} cell#117 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1500} tii[38,2] := {1317, 1574} tii[38,3] := {1545, 1587} tii[38,4] := {299, 1186} tii[38,5] := {1435} tii[38,6] := {1111} tii[38,7] := {371, 697, 1445, 1446} tii[38,8] := {1193, 1541} tii[38,9] := {638, 1215} tii[38,10] := {1493, 1559} tii[38,11] := {714, 994, 1557, 1558} tii[38,12] := {939, 1171, 1590, 1591} tii[38,13] := {612, 862} tii[38,14] := {1501} tii[38,15] := {616, 866} tii[38,16] := {370, 1041, 1253, 1254} tii[38,17] := {1352} tii[38,18] := {1042, 1573} tii[38,19] := {1118} tii[38,20] := {551, 1423} tii[38,21] := {1424, 1586} tii[38,22] := {626, 884, 885, 1210} tii[38,23] := {713, 1272, 1453, 1454} tii[38,24] := {813, 1095, 1096, 1350} tii[38,25] := {938, 1404, 1529, 1530} tii[38,26] := {1539} tii[38,27] := {691, 979, 1314, 1444} tii[38,28] := {1194, 1593} tii[38,29] := {1487} tii[38,30] := {902, 1544} tii[38,31] := {1494, 1601} tii[38,32] := {1420} tii[38,33] := {372, 656, 1320, 1451} tii[38,34] := {1058, 1268, 1452, 1556} tii[38,35] := {1334, 1481} tii[38,36] := {585, 845, 1433, 1527} tii[38,37] := {1233, 1398, 1528, 1592} tii[38,38] := {1257, 1600} tii[38,39] := {1517, 1606} tii[38,40] := {1145, 1585} tii[38,41] := {1263, 1438, 1554, 1594} tii[38,42] := {1000, 1249, 1562, 1596} tii[38,43] := {1395, 1505, 1589, 1604} tii[38,44] := {1561, 1607} tii[38,45] := {1523, 1583, 1603, 1609} tii[38,46] := {448} tii[38,47] := {526, 872} tii[38,48] := {1242} tii[38,49] := {804, 1332} tii[38,50] := {891, 1144} tii[38,51] := {1101, 1302} tii[38,52] := {175, 1035} tii[38,53] := {615} tii[38,54] := {621} tii[38,55] := {239, 527, 1362, 1363} tii[38,56] := {65, 787} tii[38,57] := {1353} tii[38,58] := {695, 1043} tii[38,59] := {962} tii[38,60] := {1119} tii[38,61] := {903, 1425} tii[38,62] := {633, 894} tii[38,63] := {473, 1069} tii[38,64] := {543, 828, 1513, 1514} tii[38,65] := {48, 198, 1055, 1056} tii[38,66] := {1061, 1274} tii[38,67] := {815, 1105} tii[38,68] := {769, 1019, 1566, 1567} tii[38,69] := {122, 294, 1231, 1232} tii[38,70] := {1235, 1406} tii[38,71] := {784} tii[38,72] := {296, 863} tii[38,73] := {1437} tii[38,74] := {302, 521} tii[38,75] := {139, 696, 1255, 1256} tii[38,76] := {959} tii[38,77] := {220, 690} tii[38,78] := {869, 1192} tii[38,79] := {1112} tii[38,80] := {802} tii[38,81] := {1355} tii[38,82] := {1114} tii[38,83] := {311, 611} tii[38,84] := {537, 1204} tii[38,85] := {34, 468, 988, 989} tii[38,86] := {1068, 1492} tii[38,87] := {324, 1214} tii[38,88] := {310, 539, 540, 889} tii[38,89] := {387, 991, 1455, 1456} tii[38,90] := {1209, 1376} tii[38,91] := {1248} tii[38,92] := {223, 487, 732, 733} tii[38,93] := {765, 1344} tii[38,94] := {87, 602, 1165, 1166} tii[38,95] := {486, 767, 768, 1102} tii[38,96] := {595, 1168, 1531, 1532} tii[38,97] := {1349, 1477} tii[38,98] := {1039, 1316} tii[38,99] := {238, 865, 1127, 1361} tii[38,100] := {1195} tii[38,101] := {1211, 1543} tii[38,102] := {140, 785, 985, 1259} tii[38,103] := {875, 1417} tii[38,104] := {1066} tii[38,105] := {99, 254, 876, 1137} tii[38,106] := {545, 1138, 1374, 1516} tii[38,107] := {474, 1333} tii[38,108] := {1327, 1450} tii[38,109] := {275, 914, 1162, 1394} tii[38,110] := {1088, 1497} tii[38,111] := {93, 833, 913, 1188} tii[38,112] := {912, 1178} tii[38,113] := {212, 429, 1091, 1296} tii[38,114] := {1434, 1526} tii[38,115] := {771, 1297, 1473, 1569} tii[38,116] := {1419, 1510} tii[38,117] := {661, 1260, 1458, 1548} tii[38,118] := {556, 1379} tii[38,119] := {506, 1196, 1389, 1504} tii[38,120] := {1499, 1564} tii[38,121] := {415, 687, 1287, 1442} tii[38,122] := {850, 1407, 1534, 1579} tii[38,123] := {1030, 1443, 1572, 1599} tii[38,124] := {447} tii[38,125] := {131, 957} tii[38,126] := {454} tii[38,127] := {1241} tii[38,128] := {525, 871} tii[38,129] := {969} tii[38,130] := {725, 1331} tii[38,131] := {105, 325, 1205, 1206} tii[38,132] := {466, 717} tii[38,133] := {890, 1143} tii[38,134] := {215, 442, 1347, 1348} tii[38,135] := {652, 944} tii[38,136] := {1100, 1301} tii[38,137] := {614} tii[38,138] := {445, 688} tii[38,139] := {182, 1037} tii[38,140] := {450, 692} tii[38,141] := {1351} tii[38,142] := {305} tii[38,143] := {788} tii[38,144] := {240, 870, 1125, 1126} tii[38,145] := {1243} tii[38,146] := {694, 1040} tii[38,147] := {348, 519} tii[38,148] := {968} tii[38,149] := {106, 954} tii[38,150] := {803} tii[38,151] := {459, 709, 710, 1060} tii[38,152] := {1244} tii[38,153] := {963} tii[38,154] := {382, 1052} tii[38,155] := {149, 393, 1264, 1265} tii[38,156] := {391, 1330} tii[38,157] := {901, 1422} tii[38,158] := {317, 546} tii[38,159] := {443, 460} tii[38,160] := {80, 634, 822, 823} tii[38,161] := {1059, 1270} tii[38,162] := {544, 1142, 1372, 1373} tii[38,163] := {53, 169, 1072, 1073} tii[38,164] := {650, 936, 937, 1236} tii[38,165] := {1120} tii[38,166] := {592, 1227} tii[38,167] := {278, 517, 1396, 1397} tii[38,168] := {490, 774} tii[38,169] := {351, 558, 559, 651} tii[38,170] := {164, 779, 1013, 1014} tii[38,171] := {1234, 1402} tii[38,172] := {770, 1300, 1471, 1472} tii[38,173] := {452} tii[38,174] := {304, 523} tii[38,175] := {868, 1189} tii[38,176] := {1318} tii[38,177] := {369, 980, 1038, 1252} tii[38,178] := {967} tii[38,179] := {629} tii[38,180] := {225, 375} tii[38,181] := {249, 549, 1367, 1368} tii[38,182] := {1064, 1490} tii[38,183] := {805} tii[38,184] := {1212} tii[38,185] := {242, 821, 955, 1128} tii[38,186] := {701, 1321} tii[38,187] := {552, 1426} tii[38,188] := {312, 541, 542, 893} tii[38,189] := {192, 708} tii[38,190] := {141, 353, 1046, 1266} tii[38,191] := {716, 1267, 1269, 1457} tii[38,192] := {1208, 1369} tii[38,193] := {300, 332, 333, 591} tii[38,194] := {809} tii[38,195] := {1074, 1306} tii[38,196] := {423, 1012, 1076, 1292} tii[38,197] := {929, 1427} tii[38,198] := {421, 682, 1468, 1469} tii[38,199] := {344, 935} tii[38,200] := {153, 397, 1275, 1276} tii[38,201] := {177, 664, 1036, 1075} tii[38,202] := {488, 772, 773, 1104} tii[38,203] := {276, 508, 1226, 1400} tii[38,204] := {1346, 1470} tii[38,205] := {941, 1399, 1401, 1533} tii[38,206] := {906} tii[38,207] := {189, 389, 705, 993} tii[38,208] := {316, 878} tii[38,209] := {1325, 1447} tii[38,210] := {662, 1459} tii[38,211] := {829, 1366, 1377, 1502} tii[38,212] := {754, 1033} tii[38,213] := {573, 842, 1520, 1521} tii[38,214] := {133, 268, 625, 841} tii[38,215] := {507, 817, 1390, 1507} tii[38,216] := {346, 599, 947, 1170} tii[38,217] := {672, 1285, 1319, 1439} tii[38,218] := {485, 1090} tii[38,219] := {1431, 1524} tii[38,220] := {1020, 1478, 1480, 1550} tii[38,221] := {440, 780, 1034, 1310} tii[38,222] := {1182, 1508, 1536, 1580} tii[38,223] := {783} tii[38,224] := {492, 689} tii[38,225] := {1436} tii[38,226] := {524, 1191} tii[38,227] := {958} tii[38,228] := {610, 627} tii[38,229] := {724, 1491} tii[38,230] := {150, 799, 986, 987} tii[38,231] := {1354} tii[38,232] := {1113} tii[38,233] := {250, 1203} tii[38,234] := {888, 1375} tii[38,235] := {495, 730, 731, 814} tii[38,236] := {279, 950, 1163, 1164} tii[38,237] := {1247} tii[38,238] := {425, 1343} tii[38,239] := {1099, 1476} tii[38,240] := {693, 1315} tii[38,241] := {1414} tii[38,242] := {789} tii[38,243] := {522, 818, 1190, 1360} tii[38,244] := {248, 897, 1131, 1132} tii[38,245] := {899, 1542} tii[38,246] := {1328} tii[38,247] := {243, 497, 1197, 1370} tii[38,248] := {964} tii[38,249] := {493, 699} tii[38,250] := {1245} tii[38,251] := {530, 1416} tii[38,252] := {726, 1495} tii[38,253] := {148, 1053} tii[38,254] := {374, 655, 1109, 1258} tii[38,255] := {892, 1139, 1371, 1515} tii[38,256] := {1057, 1449} tii[38,257] := {1218, 1408} tii[38,258] := {424, 674, 1342, 1474} tii[38,259] := {757, 1496} tii[38,260] := {420, 1023, 1288, 1289} tii[38,261] := {1121} tii[38,262] := {152, 734, 996, 997} tii[38,263] := {613, 641, 642, 932} tii[38,264] := {277, 1228} tii[38,265] := {590, 844, 1220, 1393} tii[38,266] := {1230, 1525} tii[38,267] := {298, 500, 1187, 1219} tii[38,268] := {1103, 1295, 1475, 1568} tii[38,269] := {143, 354, 1051, 1271} tii[38,270] := {1216} tii[38,271] := {797} tii[38,272] := {245, 1200} tii[38,273] := {1201, 1509} tii[38,274] := {992, 1273, 1448, 1547} tii[38,275] := {830, 1518} tii[38,276] := {494, 737, 738, 1083} tii[38,277] := {572, 1157, 1384, 1385} tii[38,278] := {95, 232, 961, 1156} tii[38,279] := {1085, 1311} tii[38,280] := {840, 1158, 1415, 1503} tii[38,281] := {419, 1339} tii[38,282] := {1340, 1563} tii[38,283] := {281, 509, 1237, 1403} tii[38,284] := {673, 978, 1465, 1552} tii[38,285] := {1169, 1405, 1535, 1578} tii[38,286] := {976} tii[38,287] := {948, 1238} tii[38,288] := {363, 683, 1312, 1484} tii[38,289] := {1309, 1485, 1553, 1598} tii[38,290] := {867, 1413} tii[38,291] := {528, 820, 1239, 1364} tii[38,292] := {1065, 1575} tii[38,293] := {700, 1489} tii[38,294] := {1207, 1512} tii[38,295] := {761, 1011, 1336, 1467} tii[38,296] := {928, 1546} tii[38,297] := {444, 663, 1313, 1335} tii[38,298] := {1345, 1565} tii[38,299] := {995, 1560} tii[38,300] := {531, 1418} tii[38,301] := {1326, 1555} tii[38,302] := {1140, 1378, 1511, 1576} tii[38,303] := {921, 1153, 1381, 1519} tii[38,304] := {843, 1123, 1522, 1581} tii[38,305] := {295, 501, 1240, 1380} tii[38,306] := {1432, 1588} tii[38,307] := {758, 1498} tii[38,308] := {1006, 1286, 1488, 1549} tii[38,309] := {1298, 1479, 1570, 1595} tii[38,310] := {677, 1028, 1482, 1571} tii[38,311] := {1410, 1537, 1582, 1605} tii[38,312] := {1365, 1584} tii[38,313] := {1150, 1356, 1540, 1577} tii[38,314] := {1466, 1602} tii[38,315] := {1483, 1551, 1597, 1608} tii[38,316] := {228} tii[38,317] := {193, 475} tii[38,318] := {345, 609} tii[38,319] := {307} tii[38,320] := {26, 617} tii[38,321] := {455} tii[38,322] := {194} tii[38,323] := {970} tii[38,324] := {252, 554} tii[38,325] := {17, 110, 886, 887} tii[38,326] := {467, 718} tii[38,327] := {111, 285} tii[38,328] := {427, 685} tii[38,329] := {58, 174, 1097, 1098} tii[38,330] := {653, 945} tii[38,331] := {620} tii[38,332] := {62, 453} tii[38,333] := {381, 722} tii[38,334] := {1117} tii[38,335] := {796} tii[38,336] := {100, 352} tii[38,337] := {4, 197, 711, 712} tii[38,338] := {318, 883} tii[38,339] := {64, 213, 480, 481} tii[38,340] := {589, 855} tii[38,341] := {975} tii[38,342] := {258, 563} tii[38,343] := {24, 291, 942, 943} tii[38,344] := {491, 1094} tii[38,345] := {465, 1050} tii[38,346] := {16, 309, 547, 880} tii[38,347] := {747, 1010} tii[38,348] := {59, 417, 775, 1107} tii[38,349] := {7, 410, 416, 793} tii[38,350] := {649, 1225} tii[38,351] := {92, 557, 952, 1185} tii[38,352] := {96, 864} tii[38,353] := {456} tii[38,354] := {180} tii[38,355] := {50, 782} tii[38,356] := {319} tii[38,357] := {637} tii[38,358] := {79, 256, 1135, 1136} tii[38,359] := {384, 727} tii[38,360] := {191, 388} tii[38,361] := {21, 90, 908, 909} tii[38,362] := {200, 433} tii[38,363] := {163, 365, 1293, 1294} tii[38,364] := {594, 859} tii[38,365] := {343, 598} tii[38,366] := {790} tii[38,367] := {127, 520} tii[38,368] := {179, 368} tii[38,369] := {303} tii[38,370] := {965} tii[38,371] := {186, 449} tii[38,372] := {1246} tii[38,373] := {470} tii[38,374] := {146, 390, 1261, 1262} tii[38,375] := {536, 900} tii[38,376] := {801} tii[38,377] := {461} tii[38,378] := {639} tii[38,379] := {29, 654} tii[38,380] := {12, 322, 824, 825} tii[38,381] := {383, 1054} tii[38,382] := {185, 385, 386, 715} tii[38,383] := {104, 538} tii[38,384] := {128, 241} tii[38,385] := {130, 342, 564, 565} tii[38,386] := {1122} tii[38,387] := {330, 603} tii[38,388] := {176, 204, 205, 422} tii[38,389] := {273, 512, 1391, 1392} tii[38,390] := {764, 1026} tii[38,391] := {81, 260, 1146, 1147} tii[38,392] := {395, 736} tii[38,393] := {593, 1229} tii[38,394] := {40, 438, 1015, 1016} tii[38,395] := {11, 60, 806, 807} tii[38,396] := {214, 766} tii[38,397] := {645} tii[38,398] := {341, 596, 597, 940} tii[38,399] := {798} tii[38,400] := {103, 306} tii[38,401] := {33, 457, 660, 982} tii[38,402] := {728} tii[38,403] := {102, 255, 534, 827} tii[38,404] := {533, 1202} tii[38,405] := {188, 703} tii[38,406] := {482, 750} tii[38,407] := {406, 671, 1461, 1462} tii[38,408] := {22, 118, 915, 916} tii[38,409] := {924, 1159} tii[38,410] := {68, 217, 411, 412} tii[38,411] := {579, 860} tii[38,412] := {89, 581, 849, 1173} tii[38,413] := {977} tii[38,414] := {67, 159, 458, 670} tii[38,415] := {760, 1341} tii[38,416] := {216, 430, 776, 1018} tii[38,417] := {15, 505, 580, 874} tii[38,418] := {340, 931} tii[38,419] := {31, 284, 293, 553} tii[38,420] := {138, 729, 1029, 1251} tii[38,421] := {292, 607, 861, 1181} tii[38,422] := {451} tii[38,423] := {77, 548, 1133, 1134} tii[38,424] := {706, 1063} tii[38,425] := {966} tii[38,426] := {628} tii[38,427] := {47, 707} tii[38,428] := {221, 373} tii[38,429] := {161, 679, 1290, 1291} tii[38,430] := {933, 1175} tii[38,431] := {297, 328, 329, 586} tii[38,432] := {36, 394, 998, 999} tii[38,433] := {121, 934} tii[38,434] := {561, 911} tii[38,435] := {808} tii[38,436] := {702, 1324} tii[38,437] := {904} tii[38,438] := {45, 151, 704, 990} tii[38,439] := {74, 622, 826, 1130} tii[38,440] := {462} tii[38,441] := {101, 877} tii[38,442] := {13, 327, 836, 837} tii[38,443] := {400, 1080} tii[38,444] := {222, 401, 402, 745} tii[38,445] := {266, 839, 1386, 1387} tii[38,446] := {1084, 1284} tii[38,447] := {751, 1031} tii[38,448] := {165, 753, 1017, 1304} tii[38,449] := {930, 1430} tii[38,450] := {42, 669, 752, 1045} tii[38,451] := {211, 1089} tii[38,452] := {123, 280, 946, 1167} tii[38,453] := {27, 86, 623, 838} tii[38,454] := {646} tii[38,455] := {18, 510, 601, 896} tii[38,456] := {235, 905, 1180, 1359} tii[38,457] := {600, 951} tii[38,458] := {172, 439, 1032, 1308} tii[38,459] := {187, 1047} tii[38,460] := {408, 1004, 1282, 1464} tii[38,461] := {63, 158, 786, 1003} tii[38,462] := {1221, 1383} tii[38,463] := {339, 1222} tii[38,464] := {361, 1067, 1305, 1441} tii[38,465] := {289, 608, 1179, 1412} tii[38,466] := {308} tii[38,467] := {195} tii[38,468] := {253, 555} tii[38,469] := {112, 286} tii[38,470] := {428, 686} tii[38,471] := {619} tii[38,472] := {224, 367} tii[38,473] := {69, 816} tii[38,474] := {795} tii[38,475] := {301, 313} tii[38,476] := {1116} tii[38,477] := {320} tii[38,478] := {380, 721} tii[38,479] := {251, 882} tii[38,480] := {35, 471, 657, 658} tii[38,481] := {32, 125, 971, 972} tii[38,482] := {974} tii[38,483] := {227, 398, 399, 489} tii[38,484] := {426, 1093} tii[38,485] := {201, 434} tii[38,486] := {588, 854} tii[38,487] := {88, 606, 846, 847} tii[38,488] := {257, 562} tii[38,489] := {631} tii[38,490] := {378, 1049} tii[38,491] := {181, 190} tii[38,492] := {76, 499, 624, 819} tii[38,493] := {55, 208, 1077, 1078} tii[38,494] := {334, 576} tii[38,495] := {746, 1009} tii[38,496] := {167, 676, 756, 1021} tii[38,497] := {134, 269, 270, 347} tii[38,498] := {811} tii[38,499] := {584, 1224} tii[38,500] := {44, 357, 698, 755} tii[38,501] := {71, 168, 392, 441} tii[38,502] := {237, 857, 907, 1124} tii[38,503] := {618} tii[38,504] := {349, 529} tii[38,505] := {147, 720, 983, 984} tii[38,506] := {535, 898} tii[38,507] := {196} tii[38,508] := {794} tii[38,509] := {1115} tii[38,510] := {78, 881} tii[38,511] := {446, 478, 479, 762} tii[38,512] := {113, 288} tii[38,513] := {973} tii[38,514] := {274, 853, 1160, 1161} tii[38,515] := {763, 1024} tii[38,516] := {162, 1092} tii[38,517] := {82, 560, 831, 832} tii[38,518] := {396, 735} tii[38,519] := {464} tii[38,520] := {630} tii[38,521] := {1070} tii[38,522] := {75, 230, 879, 1141} tii[38,523] := {532, 1199} tii[38,524] := {132, 246} tii[38,525] := {145, 659, 791, 981} tii[38,526] := {142, 1048} tii[38,527] := {350, 566, 567, 923} tii[38,528] := {83, 271, 1148, 1149} tii[38,529] := {925, 1183} tii[38,530] := {262, 917} tii[38,531] := {206, 409} tii[38,532] := {922, 1155} tii[38,533] := {183, 209, 210, 431} tii[38,534] := {810} tii[38,535] := {38, 477, 665, 666} tii[38,536] := {407, 1008, 1280, 1281} tii[38,537] := {283, 848, 927, 1172} tii[38,538] := {648} tii[38,539] := {759, 1338} tii[38,540] := {166, 358, 1106, 1299} tii[38,541] := {98, 504, 873, 926} tii[38,542] := {272, 1223} tii[38,543] := {43, 136, 792, 1007} tii[38,544] := {777, 1108} tii[38,545] := {52, 359, 719, 778} tii[38,546] := {366, 1027, 1071, 1250} tii[38,547] := {107, 126, 326, 516} tii[38,548] := {236, 515, 1184, 1411} tii[38,549] := {463} tii[38,550] := {244, 1198} tii[38,551] := {226, 404, 405, 749} tii[38,552] := {117, 569} tii[38,553] := {575, 1152, 1154, 1388} tii[38,554] := {1082, 1277} tii[38,555] := {647} tii[38,556] := {418, 1337} tii[38,557] := {94, 231, 956, 1151} tii[38,558] := {604, 953} tii[38,559] := {70, 170, 472, 681} tii[38,560] := {513, 1176, 1213, 1357} tii[38,561] := {362, 684, 1307, 1486} tii[38,562] := {379, 1062} tii[38,563] := {587, 1174} tii[38,564] := {259, 910} tii[38,565] := {377, 1323} tii[38,566] := {247, 498, 960, 1129} tii[38,567] := {84, 640, 834, 835} tii[38,568] := {156, 1079} tii[38,569] := {744, 1283} tii[38,570] := {583, 1429} tii[38,571] := {432, 675, 1087, 1303} tii[38,572] := {184, 356, 1044, 1086} tii[38,573] := {518, 856, 1217, 1358} tii[38,574] := {108, 233, 895, 949} tii[38,575] := {376, 1322} tii[38,576] := {178, 355, 1110, 1278} tii[38,577] := {748, 1005, 1279, 1463} tii[38,578] := {85, 918} tii[38,579] := {920, 1382} tii[38,580] := {582, 1428} tii[38,581] := {680, 1025, 1329, 1440} tii[38,582] := {49, 137, 800, 1022} tii[38,583] := {514, 858, 1409, 1538} tii[38,584] := {1081, 1460} tii[38,585] := {851, 1177, 1421, 1506} tii[38,586] := {135} tii[38,587] := {72, 218} tii[38,588] := {115, 336} tii[38,589] := {321} tii[38,590] := {8, 496} tii[38,591] := {202, 435} tii[38,592] := {2, 25, 643, 644} tii[38,593] := {632} tii[38,594] := {46, 229} tii[38,595] := {154, 413} tii[38,596] := {6, 57, 739, 740} tii[38,597] := {335, 577} tii[38,598] := {28, 124, 337, 338} tii[38,599] := {812} tii[38,600] := {10, 173, 219, 476} tii[38,601] := {207, 743} tii[38,602] := {0, 114, 570, 571} tii[38,603] := {1, 287, 290, 636} tii[38,604] := {109} tii[38,605] := {54, 171} tii[38,606] := {315} tii[38,607] := {66, 144} tii[38,608] := {37, 160, 1001, 1002} tii[38,609] := {261, 578} tii[38,610] := {116, 267} tii[38,611] := {97, 119, 120, 282} tii[38,612] := {484} tii[38,613] := {51, 61, 199, 364} tii[38,614] := {314} tii[38,615] := {129, 264, 265, 574} tii[38,616] := {3, 203, 667, 668} tii[38,617] := {56, 403} tii[38,618] := {263, 919} tii[38,619] := {483} tii[38,620] := {30, 91, 323, 511} tii[38,621] := {5, 360, 437, 723} tii[38,622] := {436, 781} tii[38,623] := {23, 568} tii[38,624] := {9, 41, 469, 678} tii[38,625] := {155, 414} tii[38,626] := {157, 742} tii[38,627] := {14, 331, 502, 503} tii[38,628] := {20, 234, 550, 605} tii[38,629] := {39, 741} tii[38,630] := {19, 73, 635, 852} cell#118 , |C| = 560 special orbit = [5, 5, 5, 1, 1] special rep = [[2, 2], [3, 1]] , dim = 420 cell rep = phi[[2, 2],[3, 1]]+phi[[2],[3, 3]] TII depth = 4 TII multiplicity polynomial = 280*X+140*X^2 TII subcells: tii[28,1] := {559} tii[28,2] := {349} tii[28,3] := {555} tii[28,4] := {495} tii[28,5] := {170, 476} tii[28,6] := {348} tii[28,7] := {548} tii[28,8] := {494} tii[28,9] := {298, 527} tii[28,10] := {372, 542} tii[28,11] := {431} tii[28,12] := {553} tii[28,13] := {532} tii[28,14] := {434, 501} tii[28,15] := {482, 528} tii[28,16] := {558} tii[28,17] := {554} tii[28,18] := {547, 557} tii[28,19] := {403} tii[28,20] := {522} tii[28,21] := {287} tii[28,22] := {450} tii[28,23] := {291} tii[28,24] := {457} tii[28,25] := {152} tii[28,26] := {539} tii[28,27] := {409} tii[28,28] := {465} tii[28,29] := {400} tii[28,30] := {80, 380} tii[28,31] := {489} tii[28,32] := {230} tii[28,33] := {132} tii[28,34] := {550} tii[28,35] := {413} tii[28,36] := {493} tii[28,37] := {181, 466} tii[28,38] := {30, 300} tii[28,39] := {526} tii[28,40] := {258, 504} tii[28,41] := {60, 340} tii[28,42] := {517} tii[28,43] := {265} tii[28,44] := {556} tii[28,45] := {438} tii[28,46] := {536} tii[28,47] := {266, 374} tii[28,48] := {210} tii[28,49] := {551} tii[28,50] := {338, 428} tii[28,51] := {159, 262} tii[28,52] := {479} tii[28,53] := {439, 508} tii[28,54] := {226} tii[28,55] := {402} tii[28,56] := {204} tii[28,57] := {521} tii[28,58] := {355} tii[28,59] := {421} tii[28,60] := {121, 432} tii[28,61] := {346} tii[28,62] := {171} tii[28,63] := {449} tii[28,64] := {292} tii[28,65] := {82} tii[28,66] := {242} tii[28,67] := {238, 502} tii[28,68] := {186} tii[28,69] := {538} tii[28,70] := {53, 357} tii[28,71] := {454} tii[28,72] := {299} tii[28,73] := {458} tii[28,74] := {142} tii[28,75] := {318, 529} tii[28,76] := {96, 397} tii[28,77] := {499} tii[28,78] := {373} tii[28,79] := {229} tii[28,80] := {81, 382} tii[28,81] := {488} tii[28,82] := {325} tii[28,83] := {302} tii[28,84] := {178} tii[28,85] := {55, 332} tii[28,86] := {549} tii[28,87] := {478} tii[28,88] := {518} tii[28,89] := {269} tii[28,90] := {182, 468} tii[28,91] := {354} tii[28,92] := {327, 424} tii[28,93] := {42, 274} tii[28,94] := {98, 379} tii[28,95] := {252} tii[28,96] := {214, 321} tii[28,97] := {540} tii[28,98] := {420} tii[28,99] := {259, 506} tii[28,100] := {394, 472} tii[28,101] := {405} tii[28,102] := {209, 436} tii[28,103] := {511} tii[28,104] := {161, 392} tii[28,105] := {461} tii[28,106] := {480, 531} tii[28,107] := {279, 484} tii[28,108] := {345, 516} tii[28,109] := {401} tii[28,110] := {288} tii[28,111] := {243} tii[28,112] := {83, 410} tii[28,113] := {520} tii[28,114] := {406} tii[28,115] := {143, 444} tii[28,116] := {462} tii[28,117] := {228} tii[28,118] := {448} tii[28,119] := {381} tii[28,120] := {301} tii[28,121] := {177} tii[28,122] := {125, 437} tii[28,123] := {537} tii[28,124] := {384, 467} tii[28,125] := {490} tii[28,126] := {510} tii[28,127] := {353} tii[28,128] := {331} tii[28,129] := {251} tii[28,130] := {103, 389} tii[28,131] := {441, 505} tii[28,132] := {523} tii[28,133] := {199, 473} tii[28,134] := {419} tii[28,135] := {273, 378} tii[28,136] := {404} tii[28,137] := {328, 435} tii[28,138] := {533} tii[28,139] := {249, 503} tii[28,140] := {276, 391} tii[28,141] := {460} tii[28,142] := {512, 544} tii[28,143] := {395, 483} tii[28,144] := {446, 515} tii[28,145] := {475} tii[28,146] := {387} tii[28,147] := {545} tii[28,148] := {509} tii[28,149] := {333, 429} tii[28,150] := {535} tii[28,151] := {546} tii[28,152] := {477} tii[28,153] := {390, 469} tii[28,154] := {534, 552} tii[28,155] := {513} tii[28,156] := {514, 543} tii[28,157] := {261} tii[28,158] := {227} tii[28,159] := {107} tii[28,160] := {356} tii[28,161] := {123} tii[28,162] := {304} tii[28,163] := {422} tii[28,164] := {197} tii[28,165] := {290} tii[28,166] := {360} tii[28,167] := {234} tii[28,168] := {12, 184} tii[28,169] := {71} tii[28,170] := {408} tii[28,171] := {27, 222} tii[28,172] := {313} tii[28,173] := {464} tii[28,174] := {453} tii[28,175] := {90} tii[28,176] := {58, 119} tii[28,177] := {498} tii[28,178] := {120} tii[28,179] := {174} tii[28,180] := {185} tii[28,181] := {361} tii[28,182] := {52} tii[28,183] := {237} tii[28,184] := {255} tii[28,185] := {95} tii[28,186] := {317} tii[28,187] := {347} tii[28,188] := {172} tii[28,189] := {51, 324} tii[28,190] := {231} tii[28,191] := {412} tii[28,192] := {294} tii[28,193] := {239} tii[28,194] := {16, 241} tii[28,195] := {127} tii[28,196] := {31, 268} tii[28,197] := {131, 423} tii[28,198] := {89} tii[28,199] := {455} tii[28,200] := {296} tii[28,201] := {43} tii[28,202] := {203} tii[28,203] := {368} tii[28,204] := {315} tii[28,205] := {35, 282} tii[28,206] := {22, 213} tii[28,207] := {193} tii[28,208] := {61, 320} tii[28,209] := {370} tii[28,210] := {73} tii[28,211] := {201, 471} tii[28,212] := {500} tii[28,213] := {351} tii[28,214] := {156, 385} tii[28,215] := {8, 187} tii[28,216] := {492} tii[28,217] := {70} tii[28,218] := {110} tii[28,219] := {366} tii[28,220] := {111, 336} tii[28,221] := {417} tii[28,222] := {525} tii[28,223] := {219, 442} tii[28,224] := {19, 225} tii[28,225] := {3, 138} tii[28,226] := {75, 155} tii[28,227] := {108} tii[28,228] := {285, 486} tii[28,229] := {29, 202} tii[28,230] := {122} tii[28,231] := {350} tii[28,232] := {456} tii[28,233] := {54, 330} tii[28,234] := {183} tii[28,235] := {236} tii[28,236] := {86} tii[28,237] := {416} tii[28,238] := {316} tii[28,239] := {41, 272} tii[28,240] := {97, 377} tii[28,241] := {139} tii[28,242] := {519} tii[28,243] := {208, 329} tii[28,244] := {295} tii[28,245] := {56} tii[28,246] := {157} tii[28,247] := {459} tii[28,248] := {136, 425} tii[28,249] := {21, 245} tii[28,250] := {369} tii[28,251] := {112, 206} tii[28,252] := {541} tii[28,253] := {278, 396} tii[28,254] := {160, 277} tii[28,255] := {93} tii[28,256] := {344, 447} tii[28,257] := {76, 167} tii[28,258] := {326} tii[28,259] := {215, 319} tii[28,260] := {393} tii[28,261] := {398, 474} tii[28,262] := {305} tii[28,263] := {124} tii[28,264] := {198} tii[28,265] := {289} tii[28,266] := {175} tii[28,267] := {359} tii[28,268] := {69} tii[28,269] := {32, 303} tii[28,270] := {233} tii[28,271] := {407} tii[28,272] := {133} tii[28,273] := {109} tii[28,274] := {149} tii[28,275] := {62, 343} tii[28,276] := {312} tii[28,277] := {256} tii[28,278] := {463} tii[28,279] := {106} tii[28,280] := {17, 244} tii[28,281] := {452} tii[28,282] := {158} tii[28,283] := {10, 192} tii[28,284] := {309} tii[28,285] := {153} tii[28,286] := {36, 286} tii[28,287] := {113, 207} tii[28,288] := {497} tii[28,289] := {49, 260} tii[28,290] := {173} tii[28,291] := {85, 388} tii[28,292] := {126} tii[28,293] := {240} tii[28,294] := {293} tii[28,295] := {411} tii[28,296] := {128} tii[28,297] := {297} tii[28,298] := {68, 334} tii[28,299] := {145, 430} tii[28,300] := {104} tii[28,301] := {200} tii[28,302] := {194} tii[28,303] := {367} tii[28,304] := {371} tii[28,305] := {129} tii[28,306] := {491} tii[28,307] := {34, 270} tii[28,308] := {212} tii[28,309] := {267, 386} tii[28,310] := {88} tii[28,311] := {352} tii[28,312] := {65} tii[28,313] := {191, 470} tii[28,314] := {40, 306} tii[28,315] := {414} tii[28,316] := {250} tii[28,317] := {163, 264} tii[28,318] := {24, 217} tii[28,319] := {63, 322} tii[28,320] := {195} tii[28,321] := {524} tii[28,322] := {418} tii[28,323] := {339, 443} tii[28,324] := {216, 337} tii[28,325] := {141} tii[28,326] := {13, 164} tii[28,327] := {79, 283} tii[28,328] := {115, 224} tii[28,329] := {399, 487} tii[28,330] := {383} tii[28,331] := {137, 427} tii[28,332] := {308} tii[28,333] := {440} tii[28,334] := {275, 376} tii[28,335] := {117, 342} tii[28,336] := {445, 507} tii[28,337] := {358} tii[28,338] := {232} tii[28,339] := {311} tii[28,340] := {451} tii[28,341] := {130} tii[28,342] := {271} tii[28,343] := {66, 362} tii[28,344] := {363} tii[28,345] := {218, 323} tii[28,346] := {196} tii[28,347] := {496} tii[28,348] := {165, 284} tii[28,349] := {433} tii[28,350] := {335, 426} tii[28,351] := {307} tii[28,352] := {481} tii[28,353] := {220, 341} tii[28,354] := {485, 530} tii[28,355] := {105} tii[28,356] := {154} tii[28,357] := {151} tii[28,358] := {205} tii[28,359] := {176} tii[28,360] := {25} tii[28,361] := {150} tii[28,362] := {257} tii[28,363] := {46} tii[28,364] := {4, 134} tii[28,365] := {179} tii[28,366] := {44} tii[28,367] := {310} tii[28,368] := {101} tii[28,369] := {14, 169} tii[28,370] := {253} tii[28,371] := {72} tii[28,372] := {2, 92} tii[28,373] := {20, 147} tii[28,374] := {26} tii[28,375] := {365} tii[28,376] := {7, 135} tii[28,377] := {45} tii[28,378] := {38, 100} tii[28,379] := {84} tii[28,380] := {67} tii[28,381] := {144} tii[28,382] := {87} tii[28,383] := {235} tii[28,384] := {18, 211} tii[28,385] := {148} tii[28,386] := {39} tii[28,387] := {11, 162} tii[28,388] := {140} tii[28,389] := {190} tii[28,390] := {37, 263} tii[28,391] := {314} tii[28,392] := {50, 223} tii[28,393] := {6, 114} tii[28,394] := {33} tii[28,395] := {9, 188} tii[28,396] := {247} tii[28,397] := {91, 375} tii[28,398] := {415} tii[28,399] := {28} tii[28,400] := {59} tii[28,401] := {77, 280} tii[28,402] := {1, 99} tii[28,403] := {48, 118} tii[28,404] := {189} tii[28,405] := {116, 221} tii[28,406] := {180} tii[28,407] := {102} tii[28,408] := {254} tii[28,409] := {57} tii[28,410] := {23, 246} tii[28,411] := {47} tii[28,412] := {364} tii[28,413] := {94} tii[28,414] := {5, 146} tii[28,415] := {78, 168} tii[28,416] := {248} tii[28,417] := {166, 281} tii[28,418] := {74} tii[28,419] := {15} tii[28,420] := {0, 64} cell#119 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {193} tii[40,2] := {216} tii[40,3] := {222} tii[40,4] := {223} tii[40,5] := {176} tii[40,6] := {107} tii[40,7] := {209} tii[40,8] := {148} tii[40,9] := {218} tii[40,10] := {166} tii[40,11] := {221} tii[40,12] := {165} tii[40,13] := {122} tii[40,14] := {205} tii[40,15] := {162} tii[40,16] := {72} tii[40,17] := {217} tii[40,18] := {175} tii[40,19] := {94} tii[40,20] := {220} tii[40,21] := {145} tii[40,22] := {194} tii[40,23] := {121} tii[40,24] := {97} tii[40,25] := {161} tii[40,26] := {211} tii[40,27] := {73} tii[40,28] := {119} tii[40,29] := {174} tii[40,30] := {215} tii[40,31] := {178} tii[40,32] := {160} tii[40,33] := {201} tii[40,34] := {173} tii[40,35] := {141} tii[40,36] := {208} tii[40,37] := {186} tii[40,38] := {170} tii[40,39] := {197} tii[40,40] := {182} tii[40,41] := {134} tii[40,42] := {168} tii[40,43] := {184} tii[40,44] := {79} tii[40,45] := {158} tii[40,46] := {110} tii[40,47] := {124} tii[40,48] := {187} tii[40,49] := {129} tii[40,50] := {147} tii[40,51] := {198} tii[40,52] := {177} tii[40,53] := {69} tii[40,54] := {159} tii[40,55] := {200} tii[40,56] := {113} tii[40,57] := {28} tii[40,58] := {172} tii[40,59] := {140} tii[40,60] := {132} tii[40,61] := {207} tii[40,62] := {42} tii[40,63] := {45} tii[40,64] := {27} tii[40,65] := {210} tii[40,66] := {84} tii[40,67] := {39} tii[40,68] := {16} tii[40,69] := {214} tii[40,70] := {106} tii[40,71] := {202} tii[40,72] := {57} tii[40,73] := {219} tii[40,74] := {38} tii[40,75] := {78} tii[40,76] := {53} tii[40,77] := {133} tii[40,78] := {81} tii[40,79] := {167} tii[40,80] := {103} tii[40,81] := {183} tii[40,82] := {157} tii[40,83] := {96} tii[40,84] := {135} tii[40,85] := {56} tii[40,86] := {185} tii[40,87] := {139} tii[40,88] := {48} tii[40,89] := {114} tii[40,90] := {151} tii[40,91] := {77} tii[40,92] := {196} tii[40,93] := {156} tii[40,94] := {66} tii[40,95] := {68} tii[40,96] := {80} tii[40,97] := {199} tii[40,98] := {46} tii[40,99] := {30} tii[40,100] := {112} tii[40,101] := {101} tii[40,102] := {58} tii[40,103] := {31} tii[40,104] := {63} tii[40,105] := {44} tii[40,106] := {206} tii[40,107] := {131} tii[40,108] := {188} tii[40,109] := {14} tii[40,110] := {83} tii[40,111] := {125} tii[40,112] := {213} tii[40,113] := {7} tii[40,114] := {61} tii[40,115] := {25} tii[40,116] := {105} tii[40,117] := {11} tii[40,118] := {76} tii[40,119] := {146} tii[40,120] := {123} tii[40,121] := {180} tii[40,122] := {144} tii[40,123] := {99} tii[40,124] := {192} tii[40,125] := {95} tii[40,126] := {70} tii[40,127] := {98} tii[40,128] := {195} tii[40,129] := {138} tii[40,130] := {50} tii[40,131] := {91} tii[40,132] := {120} tii[40,133] := {74} tii[40,134] := {204} tii[40,135] := {181} tii[40,136] := {155} tii[40,137] := {49} tii[40,138] := {111} tii[40,139] := {143} tii[40,140] := {52} tii[40,141] := {212} tii[40,142] := {88} tii[40,143] := {34} tii[40,144] := {67} tii[40,145] := {130} tii[40,146] := {41} tii[40,147] := {20} tii[40,148] := {102} tii[40,149] := {179} tii[40,150] := {191} tii[40,151] := {163} tii[40,152] := {137} tii[40,153] := {142} tii[40,154] := {203} tii[40,155] := {154} tii[40,156] := {116} tii[40,157] := {128} tii[40,158] := {93} tii[40,159] := {190} tii[40,160] := {153} tii[40,161] := {82} tii[40,162] := {104} tii[40,163] := {109} tii[40,164] := {127} tii[40,165] := {86} tii[40,166] := {150} tii[40,167] := {35} tii[40,168] := {54} tii[40,169] := {55} tii[40,170] := {136} tii[40,171] := {15} tii[40,172] := {75} tii[40,173] := {26} tii[40,174] := {152} tii[40,175] := {115} tii[40,176] := {36} tii[40,177] := {5} tii[40,178] := {87} tii[40,179] := {100} tii[40,180] := {171} tii[40,181] := {1} tii[40,182] := {12} tii[40,183] := {4} tii[40,184] := {47} tii[40,185] := {64} tii[40,186] := {32} tii[40,187] := {13} tii[40,188] := {90} tii[40,189] := {189} tii[40,190] := {24} tii[40,191] := {6} tii[40,192] := {17} tii[40,193] := {10} tii[40,194] := {2} tii[40,195] := {62} tii[40,196] := {22} tii[40,197] := {108} tii[40,198] := {126} tii[40,199] := {85} tii[40,200] := {59} tii[40,201] := {149} tii[40,202] := {71} tii[40,203] := {92} tii[40,204] := {51} tii[40,205] := {29} tii[40,206] := {37} tii[40,207] := {169} tii[40,208] := {118} tii[40,209] := {33} tii[40,210] := {18} tii[40,211] := {43} tii[40,212] := {23} tii[40,213] := {9} tii[40,214] := {19} tii[40,215] := {89} tii[40,216] := {3} tii[40,217] := {40} tii[40,218] := {164} tii[40,219] := {117} tii[40,220] := {65} tii[40,221] := {60} tii[40,222] := {21} tii[40,223] := {8} tii[40,224] := {0} cell#120 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {354} tii[27,2] := {389} tii[27,3] := {498} tii[27,4] := {458} tii[27,5] := {480} tii[27,6] := {481} tii[27,7] := {534} tii[27,8] := {551} tii[27,9] := {526} tii[27,10] := {535} tii[27,11] := {547} tii[27,12] := {548} tii[27,13] := {556} tii[27,14] := {557} tii[27,15] := {555} tii[27,16] := {559} tii[27,17] := {51} tii[27,18] := {297} tii[27,19] := {336} tii[27,20] := {163} tii[27,21] := {100} tii[27,22] := {154} tii[27,23] := {115} tii[27,24] := {408} tii[27,25] := {353} tii[27,26] := {270} tii[27,27] := {386} tii[27,28] := {387} tii[27,29] := {186} tii[27,30] := {187} tii[27,31] := {475} tii[27,32] := {325} tii[27,33] := {257} tii[27,34] := {258} tii[27,35] := {518} tii[27,36] := {372} tii[27,37] := {407} tii[27,38] := {435} tii[27,39] := {376} tii[27,40] := {473} tii[27,41] := {299} tii[27,42] := {474} tii[27,43] := {417} tii[27,44] := {418} tii[27,45] := {516} tii[27,46] := {368} tii[27,47] := {517} tii[27,48] := {472} tii[27,49] := {522} tii[27,50] := {459} tii[27,51] := {81} tii[27,52] := {215} tii[27,53] := {140} tii[27,54] := {203} tii[27,55] := {457} tii[27,56] := {159} tii[27,57] := {93} tii[27,58] := {410} tii[27,59] := {436} tii[27,60] := {96} tii[27,61] := {245} tii[27,62] := {508} tii[27,63] := {327} tii[27,64] := {378} tii[27,65] := {241} tii[27,66] := {242} tii[27,67] := {173} tii[27,68] := {437} tii[27,69] := {150} tii[27,70] := {540} tii[27,71] := {423} tii[27,72] := {315} tii[27,73] := {316} tii[27,74] := {232} tii[27,75] := {132} tii[27,76] := {409} tii[27,77] := {456} tii[27,78] := {305} tii[27,79] := {388} tii[27,80] := {184} tii[27,81] := {358} tii[27,82] := {225} tii[27,83] := {479} tii[27,84] := {426} tii[27,85] := {506} tii[27,86] := {355} tii[27,87] := {476} tii[27,88] := {226} tii[27,89] := {507} tii[27,90] := {255} tii[27,91] := {309} tii[27,92] := {401} tii[27,93] := {288} tii[27,94] := {538} tii[27,95] := {465} tii[27,96] := {464} tii[27,97] := {421} tii[27,98] := {289} tii[27,99] := {519} tii[27,100] := {539} tii[27,101] := {433} tii[27,102] := {279} tii[27,103] := {434} tii[27,104] := {505} tii[27,105] := {491} tii[27,106] := {393} tii[27,107] := {394} tii[27,108] := {342} tii[27,109] := {543} tii[27,110] := {499} tii[27,111] := {492} tii[27,112] := {455} tii[27,113] := {210} tii[27,114] := {379} tii[27,115] := {428} tii[27,116] := {301} tii[27,117] := {302} tii[27,118] := {469} tii[27,119] := {370} tii[27,120] := {371} tii[27,121] := {497} tii[27,122] := {235} tii[27,123] := {413} tii[27,124] := {298} tii[27,125] := {461} tii[27,126] := {532} tii[27,127] := {533} tii[27,128] := {470} tii[27,129] := {411} tii[27,130] := {511} tii[27,131] := {333} tii[27,132] := {334} tii[27,133] := {367} tii[27,134] := {416} tii[27,135] := {549} tii[27,136] := {550} tii[27,137] := {502} tii[27,138] := {501} tii[27,139] := {468} tii[27,140] := {493} tii[27,141] := {398} tii[27,142] := {399} tii[27,143] := {382} tii[27,144] := {383} tii[27,145] := {509} tii[27,146] := {510} tii[27,147] := {531} tii[27,148] := {514} tii[27,149] := {485} tii[27,150] := {486} tii[27,151] := {445} tii[27,152] := {446} tii[27,153] := {552} tii[27,154] := {527} tii[27,155] := {541} tii[27,156] := {542} tii[27,157] := {523} tii[27,158] := {524} tii[27,159] := {504} tii[27,160] := {460} tii[27,161] := {530} tii[27,162] := {529} tii[27,163] := {503} tii[27,164] := {546} tii[27,165] := {471} tii[27,166] := {536} tii[27,167] := {537} tii[27,168] := {558} tii[27,169] := {545} tii[27,170] := {515} tii[27,171] := {553} tii[27,172] := {554} tii[27,173] := {27} tii[27,174] := {119} tii[27,175] := {63} tii[27,176] := {3} tii[27,177] := {113} tii[27,178] := {10} tii[27,179] := {50} tii[27,180] := {26} tii[27,181] := {162} tii[27,182] := {97} tii[27,183] := {213} tii[27,184] := {98} tii[27,185] := {38} tii[27,186] := {39} tii[27,187] := {151} tii[27,188] := {261} tii[27,189] := {152} tii[27,190] := {211} tii[27,191] := {136} tii[27,192] := {253} tii[27,193] := {252} tii[27,194] := {94} tii[27,195] := {199} tii[27,196] := {246} tii[27,197] := {60} tii[27,198] := {12} tii[27,199] := {191} tii[27,200] := {61} tii[27,201] := {126} tii[27,202] := {23} tii[27,203] := {111} tii[27,204] := {179} tii[27,205] := {92} tii[27,206] := {80} tii[27,207] := {352} tii[27,208] := {31} tii[27,209] := {244} tii[27,210] := {137} tii[27,211] := {134} tii[27,212] := {335} tii[27,213] := {214} tii[27,214] := {269} tii[27,215] := {303} tii[27,216] := {170} tii[27,217] := {49} tii[27,218] := {430} tii[27,219] := {138} tii[27,220] := {171} tii[27,221] := {54} tii[27,222] := {15} tii[27,223] := {200} tii[27,224] := {197} tii[27,225] := {48} tii[27,226] := {317} tii[27,227] := {248} tii[27,228] := {345} tii[27,229] := {229} tii[27,230] := {67} tii[27,231] := {68} tii[27,232] := {230} tii[27,233] := {86} tii[27,234] := {488} tii[27,235] := {201} tii[27,236] := {99} tii[27,237] := {384} tii[27,238] := {222} tii[27,239] := {385} tii[27,240] := {216} tii[27,241] := {185} tii[27,242] := {267} tii[27,243] := {83} tii[27,244] := {73} tii[27,245] := {72} tii[27,246] := {447} tii[27,247] := {153} tii[27,248] := {337} tii[27,249] := {338} tii[27,250] := {133} tii[27,251] := {285} tii[27,252] := {310} tii[27,253] := {311} tii[27,254] := {448} tii[27,255] := {266} tii[27,256] := {256} tii[27,257] := {166} tii[27,258] := {122} tii[27,259] := {207} tii[27,260] := {405} tii[27,261] := {306} tii[27,262] := {208} tii[27,263] := {131} tii[27,264] := {78} tii[27,265] := {304} tii[27,266] := {357} tii[27,267] := {183} tii[27,268] := {224} tii[27,269] := {223} tii[27,270] := {103} tii[27,271] := {104} tii[27,272] := {254} tii[27,273] := {287} tii[27,274] := {308} tii[27,275] := {400} tii[27,276] := {286} tii[27,277] := {431} tii[27,278] := {323} tii[27,279] := {160} tii[27,280] := {277} tii[27,281] := {432} tii[27,282] := {239} tii[27,283] := {276} tii[27,284] := {145} tii[27,285] := {146} tii[27,286] := {489} tii[27,287] := {363} tii[27,288] := {364} tii[27,289] := {440} tii[27,290] := {273} tii[27,291] := {391} tii[27,292] := {340} tii[27,293] := {339} tii[27,294] := {219} tii[27,295] := {392} tii[27,296] := {181} tii[27,297] := {490} tii[27,298] := {313} tii[27,299] := {452} tii[27,300] := {318} tii[27,301] := {319} tii[27,302] := {453} tii[27,303] := {360} tii[27,304] := {330} tii[27,305] := {438} tii[27,306] := {236} tii[27,307] := {439} tii[27,308] := {395} tii[27,309] := {496} tii[27,310] := {414} tii[27,311] := {30} tii[27,312] := {46} tii[27,313] := {116} tii[27,314] := {55} tii[27,315] := {84} tii[27,316] := {326} tii[27,317] := {188} tii[27,318] := {79} tii[27,319] := {189} tii[27,320] := {271} tii[27,321] := {123} tii[27,322] := {33} tii[27,323] := {259} tii[27,324] := {373} tii[27,325] := {105} tii[27,326] := {106} tii[27,327] := {77} tii[27,328] := {260} tii[27,329] := {118} tii[27,330] := {272} tii[27,331] := {139} tii[27,332] := {324} tii[27,333] := {240} tii[27,334] := {218} tii[27,335] := {110} tii[27,336] := {168} tii[27,337] := {366} tii[27,338] := {365} tii[27,339] := {322} tii[27,340] := {202} tii[27,341] := {314} tii[27,342] := {109} tii[27,343] := {182} tii[27,344] := {361} tii[27,345] := {264} tii[27,346] := {265} tii[27,347] := {180} tii[27,348] := {412} tii[27,349] := {64} tii[27,350] := {114} tii[27,351] := {359} tii[27,352] := {238} tii[27,353] := {280} tii[27,354] := {281} tii[27,355] := {362} tii[27,356] := {449} tii[27,357] := {37} tii[27,358] := {91} tii[27,359] := {143} tii[27,360] := {144} tii[27,361] := {312} tii[27,362] := {343} tii[27,363] := {344} tii[27,364] := {331} tii[27,365] := {172} tii[27,366] := {477} tii[27,367] := {135} tii[27,368] := {377} tii[27,369] := {300} tii[27,370] := {307} tii[27,371] := {478} tii[27,372] := {332} tii[27,373] := {212} tii[27,374] := {69} tii[27,375] := {484} tii[27,376] := {328} tii[27,377] := {194} tii[27,378] := {195} tii[27,379] := {130} tii[27,380] := {396} tii[27,381] := {420} tii[27,382] := {419} tii[27,383] := {520} tii[27,384] := {129} tii[27,385] := {251} tii[27,386] := {350} tii[27,387] := {231} tii[27,388] := {198} tii[27,389] := {442} tii[27,390] := {443} tii[27,391] := {237} tii[27,392] := {397} tii[27,393] := {369} tii[27,394] := {521} tii[27,395] := {275} tii[27,396] := {494} tii[27,397] := {204} tii[27,398] := {293} tii[27,399] := {292} tii[27,400] := {415} tii[27,401] := {375} tii[27,402] := {374} tii[27,403] := {495} tii[27,404] := {278} tii[27,405] := {381} tii[27,406] := {176} tii[27,407] := {441} tii[27,408] := {482} tii[27,409] := {295} tii[27,410] := {341} tii[27,411] := {177} tii[27,412] := {483} tii[27,413] := {444} tii[27,414] := {454} tii[27,415] := {348} tii[27,416] := {349} tii[27,417] := {462} tii[27,418] := {525} tii[27,419] := {158} tii[27,420] := {192} tii[27,421] := {193} tii[27,422] := {268} tii[27,423] := {427} tii[27,424] := {356} tii[27,425] := {380} tii[27,426] := {249} tii[27,427] := {250} tii[27,428] := {467} tii[27,429] := {466} tii[27,430] := {422} tii[27,431] := {329} tii[27,432] := {296} tii[27,433] := {463} tii[27,434] := {425} tii[27,435] := {424} tii[27,436] := {429} tii[27,437] := {512} tii[27,438] := {513} tii[27,439] := {351} tii[27,440] := {282} tii[27,441] := {283} tii[27,442] := {487} tii[27,443] := {450} tii[27,444] := {451} tii[27,445] := {500} tii[27,446] := {544} tii[27,447] := {406} tii[27,448] := {528} tii[27,449] := {2} tii[27,450] := {7} tii[27,451] := {8} tii[27,452] := {18} tii[27,453] := {17} tii[27,454] := {32} tii[27,455] := {13} tii[27,456] := {29} tii[27,457] := {5} tii[27,458] := {25} tii[27,459] := {57} tii[27,460] := {62} tii[27,461] := {164} tii[27,462] := {11} tii[27,463] := {53} tii[27,464] := {42} tii[27,465] := {1} tii[27,466] := {112} tii[27,467] := {209} tii[27,468] := {20} tii[27,469] := {21} tii[27,470] := {85} tii[27,471] := {120} tii[27,472] := {41} tii[27,473] := {9} tii[27,474] := {36} tii[27,475] := {156} tii[27,476] := {157} tii[27,477] := {82} tii[27,478] := {71} tii[27,479] := {165} tii[27,480] := {70} tii[27,481] := {121} tii[27,482] := {206} tii[27,483] := {65} tii[27,484] := {205} tii[27,485] := {35} tii[27,486] := {19} tii[27,487] := {59} tii[27,488] := {95} tii[27,489] := {28} tii[27,490] := {125} tii[27,491] := {247} tii[27,492] := {4} tii[27,493] := {40} tii[27,494] := {196} tii[27,495] := {149} tii[27,496] := {43} tii[27,497] := {44} tii[27,498] := {89} tii[27,499] := {294} tii[27,500] := {178} tii[27,501] := {88} tii[27,502] := {233} tii[27,503] := {22} tii[27,504] := {234} tii[27,505] := {66} tii[27,506] := {155} tii[27,507] := {117} tii[27,508] := {221} tii[27,509] := {107} tii[27,510] := {108} tii[27,511] := {217} tii[27,512] := {128} tii[27,513] := {390} tii[27,514] := {34} tii[27,515] := {167} tii[27,516] := {284} tii[27,517] := {127} tii[27,518] := {404} tii[27,519] := {290} tii[27,520] := {47} tii[27,521] := {291} tii[27,522] := {101} tii[27,523] := {262} tii[27,524] := {263} tii[27,525] := {124} tii[27,526] := {175} tii[27,527] := {174} tii[27,528] := {346} tii[27,529] := {141} tii[27,530] := {347} tii[27,531] := {52} tii[27,532] := {14} tii[27,533] := {74} tii[27,534] := {75} tii[27,535] := {45} tii[27,536] := {102} tii[27,537] := {161} tii[27,538] := {274} tii[27,539] := {147} tii[27,540] := {148} tii[27,541] := {56} tii[27,542] := {220} tii[27,543] := {169} tii[27,544] := {321} tii[27,545] := {142} tii[27,546] := {76} tii[27,547] := {320} tii[27,548] := {227} tii[27,549] := {228} tii[27,550] := {90} tii[27,551] := {190} tii[27,552] := {402} tii[27,553] := {403} tii[27,554] := {243} tii[27,555] := {0} tii[27,556] := {6} tii[27,557] := {16} tii[27,558] := {87} tii[27,559] := {24} tii[27,560] := {58} cell#121 , |C| = 330 special orbit = [9, 3, 1, 1, 1, 1, 1] special rep = [[4], [2, 1, 1]] , dim = 210 cell rep = phi[[4],[2, 1, 1]]+phi[[1],[5, 1, 1]] TII depth = 3 TII multiplicity polynomial = 90*X+120*X^2 TII subcells: tii[45,1] := {328} tii[45,2] := {326} tii[45,3] := {314} tii[45,4] := {303, 327} tii[45,5] := {322, 329} tii[45,6] := {323} tii[45,7] := {318} tii[45,8] := {312} tii[45,9] := {294} tii[45,10] := {293} tii[45,11] := {266} tii[45,12] := {278, 320} tii[45,13] := {233, 288} tii[45,14] := {308, 325} tii[45,15] := {301} tii[45,16] := {265} tii[45,17] := {277} tii[45,18] := {245} tii[45,19] := {243, 306} tii[45,20] := {208, 272} tii[45,21] := {287, 317} tii[45,22] := {227} tii[45,23] := {186} tii[45,24] := {203, 281} tii[45,25] := {145, 219} tii[45,26] := {253, 299} tii[45,27] := {155, 268} tii[45,28] := {119, 235} tii[45,29] := {215, 290} tii[45,30] := {258, 259} tii[45,31] := {311} tii[45,32] := {300} tii[45,33] := {291} tii[45,34] := {263} tii[45,35] := {262} tii[45,36] := {228} tii[45,37] := {242, 305} tii[45,38] := {188, 254} tii[45,39] := {286, 316} tii[45,40] := {261} tii[45,41] := {275} tii[45,42] := {225} tii[45,43] := {240} tii[45,44] := {224} tii[45,45] := {204} tii[45,46] := {183} tii[45,47] := {202, 280} tii[45,48] := {161, 236} tii[45,49] := {142, 216} tii[45,50] := {252, 298} tii[45,51] := {181} tii[45,52] := {182} tii[45,53] := {138} tii[45,54] := {137} tii[45,55] := {154, 247} tii[45,56] := {101, 171} tii[45,57] := {100, 170} tii[45,58] := {214, 274} tii[45,59] := {96} tii[45,60] := {112, 232} tii[45,61] := {80, 192} tii[45,62] := {66, 130} tii[45,63] := {167, 260} tii[45,64] := {41, 106} tii[45,65] := {220, 221} tii[45,66] := {239} tii[45,67] := {180} tii[45,68] := {200} tii[45,69] := {156} tii[45,70] := {153, 246} tii[45,71] := {115, 194} tii[45,72] := {213, 273} tii[45,73] := {152} tii[45,74] := {134} tii[45,75] := {95} tii[45,76] := {113} tii[45,77] := {111, 206} tii[45,78] := {65, 126} tii[45,79] := {78, 150} tii[45,80] := {166, 238} tii[45,81] := {77} tii[45,82] := {75, 187} tii[45,83] := {51, 146} tii[45,84] := {52, 109} tii[45,85] := {124, 222} tii[45,86] := {28, 88} tii[45,87] := {173, 174} tii[45,88] := {93} tii[45,89] := {61} tii[45,90] := {74, 159} tii[45,91] := {38, 86} tii[45,92] := {123, 197} tii[45,93] := {36} tii[45,94] := {47, 141} tii[45,95] := {26, 104} tii[45,96] := {19, 58} tii[45,97] := {82, 178} tii[45,98] := {11, 44} tii[45,99] := {128, 129} tii[45,100] := {24, 160} tii[45,101] := {12, 122} tii[45,102] := {53, 198} tii[45,103] := {6, 87} tii[45,104] := {89, 175} tii[45,105] := {132, 199} tii[45,106] := {324} tii[45,107] := {313} tii[45,108] := {295} tii[45,109] := {269, 309} tii[45,110] := {292} tii[45,111] := {319} tii[45,112] := {264} tii[45,113] := {304} tii[45,114] := {230} tii[45,115] := {282, 315} tii[45,116] := {190, 256} tii[45,117] := {226} tii[45,118] := {296} tii[45,119] := {185} tii[45,120] := {270, 310} tii[45,121] := {144, 218} tii[45,122] := {139} tii[45,123] := {283, 321} tii[45,124] := {102, 176} tii[45,125] := {68, 148} tii[45,126] := {223} tii[45,127] := {302} tii[45,128] := {179} tii[45,129] := {135} tii[45,130] := {279} tii[45,131] := {98, 168} tii[45,132] := {248, 297} tii[45,133] := {133} tii[45,134] := {241} tii[45,135] := {94} tii[45,136] := {267} tii[45,137] := {205} tii[45,138] := {64, 125} tii[45,139] := {162, 237} tii[45,140] := {234, 289} tii[45,141] := {62} tii[45,142] := {158} tii[45,143] := {249, 307} tii[45,144] := {39, 90} tii[45,145] := {120, 196} tii[45,146] := {20, 71} tii[45,147] := {83, 172} tii[45,148] := {92} tii[45,149] := {231} tii[45,150] := {60} tii[45,151] := {37, 85} tii[45,152] := {191, 257} tii[45,153] := {35} tii[45,154] := {140} tii[45,155] := {210, 285} tii[45,156] := {18, 57} tii[45,157] := {103, 177} tii[45,158] := {10, 43} tii[45,159] := {69, 149} tii[45,160] := {16} tii[45,161] := {164, 251} tii[45,162] := {8, 31} tii[45,163] := {84, 193} tii[45,164] := {4, 22} tii[45,165] := {0, 32} tii[45,166] := {276} tii[45,167] := {244} tii[45,168] := {207, 271} tii[45,169] := {201} tii[45,170] := {229} tii[45,171] := {157} tii[45,172] := {189, 255} tii[45,173] := {116, 195} tii[45,174] := {114} tii[45,175] := {209, 284} tii[45,176] := {81, 151} tii[45,177] := {54, 127} tii[45,178] := {110} tii[45,179] := {184} tii[45,180] := {76} tii[45,181] := {49, 108} tii[45,182] := {143, 217} tii[45,183] := {48} tii[45,184] := {97} tii[45,185] := {163, 250} tii[45,186] := {67, 131} tii[45,187] := {27, 73} tii[45,188] := {14, 56} tii[45,189] := {42, 107} tii[45,190] := {25} tii[45,191] := {118, 212} tii[45,192] := {13, 45} tii[45,193] := {55, 147} tii[45,194] := {7, 30} tii[45,195] := {2, 46} tii[45,196] := {136} tii[45,197] := {99, 169} tii[45,198] := {63} tii[45,199] := {117, 211} tii[45,200] := {40, 91} tii[45,201] := {21, 72} tii[45,202] := {17} tii[45,203] := {79, 165} tii[45,204] := {9, 33} tii[45,205] := {29, 105} tii[45,206] := {5, 23} tii[45,207] := {1, 34} tii[45,208] := {50, 121} tii[45,209] := {15, 70} tii[45,210] := {3, 59} cell#122 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {478} tii[37,2] := {562, 563} tii[37,3] := {605, 606} tii[37,4] := {613, 614} tii[37,5] := {420} tii[37,6] := {312} tii[37,7] := {530, 531} tii[37,8] := {425, 426} tii[37,9] := {587, 588} tii[37,10] := {483, 484} tii[37,11] := {607, 608} tii[37,12] := {353} tii[37,13] := {491, 492} tii[37,14] := {283} tii[37,15] := {241} tii[37,16] := {392, 393} tii[37,17] := {566, 567} tii[37,18] := {296, 297} tii[37,19] := {469, 470} tii[37,20] := {594, 595} tii[37,21] := {442, 529} tii[37,22] := {389, 493} tii[37,23] := {536, 589} tii[37,24] := {465, 548} tii[37,25] := {331, 479} tii[37,26] := {577, 609} tii[37,27] := {569, 602} tii[37,28] := {545, 585} tii[37,29] := {597, 611} tii[37,30] := {610, 615} tii[37,31] := {352} tii[37,32] := {489, 490} tii[37,33] := {242} tii[37,34] := {360, 361} tii[37,35] := {564, 565} tii[37,36] := {432, 433} tii[37,37] := {592, 593} tii[37,38] := {281} tii[37,39] := {175} tii[37,40] := {440, 441} tii[37,41] := {212} tii[37,42] := {173} tii[37,43] := {324, 325} tii[37,44] := {288, 289} tii[37,45] := {534, 535} tii[37,46] := {225, 226} tii[37,47] := {406, 407} tii[37,48] := {369, 370} tii[37,49] := {575, 576} tii[37,50] := {116} tii[37,51] := {383, 488} tii[37,52] := {84} tii[37,53] := {323, 443} tii[37,54] := {219, 220} tii[37,55] := {500, 568} tii[37,56] := {126, 127} tii[37,57] := {405, 516} tii[37,58] := {263, 421} tii[37,59] := {304, 305} tii[37,60] := {553, 596} tii[37,61] := {153, 287} tii[37,62] := {538, 584} tii[37,63] := {106, 245} tii[37,64] := {510, 560} tii[37,65] := {235, 374} tii[37,66] := {579, 603} tii[37,67] := {309, 419} tii[37,68] := {598, 612} tii[37,69] := {211} tii[37,70] := {381, 382} tii[37,71] := {146} tii[37,72] := {113} tii[37,73] := {498, 499} tii[37,74] := {255, 256} tii[37,75] := {156, 157} tii[37,76] := {338, 339} tii[37,77] := {551, 552} tii[37,78] := {96} tii[37,79] := {318, 439} tii[37,80] := {254, 384} tii[37,81] := {71} tii[37,82] := {191, 192} tii[37,83] := {451, 537} tii[37,84] := {337, 466} tii[37,85] := {195, 354} tii[37,86] := {102, 103} tii[37,87] := {270, 271} tii[37,88] := {519, 578} tii[37,89] := {42} tii[37,90] := {135, 253} tii[37,91] := {501, 559} tii[37,92] := {92, 214} tii[37,93] := {460, 526} tii[37,94] := {66, 67} tii[37,95] := {205, 344} tii[37,96] := {554, 586} tii[37,97] := {38, 101} tii[37,98] := {276, 380} tii[37,99] := {581, 604} tii[37,100] := {252, 423} tii[37,101] := {190, 358} tii[37,102] := {394, 523} tii[37,103] := {269, 431} tii[37,104] := {136, 311} tii[37,105] := {471, 558} tii[37,106] := {134, 286} tii[37,107] := {452, 539} tii[37,108] := {402, 511} tii[37,109] := {204, 373} tii[37,110] := {91, 244} tii[37,111] := {520, 580} tii[37,112] := {275, 418} tii[37,113] := {56, 179} tii[37,114] := {557, 599} tii[37,115] := {502, 503} tii[37,116] := {461, 462} tii[37,117] := {555, 556} tii[37,118] := {414, 415} tii[37,119] := {582, 583} tii[37,120] := {600, 601} tii[37,121] := {377} tii[37,122] := {480, 481} tii[37,123] := {524, 525} tii[37,124] := {422} tii[37,125] := {243} tii[37,126] := {376} tii[37,127] := {496, 497} tii[37,128] := {362, 363} tii[37,129] := {427, 428} tii[37,130] := {549, 550} tii[37,131] := {434, 435} tii[37,132] := {176} tii[37,133] := {532, 533} tii[37,134] := {131} tii[37,135] := {290, 291} tii[37,136] := {573, 574} tii[37,137] := {504, 505} tii[37,138] := {184, 185} tii[37,139] := {371, 372} tii[37,140] := {221, 359} tii[37,141] := {590, 591} tii[37,142] := {164, 313} tii[37,143] := {306, 436} tii[37,144] := {375, 477} tii[37,145] := {355} tii[37,146] := {115} tii[37,147] := {310} tii[37,148] := {217, 218} tii[37,149] := {449, 450} tii[37,150] := {365, 366} tii[37,151] := {302, 303} tii[37,152] := {517, 518} tii[37,153] := {213} tii[37,154] := {72} tii[37,155] := {174} tii[37,156] := {251} tii[37,157] := {494, 495} tii[37,158] := {50} tii[37,159] := {326, 327} tii[37,160] := {151, 152} tii[37,161] := {227, 228} tii[37,162] := {314, 315} tii[37,163] := {78, 79} tii[37,164] := {546, 547} tii[37,165] := {453, 454} tii[37,166] := {408, 409} tii[37,167] := {233, 234} tii[37,168] := {117} tii[37,169] := {99, 216} tii[37,170] := {260, 386} tii[37,171] := {367, 368} tii[37,172] := {570, 571} tii[37,173] := {201, 357} tii[37,174] := {165, 166} tii[37,175] := {65, 178} tii[37,176] := {343, 473} tii[37,177] := {169, 308} tii[37,178] := {110, 224} tii[37,179] := {417, 487} tii[37,180] := {238, 351} tii[37,181] := {41} tii[37,182] := {447, 448} tii[37,183] := {27} tii[37,184] := {97, 98} tii[37,185] := {514, 515} tii[37,186] := {45, 46} tii[37,187] := {397, 398} tii[37,188] := {167, 168} tii[37,189] := {12} tii[37,190] := {59, 150} tii[37,191] := {328, 444} tii[37,192] := {334, 335} tii[37,193] := {542, 543} tii[37,194] := {35, 119} tii[37,195] := {24, 25} tii[37,196] := {410, 521} tii[37,197] := {268, 424} tii[37,198] := {109, 237} tii[37,199] := {11, 43} tii[37,200] := {476, 528} tii[37,201] := {170, 280} tii[37,202] := {206, 364} tii[37,203] := {33, 120} tii[37,204] := {508, 572} tii[37,205] := {16, 86} tii[37,206] := {68, 186} tii[37,207] := {522, 561} tii[37,208] := {6, 52} tii[37,209] := {112, 239} tii[37,210] := {171, 172} tii[37,211] := {282} tii[37,212] := {240} tii[37,213] := {390, 391} tii[37,214] := {294, 295} tii[37,215] := {467, 468} tii[37,216] := {147} tii[37,217] := {445, 446} tii[37,218] := {187} tii[37,219] := {114} tii[37,220] := {257, 258} tii[37,221] := {512, 513} tii[37,222] := {395, 396} tii[37,223] := {247, 248} tii[37,224] := {158, 159} tii[37,225] := {340, 341} tii[37,226] := {73} tii[37,227] := {194, 320} tii[37,228] := {298, 299} tii[37,229] := {540, 541} tii[37,230] := {140, 285} tii[37,231] := {107, 108} tii[37,232] := {273, 412} tii[37,233] := {69, 155} tii[37,234] := {347, 438} tii[37,235] := {58} tii[37,236] := {130} tii[37,237] := {387, 388} tii[37,238] := {40} tii[37,239] := {132, 133} tii[37,240] := {61, 62} tii[37,241] := {182, 183} tii[37,242] := {202, 203} tii[37,243] := {463, 464} tii[37,244] := {329, 330} tii[37,245] := {21} tii[37,246] := {51} tii[37,247] := {87, 189} tii[37,248] := {259, 385} tii[37,249] := {229, 230} tii[37,250] := {36, 37} tii[37,251] := {264, 265} tii[37,252] := {506, 507} tii[37,253] := {80, 81} tii[37,254] := {54, 148} tii[37,255] := {342, 472} tii[37,256] := {200, 356} tii[37,257] := {141, 274} tii[37,258] := {19, 60} tii[37,259] := {49, 123} tii[37,260] := {416, 486} tii[37,261] := {207, 317} tii[37,262] := {143, 292} tii[37,263] := {8} tii[37,264] := {53, 149} tii[37,265] := {162, 163} tii[37,266] := {17, 18} tii[37,267] := {459, 544} tii[37,268] := {30, 118} tii[37,269] := {93, 236} tii[37,270] := {70, 180} tii[37,271] := {14, 74} tii[37,272] := {7, 34} tii[37,273] := {145, 279} tii[37,274] := {474, 527} tii[37,275] := {1, 22} tii[37,276] := {209, 210} tii[37,277] := {321, 322} tii[37,278] := {403, 404} tii[37,279] := {261, 262} tii[37,280] := {193, 319} tii[37,281] := {457, 458} tii[37,282] := {196, 197} tii[37,283] := {272, 411} tii[37,284] := {139, 284} tii[37,285] := {346, 437} tii[37,286] := {94, 222} tii[37,287] := {88, 215} tii[37,288] := {137, 138} tii[37,289] := {401, 509} tii[37,290] := {142, 307} tii[37,291] := {55, 177} tii[37,292] := {57, 154} tii[37,293] := {413, 485} tii[37,294] := {208, 350} tii[37,295] := {32, 121} tii[37,296] := {277, 278} tii[37,297] := {15, 77} tii[37,298] := {336, 482} tii[37,299] := {345, 475} tii[37,300] := {348, 349} tii[37,301] := {316} tii[37,302] := {378, 379} tii[37,303] := {429, 430} tii[37,304] := {188} tii[37,305] := {249, 250} tii[37,306] := {85} tii[37,307] := {455, 456} tii[37,308] := {300, 301} tii[37,309] := {128, 129} tii[37,310] := {82, 181} tii[37,311] := {231, 232} tii[37,312] := {111, 246} tii[37,313] := {83} tii[37,314] := {124, 125} tii[37,315] := {28} tii[37,316] := {160, 161} tii[37,317] := {399, 400} tii[37,318] := {47, 48} tii[37,319] := {26, 76} tii[37,320] := {4} tii[37,321] := {9, 10} tii[37,322] := {104, 105} tii[37,323] := {266, 267} tii[37,324] := {144, 293} tii[37,325] := {3, 23} tii[37,326] := {39, 122} tii[37,327] := {0, 13} tii[37,328] := {63, 64} tii[37,329] := {20, 75} tii[37,330] := {2, 29} tii[37,331] := {332, 333} tii[37,332] := {198, 199} tii[37,333] := {95, 223} tii[37,334] := {89, 90} tii[37,335] := {31, 100} tii[37,336] := {5, 44} cell#123 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1401} tii[33,2] := {1316} tii[33,3] := {1065, 1456} tii[33,4] := {493, 1455} tii[33,5] := {1344} tii[33,6] := {709, 1447} tii[33,7] := {1173} tii[33,8] := {1224} tii[33,9] := {938} tii[33,10] := {939, 1434} tii[33,11] := {500, 1000, 1388, 1466} tii[33,12] := {672, 1154, 1426, 1469} tii[33,13] := {1382} tii[33,14] := {708, 1358} tii[33,15] := {1115} tii[33,16] := {1318} tii[33,17] := {875} tii[33,18] := {797, 1391} tii[33,19] := {1234} tii[33,20] := {442, 999, 1235, 1439} tii[33,21] := {1138, 1303} tii[33,22] := {608, 1153, 1304, 1460} tii[33,23] := {1190} tii[33,24] := {656, 1418} tii[33,25] := {1087} tii[33,26] := {272, 1010, 1192, 1351} tii[33,27] := {965, 1187} tii[33,28] := {407, 1105, 1300, 1409} tii[33,29] := {732, 1449} tii[33,30] := {602, 851, 1421, 1462} tii[33,31] := {373, 1438} tii[33,32] := {1266} tii[33,33] := {1114} tii[33,34] := {1053} tii[33,35] := {567, 1432} tii[33,36] := {795, 1390} tii[33,37] := {794} tii[33,38] := {380, 866, 1349, 1463} tii[33,39] := {527, 1036, 1397, 1468} tii[33,40] := {261, 1402} tii[33,41] := {1314} tii[33,42] := {566, 1284} tii[33,43] := {438, 1383} tii[33,44] := {928} tii[33,45] := {213, 1346} tii[33,46] := {991} tii[33,47] := {1226} tii[33,48] := {726} tii[33,49] := {653} tii[33,50] := {270, 1272} tii[33,51] := {654, 1326} tii[33,52] := {1127} tii[33,53] := {324, 865, 1128, 1404} tii[33,54] := {268, 718, 1273, 1448} tii[33,55] := {216, 405, 1181, 1339} tii[33,56] := {1015, 1209} tii[33,57] := {469, 1035, 1210, 1442} tii[33,58] := {403, 904, 1340, 1464} tii[33,59] := {323, 1317} tii[33,60] := {993} tii[33,61] := {1080} tii[33,62] := {510} tii[33,63] := {231, 1238} tii[33,64] := {872} tii[33,65] := {511, 1364} tii[33,66] := {961} tii[33,67] := {189, 873, 1082, 1277} tii[33,68] := {188, 580, 1178, 1416} tii[33,69] := {180, 349, 1141, 1307} tii[33,70] := {735, 977} tii[33,71] := {829, 1077} tii[33,72] := {290, 978, 1205, 1354} tii[33,73] := {289, 759, 1260, 1453} tii[33,74] := {587} tii[33,75] := {124, 683, 1067, 1386} tii[33,76] := {588, 1419} tii[33,77] := {91, 552, 947, 1331} tii[33,78] := {464, 704} tii[33,79] := {465, 705, 1370, 1446} tii[33,80] := {204, 836, 1168, 1436} tii[33,81] := {253, 982, 1075, 1457} tii[33,82] := {1267} tii[33,83] := {857} tii[33,84] := {437, 1223} tii[33,85] := {1171} tii[33,86] := {509, 1241} tii[33,87] := {582} tii[33,88] := {1058} tii[33,89] := {228, 717, 1059, 1360} tii[33,90] := {942, 1157} tii[33,91] := {346, 903, 1158, 1422} tii[33,92] := {1055} tii[33,93] := {322, 1116} tii[33,94] := {957} tii[33,95] := {453} tii[33,96] := {230, 1005} tii[33,97] := {392, 1293} tii[33,98] := {826} tii[33,99] := {120, 725, 958, 1184} tii[33,100] := {932} tii[33,101] := {157, 579, 933, 1289} tii[33,102] := {179, 348, 882, 1100} tii[33,103] := {686, 954} tii[33,104] := {202, 842, 1095, 1280} tii[33,105] := {802, 1042} tii[33,106] := {245, 758, 1043, 1374} tii[33,107] := {798} tii[33,108] := {550} tii[33,109] := {101, 682, 799, 1232} tii[33,110] := {456, 1365} tii[33,111] := {70, 551, 664, 1146} tii[33,112] := {425, 681} tii[33,113] := {344, 565, 1298, 1412} tii[33,114] := {663, 922} tii[33,115] := {164, 835, 923, 1337} tii[33,116] := {533, 817} tii[33,117] := {223, 818, 981, 1398} tii[33,118] := {858} tii[33,119] := {279, 1242} tii[33,120] := {723} tii[33,121] := {74, 651, 863, 1085} tii[33,122] := {590, 840} tii[33,123] := {131, 767, 1033, 1208} tii[33,124] := {584} tii[33,125] := {37, 513, 721, 1001} tii[33,126] := {338, 1327} tii[33,127] := {26, 396, 597, 892} tii[33,128] := {241, 436, 1248, 1381} tii[33,129] := {461, 701} tii[33,130] := {83, 631, 907, 1155} tii[33,131] := {354, 623} tii[33,132] := {109, 538, 1049, 1262} tii[33,133] := {281, 1392} tii[33,134] := {198, 370, 1332, 1430} tii[33,135] := {137, 300, 1261, 1400} tii[33,136] := {637} tii[33,137] := {854} tii[33,138] := {1270} tii[33,139] := {1064} tii[33,140] := {643, 1124} tii[33,141] := {812, 1253} tii[33,142] := {781} tii[33,143] := {376, 1431} tii[33,144] := {1347} tii[33,145] := {927} tii[33,146] := {989} tii[33,147] := {568, 1413} tii[33,148] := {1054} tii[33,149] := {309, 1384} tii[33,150] := {1274} tii[33,151] := {1057} tii[33,152] := {1134} tii[33,153] := {796} tii[33,154] := {711, 1231} tii[33,155] := {383, 867, 1324, 1458} tii[33,156] := {385, 1323} tii[33,157] := {1183} tii[33,158] := {900, 1336} tii[33,159] := {530, 1037, 1377, 1467} tii[33,160] := {312, 532, 1243, 1376} tii[33,161] := {1113} tii[33,162] := {440, 1359} tii[33,163] := {1119} tii[33,164] := {1237} tii[33,165] := {994} tii[33,166] := {328, 1292} tii[33,167] := {655} tii[33,168] := {644, 1321} tii[33,169] := {1009} tii[33,170] := {271, 720, 1240, 1440} tii[33,171] := {1148} tii[33,172] := {264, 473, 1199, 1356} tii[33,173] := {813, 1394} tii[33,174] := {886, 1104} tii[33,175] := {406, 906, 1309, 1461} tii[33,176] := {790, 1385} tii[33,177] := {731} tii[33,178] := {193, 825, 1136, 1415} tii[33,179] := {951, 1435} tii[33,180] := {601, 850} tii[33,181] := {148, 689, 1028, 1368} tii[33,182] := {292, 973, 1221, 1452} tii[33,183] := {364, 1109, 1164, 1465} tii[33,184] := {177, 1345} tii[33,185] := {639} tii[33,186] := {417, 1433} tii[33,187] := {1269} tii[33,188] := {321, 1315} tii[33,189] := {785} tii[33,190] := {853} tii[33,191] := {140, 1268} tii[33,192] := {783} tii[33,193] := {502, 1387} tii[33,194] := {508} tii[33,195] := {1011} tii[33,196] := {187, 1175} tii[33,197] := {1179} tii[33,198] := {930} tii[33,199] := {185, 578, 1176, 1414} tii[33,200] := {571, 1123} tii[33,201] := {420, 674, 1328, 1425} tii[33,202] := {143, 288, 1068, 1256} tii[33,203] := {1072} tii[33,204] := {286, 757, 1257, 1451} tii[33,205] := {753, 1252} tii[33,206] := {226, 1225} tii[33,207] := {1227} tii[33,208] := {642} tii[33,209] := {990} tii[33,210] := {570, 1285} tii[33,211] := {859} tii[33,212] := {87, 1174} tii[33,213] := {1130} tii[33,214] := {1132} tii[33,215] := {391} tii[33,216] := {155, 1131} tii[33,217] := {861} tii[33,218] := {788} tii[33,219] := {572, 1417} tii[33,220] := {1063} tii[33,221] := {727} tii[33,222] := {724} tii[33,223] := {119, 450, 1061, 1362} tii[33,224] := {121, 1060} tii[33,225] := {447, 1196} tii[33,226] := {329, 868, 1133, 1405} tii[33,227] := {501, 1230} tii[33,228] := {1019, 1214} tii[33,229] := {113, 243, 1018, 1213} tii[33,230] := {949} tii[33,231] := {1030} tii[33,232] := {494, 754, 1366, 1444} tii[33,233] := {591, 841} tii[33,234] := {378, 612, 1090, 1282} tii[33,235] := {201, 613, 1161, 1424} tii[33,236] := {90, 203, 944, 1160} tii[33,237] := {673, 1335} tii[33,238] := {474, 1038, 1215, 1443} tii[33,239] := {455} tii[33,240] := {76, 548, 941, 1322} tii[33,241] := {1012} tii[33,242] := {648} tii[33,243] := {649, 1320} tii[33,244] := {234, 960, 1013, 1361} tii[33,245] := {78, 940} tii[33,246] := {828} tii[33,247] := {418, 891, 1329, 1459} tii[33,248] := {52, 423, 807, 1247} tii[33,249] := {343, 564} tii[33,250] := {894, 1110} tii[33,251] := {182, 832, 895, 1296} tii[33,252] := {811, 1393} tii[33,253] := {691, 956} tii[33,254] := {133, 692, 1051, 1395} tii[33,255] := {351, 1097, 1111, 1423} tii[33,256] := {810} tii[33,257] := {54, 135, 806, 1050} tii[33,258] := {171, 844, 953, 1437} tii[33,259] := {761, 1046} tii[33,260] := {30, 173, 675, 952} tii[33,261] := {431, 1047, 1219, 1454} tii[33,262] := {154, 1117} tii[33,263] := {786} tii[33,264] := {856} tii[33,265] := {574, 1291} tii[33,266] := {1004} tii[33,267] := {278} tii[33,268] := {99, 1006} tii[33,269] := {715} tii[33,270] := {73, 333, 935, 1290} tii[33,271] := {384, 1122} tii[33,272] := {650} tii[33,273] := {497, 756, 1198, 1355} tii[33,274] := {68, 162, 883, 1101} tii[33,275] := {898} tii[33,276] := {130, 475, 1045, 1375} tii[33,277] := {531, 1251} tii[33,278] := {516, 766} tii[33,279] := {512} tii[33,280] := {36, 421, 801, 1233} tii[33,281] := {963} tii[33,282] := {577} tii[33,283] := {58, 881} tii[33,284] := {507, 1229} tii[33,285] := {194, 880, 1083, 1288} tii[33,286] := {337} tii[33,287] := {372, 890, 1139, 1406} tii[33,288] := {834, 1079} tii[33,289] := {25, 313, 666, 1147} tii[33,290] := {671, 1334} tii[33,291] := {33, 104, 749, 988} tii[33,292] := {240, 435} tii[33,293] := {395, 630} tii[33,294] := {82, 555, 925, 1338} tii[33,295] := {752} tii[33,296] := {149, 748, 967, 1201} tii[33,297] := {293, 987, 1206, 1373} tii[33,298] := {22, 151, 621, 920} tii[33,299] := {295, 537} tii[33,300] := {108, 699, 820, 1399} tii[33,301] := {695, 980} tii[33,302] := {365, 919, 1311, 1429} tii[33,303] := {280} tii[33,304] := {19, 334, 660, 1126} tii[33,305] := {390, 1286} tii[33,306] := {219, 887, 1091, 1279} tii[33,307] := {197, 369} tii[33,308] := {11, 238, 521, 1026} tii[33,309] := {526, 1371} tii[33,310] := {42, 476, 780, 1255} tii[33,311] := {136, 299} tii[33,312] := {65, 626, 680, 1342} tii[33,313] := {483, 773, 1379, 1445} tii[33,314] := {5, 167, 412, 912} tii[33,315] := {45, 542, 778, 1264} tii[33,316] := {495} tii[33,317] := {305, 1403} tii[33,318] := {1172} tii[33,319] := {707} tii[33,320] := {641} tii[33,321] := {874} tii[33,322] := {382, 1348} tii[33,323] := {1062} tii[33,324] := {787} tii[33,325] := {441, 998} tii[33,326] := {948} tii[33,327] := {308, 529, 1275, 1396} tii[33,328] := {607, 1152} tii[33,329] := {855} tii[33,330] := {144, 1271} tii[33,331] := {498} tii[33,332] := {439, 1189} tii[33,333] := {1118} tii[33,334] := {1003} tii[33,335] := {714} tii[33,336] := {190, 1177} tii[33,337] := {646} tii[33,338] := {936} tii[33,339] := {443, 1389} tii[33,340] := {583} tii[33,341] := {381, 1121} tii[33,342] := {1007} tii[33,343] := {327, 1086} tii[33,344] := {232, 719, 1008, 1350} tii[33,345] := {897} tii[33,346] := {147, 291, 1070, 1259} tii[33,347] := {528, 1250} tii[33,348] := {808} tii[33,349] := {374, 609, 1330, 1427} tii[33,350] := {884, 1102} tii[33,351] := {263, 472, 964, 1186} tii[33,352] := {350, 905, 1103, 1408} tii[33,353] := {505, 1228} tii[33,354] := {126, 1066} tii[33,355] := {504} tii[33,356] := {876} tii[33,357] := {685} tii[33,358] := {159, 824, 877, 1287} tii[33,359] := {306, 740, 1276, 1450} tii[33,360] := {669, 1333} tii[33,361] := {93, 206, 946, 1167} tii[33,362] := {554, 822} tii[33,363] := {744, 983} tii[33,364] := {668} tii[33,365] := {116, 688, 745, 1200} tii[33,366] := {246, 972, 984, 1372} tii[33,367] := {57, 255, 815, 1074} tii[33,368] := {616, 915} tii[33,369] := {318, 916, 1108, 1428} tii[33,370] := {929} tii[33,371] := {379} tii[33,372] := {227, 992} tii[33,373] := {710} tii[33,374] := {326, 1325} tii[33,375] := {793} tii[33,376] := {444, 1195} tii[33,377] := {870} tii[33,378] := {335} tii[33,379] := {791} tii[33,380] := {503} tii[33,381] := {156, 871} tii[33,382] := {575} tii[33,383] := {100, 451, 792, 1194} tii[33,384] := {269, 997} tii[33,385] := {661, 913} tii[33,386] := {262, 471, 1245, 1378} tii[33,387] := {667} tii[33,388] := {375, 610, 1089, 1281} tii[33,389] := {114, 244, 734, 976} tii[33,390] := {750} tii[33,391] := {163, 614, 914, 1302} tii[33,392] := {404, 1151} tii[33,393] := {657} tii[33,394] := {160, 1137} tii[33,395] := {728} tii[33,396] := {827} tii[33,397] := {448} tii[33,398] := {387} tii[33,399] := {388, 1120} tii[33,400] := {125, 729, 959, 1193} tii[33,401] := {422} tii[33,402] := {59, 549, 658, 1125} tii[33,403] := {103, 730} tii[33,404] := {259, 739, 1016, 1352} tii[33,405] := {214, 594, 1182, 1420} tii[33,406] := {690, 955} tii[33,407] := {518, 775} tii[33,408] := {524, 1249} tii[33,409] := {598, 847} tii[33,410] := {117, 247, 1029, 1222} tii[33,411] := {34, 424, 519, 1025} tii[33,412] := {314, 547} tii[33,413] := {605} tii[33,414] := {523} tii[33,415] := {92, 599, 831, 1092} tii[33,416] := {205, 848, 1096, 1301} tii[33,417] := {72, 166, 600, 849} tii[33,418] := {105, 693, 776, 1254} tii[33,419] := {409, 677} tii[33,420] := {556, 843} tii[33,421] := {478, 768} tii[33,422] := {80, 319, 910, 1165} tii[33,423] := {41, 225, 480, 770} tii[33,424] := {254, 769, 1218, 1380} tii[33,425] := {152, 678, 845, 1341} tii[33,426] := {514} tii[33,427] := {276} tii[33,428] := {31, 452, 515, 1002} tii[33,429] := {336} tii[33,430] := {277, 1191} tii[33,431] := {145, 459, 1071, 1369} tii[33,432] := {146, 736, 966, 1185} tii[33,433] := {397, 634} tii[33,434] := {17, 341, 398, 893} tii[33,435] := {401} tii[33,436] := {402, 1299} tii[33,437] := {61, 615, 635, 1156} tii[33,438] := {239, 434} tii[33,439] := {297, 539} tii[33,440] := {55, 428, 816, 1258} tii[33,441] := {168, 361} tii[33,442] := {97, 540, 771, 1263} tii[33,443] := {358, 627} tii[33,444] := {359, 628, 1310, 1411} tii[33,445] := {8, 249, 298, 765} tii[33,446] := {209, 415} tii[33,447] := {63, 416, 926, 1170} tii[33,448] := {569} tii[33,449] := {722} tii[33,450] := {446} tii[33,451] := {325, 1129} tii[33,452] := {186, 864} tii[33,453] := {604} tii[33,454] := {260, 470, 1017, 1211} tii[33,455] := {287, 1034} tii[33,456] := {275, 995} tii[33,457] := {161, 878} tii[33,458] := {330} tii[33,459] := {77, 586, 823, 1084} tii[33,460] := {684} tii[33,461] := {176, 593, 943, 1295} tii[33,462] := {400, 1149} tii[33,463] := {118, 248, 746, 985} tii[33,464] := {553, 821} tii[33,465] := {467} tii[33,466] := {53, 463, 687, 968} tii[33,467] := {134, 703, 971, 1207} tii[33,468] := {81, 320, 618, 917} tii[33,469] := {426, 698} tii[33,470] := {172, 625, 1107, 1312} tii[33,471] := {454} tii[33,472] := {233} tii[33,473] := {20, 394, 581, 869} tii[33,474] := {192, 1081} tii[33,475] := {115, 458, 803, 1202} tii[33,476] := {89, 592, 830, 1076} tii[33,477] := {342, 563} tii[33,478] := {12, 283, 460, 743} tii[33,479] := {345} tii[33,480] := {285, 1204} tii[33,481] := {43, 491, 760, 1039} tii[33,482] := {250, 485} tii[33,483] := {39, 427, 534, 1040} tii[33,484] := {317, 561} tii[33,485] := {252, 487, 1216, 1357} tii[33,486] := {66, 414, 921, 1166} tii[33,487] := {6, 208, 357, 622} tii[33,488] := {175, 368} tii[33,489] := {46, 304, 1052, 1265} tii[33,490] := {123, 996} tii[33,491] := {50, 517, 737, 969} tii[33,492] := {200, 1150} tii[33,493] := {15, 296, 481, 764} tii[33,494] := {170, 363, 1162, 1313} tii[33,495] := {86, 212, 1169, 1343} tii[33,496] := {543} tii[33,497] := {645} tii[33,498] := {546, 814} tii[33,499] := {784} tii[33,500] := {217, 1319} tii[33,501] := {931} tii[33,502] := {1180} tii[33,503] := {712} tii[33,504] := {273, 1239} tii[33,505] := {1073} tii[33,506] := {638, 901} tii[33,507] := {220, 408, 1142, 1308} tii[33,508] := {789} tii[33,509] := {195, 1135} tii[33,510] := {544, 1024} tii[33,511] := {150, 294, 1027, 1220} tii[33,512] := {950} tii[33,513] := {96, 366, 908, 1163} tii[33,514] := {499} tii[33,515] := {48, 1056} tii[33,516] := {860} tii[33,517] := {445, 1363} tii[33,518] := {647} tii[33,519] := {937} tii[33,520] := {75, 934} tii[33,521] := {782, 1032} tii[33,522] := {377, 611, 1294, 1410} tii[33,523] := {809} tii[33,524] := {51, 132, 804, 1044} tii[33,525] := {862} tii[33,526] := {506} tii[33,527] := {38, 800} tii[33,528] := {235, 1197} tii[33,529] := {879} tii[33,530] := {636, 1145} tii[33,531] := {310, 741, 1244, 1441} tii[33,532] := {747, 986} tii[33,533] := {183, 352, 1094, 1283} tii[33,534] := {27, 84, 665, 924} tii[33,535] := {1031} tii[33,536] := {670} tii[33,537] := {16, 110, 535, 819} tii[33,538] := {619, 918} tii[33,539] := {128, 432, 974, 1217} tii[33,540] := {389} tii[33,541] := {21, 659} tii[33,542] := {545, 1246} tii[33,543] := {218, 596, 1143, 1407} tii[33,544] := {525} tii[33,545] := {13, 44, 520, 779} tii[33,546] := {94, 559, 909, 1306} tii[33,547] := {7, 67, 411, 679} tii[33,548] := {482, 772} tii[33,549] := {2, 47, 301, 541} tii[33,550] := {266} tii[33,551] := {229, 1236} tii[33,552] := {713} tii[33,553] := {386} tii[33,554] := {652} tii[33,555] := {178, 347, 1140, 1305} tii[33,556] := {640, 902} tii[33,557] := {522} tii[33,558] := {102, 1014} tii[33,559] := {716} tii[33,560] := {274} tii[33,561] := {585} tii[33,562] := {332, 1088} tii[33,563] := {141, 457, 1069, 1367} tii[33,564] := {492, 1023} tii[33,565] := {71, 165, 896, 1112} tii[33,566] := {899} tii[33,567] := {267, 477, 970, 1188} tii[33,568] := {462, 702} tii[33,569] := {399} tii[33,570] := {40, 224, 763, 1048} tii[33,571] := {355, 624} tii[33,572] := {196, 562, 837, 1106} tii[33,573] := {393} tii[33,574] := {191} tii[33,575] := {449} tii[33,576] := {32, 733} tii[33,577] := {265, 742, 1020, 1353} tii[33,578] := {88, 339, 945, 1297} tii[33,579] := {419, 1144} tii[33,580] := {18, 62, 603, 852} tii[33,581] := {282, 490} tii[33,582] := {284} tii[33,583] := {606} tii[33,584] := {207, 413} tii[33,585] := {28, 315, 676, 1159} tii[33,586] := {127, 697, 762, 1212} tii[33,587] := {251, 486} tii[33,588] := {9, 98, 484, 774} tii[33,589] := {560, 846} tii[33,590] := {138, 303} tii[33,591] := {4, 64, 367, 633} tii[33,592] := {122} tii[33,593] := {49, 237, 805, 1203} tii[33,594] := {311, 1022} tii[33,595] := {199} tii[33,596] := {14, 221, 536, 1041} tii[33,597] := {169, 362} tii[33,598] := {95, 620, 838, 1099} tii[33,599] := {85, 211} tii[33,600] := {0, 107, 302, 777} tii[33,601] := {573} tii[33,602] := {496, 755} tii[33,603] := {576} tii[33,604] := {236, 962} tii[33,605] := {371, 889} tii[33,606] := {751} tii[33,607] := {184, 353, 833, 1078} tii[33,608] := {129, 433, 694, 979} tii[33,609] := {331} tii[33,610] := {60, 589} tii[33,611] := {307, 1021} tii[33,612] := {181, 595, 885, 1278} tii[33,613] := {468} tii[33,614] := {35, 106, 466, 706} tii[33,615] := {79, 558, 617, 1098} tii[33,616] := {429, 700} tii[33,617] := {24, 153, 360, 629} tii[33,618] := {10, 112, 257, 489} tii[33,619] := {158} tii[33,620] := {69, 340, 662, 1093} tii[33,621] := {215, 888} tii[33,622] := {242} tii[33,623] := {23, 316, 410, 911} tii[33,624] := {56, 479, 696, 975} tii[33,625] := {222, 430} tii[33,626] := {3, 174, 210, 632} tii[33,627] := {111, 258} tii[33,628] := {142, 738} tii[33,629] := {29, 356, 557, 839} tii[33,630] := {1, 139, 256, 488} cell#124 , |C| = 672 special orbit = [7, 3, 3, 3, 1] special rep = [[3, 1], [2, 2]] , dim = 420 cell rep = phi[[3, 1],[2, 2]]+phi[[1, 1],[4, 2]] TII depth = 5 TII multiplicity polynomial = 168*X+252*X^2 TII subcells: tii[35,1] := {610} tii[35,2] := {559} tii[35,3] := {414, 655} tii[35,4] := {654} tii[35,5] := {446} tii[35,6] := {647} tii[35,7] := {278, 606} tii[35,8] := {605, 666} tii[35,9] := {630, 671} tii[35,10] := {536} tii[35,11] := {150, 648} tii[35,12] := {454, 611} tii[35,13] := {499, 641} tii[35,14] := {246, 667} tii[35,15] := {300, 670} tii[35,16] := {139} tii[35,17] := {573} tii[35,18] := {236} tii[35,19] := {508} tii[35,20] := {474} tii[35,21] := {350, 636} tii[35,22] := {349} tii[35,23] := {144, 384} tii[35,24] := {219, 471} tii[35,25] := {601} tii[35,26] := {235} tii[35,27] := {582} tii[35,28] := {447} tii[35,29] := {560} tii[35,30] := {319} tii[35,31] := {280, 607} tii[35,32] := {514} tii[35,33] := {119, 383} tii[35,34] := {515, 638} tii[35,35] := {461, 551} tii[35,36] := {192, 470} tii[35,37] := {552, 659} tii[35,38] := {483} tii[35,39] := {215, 623} tii[35,40] := {425} tii[35,41] := {56, 486} tii[35,42] := {389, 576} tii[35,43] := {362, 480} tii[35,44] := {106, 549} tii[35,45] := {439, 616} tii[35,46] := {251, 650} tii[35,47] := {305, 663} tii[35,48] := {188, 626} tii[35,49] := {202} tii[35,50] := {528} tii[35,51] := {307} tii[35,52] := {413} tii[35,53] := {207, 453} tii[35,54] := {284, 526} tii[35,55] := {271} tii[35,56] := {634} tii[35,57] := {574} tii[35,58] := {619} tii[35,59] := {170} tii[35,60] := {345} tii[35,61] := {377} tii[35,62] := {602} tii[35,63] := {379} tii[35,64] := {529} tii[35,65] := {411} tii[35,66] := {458} tii[35,67] := {565, 656} tii[35,68] := {247} tii[35,69] := {564} tii[35,70] := {72, 313} tii[35,71] := {238, 513} tii[35,72] := {213, 566} tii[35,73] := {477} tii[35,74] := {597, 668} tii[35,75] := {519, 596} tii[35,76] := {129, 405} tii[35,77] := {335, 572} tii[35,78] := {445} tii[35,79] := {583} tii[35,80] := {420} tii[35,81] := {516} tii[35,82] := {380} tii[35,83] := {544} tii[35,84] := {151, 587} tii[35,85] := {358} tii[35,86] := {29, 421} tii[35,87] := {518, 639} tii[35,88] := {208, 563} tii[35,89] := {317, 530} tii[35,90] := {492, 581} tii[35,91] := {467} tii[35,92] := {292, 417} tii[35,93] := {62, 496} tii[35,94] := {285, 609} tii[35,95] := {555, 660} tii[35,96] := {371, 579} tii[35,97] := {277, 603} tii[35,98] := {460, 620} tii[35,99] := {182, 624} tii[35,100] := {401, 589} tii[35,101] := {353, 637} tii[35,102] := {233, 646} tii[35,103] := {127, 590} tii[35,104] := {507, 652} tii[35,105] := {473, 665} tii[35,106] := {635} tii[35,107] := {234} tii[35,108] := {318} tii[35,109] := {604} tii[35,110] := {118, 382} tii[35,111] := {567, 629} tii[35,112] := {191, 469} tii[35,113] := {482} tii[35,114] := {308} tii[35,115] := {385} tii[35,116] := {241} tii[35,117] := {387, 575} tii[35,118] := {424} tii[35,119] := {11, 485} tii[35,120] := {621} tii[35,121] := {101, 622} tii[35,122] := {94, 450} tii[35,123] := {332} tii[35,124] := {437, 615} tii[35,125] := {361, 479} tii[35,126] := {35, 548} tii[35,127] := {588, 643} tii[35,128] := {155, 523} tii[35,129] := {147, 510} tii[35,130] := {320, 541} tii[35,131] := {125, 649} tii[35,132] := {568, 657} tii[35,133] := {256, 494} tii[35,134] := {216, 569} tii[35,135] := {169, 662} tii[35,136] := {78, 625} tii[35,137] := {374, 594} tii[35,138] := {342, 632} tii[35,139] := {488} tii[35,140] := {28, 540} tii[35,141] := {427, 533} tii[35,142] := {61, 593} tii[35,143] := {181, 664} tii[35,144] := {58, 584} tii[35,145] := {393, 577} tii[35,146] := {232, 669} tii[35,147] := {126, 651} tii[35,148] := {102, 627} tii[35,149] := {199, 661} tii[35,150] := {183, 658} tii[35,151] := {91} tii[35,152] := {171} tii[35,153] := {410} tii[35,154] := {67} tii[35,155] := {279} tii[35,156] := {95, 314} tii[35,157] := {97} tii[35,158] := {156, 406} tii[35,159] := {70, 158} tii[35,160] := {117} tii[35,161] := {448} tii[35,162] := {74} tii[35,163] := {214} tii[35,164] := {388} tii[35,165] := {55, 245} tii[35,166] := {51, 131} tii[35,167] := {324, 438} tii[35,168] := {105, 339} tii[35,169] := {250} tii[35,170] := {31, 289} tii[35,171] := {187, 304} tii[35,172] := {19, 224} tii[35,173] := {63, 368} tii[35,174] := {85, 442} tii[35,175] := {204} tii[35,176] := {108} tii[35,177] := {527} tii[35,178] := {273} tii[35,179] := {306} tii[35,180] := {146} tii[35,181] := {390} tii[35,182] := {475} tii[35,183] := {346} tii[35,184] := {173, 452} tii[35,185] := {111, 221} tii[35,186] := {415} tii[35,187] := {262, 525} tii[35,188] := {509} tii[35,189] := {378} tii[35,190] := {172} tii[35,191] := {537} tii[35,192] := {206} tii[35,193] := {455} tii[35,194] := {456} tii[35,195] := {311} tii[35,196] := {174} tii[35,197] := {248} tii[35,198] := {275} tii[35,199] := {457, 612} tii[35,200] := {412} tii[35,201] := {489} tii[35,202] := {122} tii[35,203] := {75, 315} tii[35,204] := {145, 512} tii[35,205] := {394, 501} tii[35,206] := {402} tii[35,207] := {140, 263} tii[35,208] := {428, 534} tii[35,209] := {93, 195} tii[35,210] := {220, 571} tii[35,211] := {351} tii[35,212] := {502, 642} tii[35,213] := {132, 407} tii[35,214] := {391} tii[35,215] := {212, 562} tii[35,216] := {392, 585} tii[35,217] := {43, 357} tii[35,218] := {291} tii[35,219] := {211} tii[35,220] := {109, 329} tii[35,221] := {330, 443} tii[35,222] := {331, 546} tii[35,223] := {25, 294} tii[35,224] := {283, 608} tii[35,225] := {226, 355} tii[35,226] := {444, 628} tii[35,227] := {80, 434} tii[35,228] := {282} tii[35,229] := {409, 653} tii[35,230] := {113, 505} tii[35,231] := {266, 408} tii[35,232] := {309} tii[35,233] := {176} tii[35,234] := {386} tii[35,235] := {242} tii[35,236] := {543} tii[35,237] := {96, 451} tii[35,238] := {142, 265} tii[35,239] := {333} tii[35,240] := {157, 524} tii[35,241] := {491, 580} tii[35,242] := {360} tii[35,243] := {179} tii[35,244] := {149, 511} tii[35,245] := {322, 542} tii[35,246] := {32, 423} tii[35,247] := {89, 328} tii[35,248] := {296, 419} tii[35,249] := {462, 613} tii[35,250] := {218, 570} tii[35,251] := {261} tii[35,252] := {258, 495} tii[35,253] := {20, 365} tii[35,254] := {376, 595} tii[35,255] := {64, 498} tii[35,256] := {228, 373} tii[35,257] := {344, 633} tii[35,258] := {86, 558} tii[35,259] := {100, 539} tii[35,260] := {40, 430} tii[35,261] := {325, 532} tii[35,262] := {154, 592} tii[35,263] := {270, 645} tii[35,264] := {136, 599} tii[35,265] := {159} tii[35,266] := {209} tii[35,267] := {162, 286} tii[35,268] := {274} tii[35,269] := {561} tii[35,270] := {116} tii[35,271] := {347} tii[35,272] := {476} tii[35,273] := {517} tii[35,274] := {239} tii[35,275] := {42, 244} tii[35,276] := {73} tii[35,277] := {180} tii[35,278] := {416} tii[35,279] := {463, 554} tii[35,280] := {50, 130} tii[35,281] := {79, 338} tii[35,282] := {203, 336} tii[35,283] := {276} tii[35,284] := {222} tii[35,285] := {22, 288} tii[35,286] := {459} tii[35,287] := {160, 399} tii[35,288] := {163, 287} tii[35,289] := {400, 506} tii[35,290] := {352} tii[35,291] := {46, 367} tii[35,292] := {10, 223} tii[35,293] := {71, 441} tii[35,294] := {340, 472} tii[35,295] := {237} tii[35,296] := {586} tii[35,297] := {120} tii[35,298] := {316} tii[35,299] := {177} tii[35,300] := {310} tii[35,301] := {54, 381} tii[35,302] := {545, 617} tii[35,303] := {272, 404} tii[35,304] := {90, 193} tii[35,305] := {259} tii[35,306] := {104, 468} tii[35,307] := {312} tii[35,308] := {290} tii[35,309] := {12, 356} tii[35,310] := {490} tii[35,311] := {249, 487} tii[35,312] := {98, 449} tii[35,313] := {123} tii[35,314] := {520, 640} tii[35,315] := {49, 253} tii[35,316] := {201, 466} tii[35,317] := {225, 354} tii[35,318] := {432, 535} tii[35,319] := {186, 431} tii[35,320] := {6, 293} tii[35,321] := {152, 522} tii[35,322] := {36, 433} tii[35,323] := {403} tii[35,324] := {303, 550} tii[35,325] := {189} tii[35,326] := {48, 504} tii[35,327] := {164, 301} tii[35,328] := {369, 503} tii[35,329] := {268, 600} tii[35,330] := {59, 484} tii[35,331] := {464, 614} tii[35,332] := {18, 363} tii[35,333] := {161, 521} tii[35,334] := {252, 478} tii[35,335] := {103, 547} tii[35,336] := {341, 553} tii[35,337] := {84, 556} tii[35,338] := {200, 618} tii[35,339] := {175} tii[35,340] := {141, 264} tii[35,341] := {178} tii[35,342] := {359} tii[35,343] := {3, 422} tii[35,344] := {88, 327} tii[35,345] := {295, 418} tii[35,346] := {16, 497} tii[35,347] := {1, 364} tii[35,348] := {260} tii[35,349] := {23, 557} tii[35,350] := {227, 372} tii[35,351] := {30, 538} tii[35,352] := {323, 531} tii[35,353] := {5, 429} tii[35,354] := {66, 396} tii[35,355] := {60, 591} tii[35,356] := {196, 435} tii[35,357] := {47, 598} tii[35,358] := {137, 644} tii[35,359] := {17, 493} tii[35,360] := {83, 631} tii[35,361] := {38} tii[35,362] := {57} tii[35,363] := {41, 107} tii[35,364] := {33} tii[35,365] := {21, 65} tii[35,366] := {9, 87} tii[35,367] := {143} tii[35,368] := {121} tii[35,369] := {210} tii[35,370] := {348} tii[35,371] := {92, 194} tii[35,372] := {281} tii[35,373] := {321} tii[35,374] := {148} tii[35,375] := {44} tii[35,376] := {68, 254} tii[35,377] := {257, 375} tii[35,378] := {26, 81} tii[35,379] := {217} tii[35,380] := {14, 114} tii[35,381] := {197, 343} tii[35,382] := {99} tii[35,383] := {39, 185} tii[35,384] := {153} tii[35,385] := {7, 166} tii[35,386] := {135, 269} tii[35,387] := {240} tii[35,388] := {205, 337} tii[35,389] := {243} tii[35,390] := {77} tii[35,391] := {426} tii[35,392] := {138, 398} tii[35,393] := {334} tii[35,394] := {53, 133} tii[35,395] := {366, 481} tii[35,396] := {297, 440} tii[35,397] := {34, 168} tii[35,398] := {124} tii[35,399] := {52, 255} tii[35,400] := {110, 465} tii[35,401] := {395, 578} tii[35,402] := {190} tii[35,403] := {267, 500} tii[35,404] := {13, 230} tii[35,405] := {167, 302} tii[35,406] := {69, 397} tii[35,407] := {8, 299} tii[35,408] := {198, 436} tii[35,409] := {45} tii[35,410] := {27, 82} tii[35,411] := {15, 115} tii[35,412] := {76} tii[35,413] := {24, 184} tii[35,414] := {128} tii[35,415] := {4, 165} tii[35,416] := {112, 231} tii[35,417] := {37, 326} tii[35,418] := {2, 229} tii[35,419] := {134, 370} tii[35,420] := {0, 298} cell#125 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {510} tii[27,2] := {522} tii[27,3] := {551} tii[27,4] := {436} tii[27,5] := {282} tii[27,6] := {457} tii[27,7] := {558} tii[27,8] := {559} tii[27,9] := {493} tii[27,10] := {365} tii[27,11] := {414} tii[27,12] := {532} tii[27,13] := {452} tii[27,14] := {545} tii[27,15] := {462} tii[27,16] := {492} tii[27,17] := {156} tii[27,18] := {478} tii[27,19] := {495} tii[27,20] := {338} tii[27,21] := {255} tii[27,22] := {322} tii[27,23] := {155} tii[27,24] := {520} tii[27,25] := {437} tii[27,26] := {337} tii[27,27] := {169} tii[27,28] := {458} tii[27,29] := {162} tii[27,30] := {254} tii[27,31] := {546} tii[27,32] := {459} tii[27,33] := {239} tii[27,34] := {321} tii[27,35] := {553} tii[27,36] := {489} tii[27,37] := {479} tii[27,38] := {443} tii[27,39] := {439} tii[27,40] := {256} tii[27,41] := {280} tii[27,42] := {525} tii[27,43] := {398} tii[27,44] := {470} tii[27,45] := {307} tii[27,46] := {355} tii[27,47] := {538} tii[27,48] := {484} tii[27,49] := {509} tii[27,50] := {449} tii[27,51] := {213} tii[27,52] := {392} tii[27,53] := {312} tii[27,54] := {376} tii[27,55] := {540} tii[27,56] := {104} tii[27,57] := {273} tii[27,58] := {386} tii[27,59] := {224} tii[27,60] := {279} tii[27,61] := {442} tii[27,62] := {554} tii[27,63] := {281} tii[27,64] := {496} tii[27,65] := {110} tii[27,66] := {195} tii[27,67] := {364} tii[27,68] := {413} tii[27,69] := {354} tii[27,70] := {557} tii[27,71] := {516} tii[27,72] := {182} tii[27,73] := {263} tii[27,74] := {425} tii[27,75] := {331} tii[27,76] := {531} tii[27,77] := {438} tii[27,78] := {482} tii[27,79] := {170} tii[27,80] := {387} tii[27,81] := {512} tii[27,82] := {40} tii[27,83] := {393} tii[27,84] := {388} tii[27,85] := {313} tii[27,86] := {221} tii[27,87] := {552} tii[27,88] := {412} tii[27,89] := {499} tii[27,90] := {450} tii[27,91] := {485} tii[27,92] := {530} tii[27,93] := {89} tii[27,94] := {360} tii[27,95] := {426} tii[27,96] := {344} tii[27,97] := {299} tii[27,98] := {469} tii[27,99] := {556} tii[27,100] := {519} tii[27,101] := {227} tii[27,102] := {455} tii[27,103] := {542} tii[27,104] := {446} tii[27,105] := {270} tii[27,106] := {177} tii[27,107] := {528} tii[27,108] := {505} tii[27,109] := {477} tii[27,110] := {402} tii[27,111] := {549} tii[27,112] := {535} tii[27,113] := {154} tii[27,114] := {336} tii[27,115] := {523} tii[27,116] := {161} tii[27,117] := {253} tii[27,118] := {536} tii[27,119] := {238} tii[27,120] := {320} tii[27,121] := {480} tii[27,122] := {210} tii[27,123] := {389} tii[27,124] := {274} tii[27,125] := {541} tii[27,126] := {366} tii[27,127] := {526} tii[27,128] := {440} tii[27,129] := {164} tii[27,130] := {339} tii[27,131] := {111} tii[27,132] := {309} tii[27,133] := {349} tii[27,134] := {527} tii[27,135] := {409} tii[27,136] := {539} tii[27,137] := {471} tii[27,138] := {399} tii[27,139] := {241} tii[27,140] := {548} tii[27,141] := {183} tii[27,142] := {373} tii[27,143] := {158} tii[27,144] := {361} tii[27,145] := {341} tii[27,146] := {497} tii[27,147] := {397} tii[27,148] := {555} tii[27,149] := {289} tii[27,150] := {465} tii[27,151] := {235} tii[27,152] := {422} tii[27,153] := {435} tii[27,154] := {348} tii[27,155] := {383} tii[27,156] := {517} tii[27,157] := {325} tii[27,158] := {487} tii[27,159] := {456} tii[27,160] := {194} tii[27,161] := {486} tii[27,162] := {417} tii[27,163] := {262} tii[27,164] := {415} tii[27,165] := {251} tii[27,166] := {369} tii[27,167] := {513} tii[27,168] := {453} tii[27,169] := {370} tii[27,170] := {318} tii[27,171] := {408} tii[27,172] := {421} tii[27,173] := {105} tii[27,174] := {283} tii[27,175] := {196} tii[27,176] := {61} tii[27,177] := {264} tii[27,178] := {92} tii[27,179] := {67} tii[27,180] := {44} tii[27,181] := {226} tii[27,182] := {72} tii[27,183] := {367} tii[27,184] := {144} tii[27,185] := {23} tii[27,186] := {64} tii[27,187] := {134} tii[27,188] := {410} tii[27,189] := {204} tii[27,190] := {286} tii[27,191] := {116} tii[27,192] := {329} tii[27,193] := {232} tii[27,194] := {86} tii[27,195] := {188} tii[27,196] := {250} tii[27,197] := {212} tii[27,198] := {97} tii[27,199] := {391} tii[27,200] := {219} tii[27,201] := {311} tii[27,202] := {136} tii[27,203] := {297} tii[27,204] := {375} tii[27,205] := {272} tii[27,206] := {106} tii[27,207] := {511} tii[27,208] := {117} tii[27,209] := {441} tii[27,210] := {113} tii[27,211] := {332} tii[27,212] := {120} tii[27,213] := {284} tii[27,214] := {416} tii[27,215] := {481} tii[27,216] := {18} tii[27,217] := {76} tii[27,218] := {543} tii[27,219] := {197} tii[27,220] := {363} tii[27,221] := {163} tii[27,222] := {77} tii[27,223] := {185} tii[27,224] := {403} tii[27,225] := {149} tii[27,226] := {454} tii[27,227] := {447} tii[27,228] := {506} tii[27,229] := {53} tii[27,230] := {48} tii[27,231] := {103} tii[27,232] := {424} tii[27,233] := {240} tii[27,234] := {550} tii[27,235] := {265} tii[27,236] := {73} tii[27,237] := {171} tii[27,238] := {411} tii[27,239] := {524} tii[27,240] := {396} tii[27,241] := {166} tii[27,242] := {342} tii[27,243] := {217} tii[27,244] := {201} tii[27,245] := {52} tii[27,246] := {209} tii[27,247] := {135} tii[27,248] := {129} tii[27,249] := {502} tii[27,250] := {128} tii[27,251] := {468} tii[27,252] := {290} tii[27,253] := {384} tii[27,254] := {537} tii[27,255] := {434} tii[27,256] := {243} tii[27,257] := {347} tii[27,258] := {295} tii[27,259] := {193} tii[27,260] := {515} tii[27,261] := {306} tii[27,262] := {380} tii[27,263] := {211} tii[27,264] := {119} tii[27,265] := {390} tii[27,266] := {494} tii[27,267] := {275} tii[27,268] := {310} tii[27,269] := {39} tii[27,270] := {79} tii[27,271] := {151} tii[27,272] := {350} tii[27,273] := {374} tii[27,274] := {463} tii[27,275] := {514} tii[27,276] := {88} tii[27,277] := {228} tii[27,278] := {395} tii[27,279] := {216} tii[27,280] := {362} tii[27,281] := {498} tii[27,282] := {222} tii[27,283] := {68} tii[27,284] := {124} tii[27,285] := {200} tii[27,286] := {271} tii[27,287] := {346} tii[27,288] := {433} tii[27,289] := {533} tii[27,290] := {418} tii[27,291] := {178} tii[27,292] := {423} tii[27,293] := {130} tii[27,294] := {294} tii[27,295] := {466} tii[27,296] := {176} tii[27,297] := {518} tii[27,298] := {300} tii[27,299] := {207} tii[27,300] := {302} tii[27,301] := {379} tii[27,302] := {488} tii[27,303] := {359} tii[27,304] := {334} tii[27,305] := {202} tii[27,306] := {230} tii[27,307] := {503} tii[27,308] := {405} tii[27,309] := {474} tii[27,310] := {407} tii[27,311] := {142} tii[27,312] := {189} tii[27,313] := {66} tii[27,314] := {167} tii[27,315] := {220} tii[27,316] := {461} tii[27,317] := {71} tii[27,318] := {43} tii[27,319] := {143} tii[27,320] := {225} tii[27,321] := {298} tii[27,322] := {121} tii[27,323] := {133} tii[27,324] := {491} tii[27,325] := {22} tii[27,326] := {63} tii[27,327] := {205} tii[27,328] := {203} tii[27,329] := {277} tii[27,330] := {445} tii[27,331] := {41} tii[27,332] := {285} tii[27,333] := {115} tii[27,334] := {401} tii[27,335] := {260} tii[27,336] := {352} tii[27,337] := {328} tii[27,338] := {231} tii[27,339] := {476} tii[27,340] := {90} tii[27,341] := {187} tii[27,342] := {26} tii[27,343] := {85} tii[27,344] := {249} tii[27,345] := {140} tii[27,346] := {430} tii[27,347] := {153} tii[27,348] := {521} tii[27,349] := {223} tii[27,350] := {74} tii[27,351] := {335} tii[27,352] := {214} tii[27,353] := {70} tii[27,354] := {252} tii[27,355] := {500} tii[27,356] := {534} tii[27,357] := {172} tii[27,358] := {266} tii[27,359] := {46} tii[27,360] := {101} tii[27,361] := {292} tii[27,362] := {132} tii[27,363] := {319} tii[27,364] := {107} tii[27,365] := {19} tii[27,366] := {287} tii[27,367] := {333} tii[27,368] := {340} tii[27,369] := {165} tii[27,370] := {483} tii[27,371] := {460} tii[27,372] := {308} tii[27,373] := {157} tii[27,374] := {229} tii[27,375] := {547} tii[27,376] := {464} tii[27,377] := {80} tii[27,378] := {146} tii[27,379] := {315} tii[27,380] := {179} tii[27,381] := {382} tii[27,382] := {288} tii[27,383] := {330} tii[27,384] := {9} tii[27,385] := {448} tii[27,386] := {508} tii[27,387] := {54} tii[27,388] := {404} tii[27,389] := {233} tii[27,390] := {419} tii[27,391] := {127} tii[27,392] := {372} tii[27,393] := {242} tii[27,394] := {490} tii[27,395] := {234} tii[27,396] := {267} tii[27,397] := {406} tii[27,398] := {473} tii[27,399] := {96} tii[27,400] := {305} tii[27,401] := {324} tii[27,402] := {244} tii[27,403] := {451} tii[27,404] := {69} tii[27,405] := {278} tii[27,406] := {25} tii[27,407] := {544} tii[27,408] := {261} tii[27,409] := {175} tii[27,410] := {131} tii[27,411] := {368} tii[27,412] := {467} tii[27,413] := {353} tii[27,414] := {208} tii[27,415] := {139} tii[27,416] := {507} tii[27,417] := {358} tii[27,418] := {431} tii[27,419] := {118} tii[27,420] := {78} tii[27,421] := {150} tii[27,422] := {215} tii[27,423] := {394} tii[27,424] := {114} tii[27,425] := {501} tii[27,426] := {123} tii[27,427] := {199} tii[27,428] := {432} tii[27,429] := {345} tii[27,430] := {186} tii[27,431] := {293} tii[27,432] := {84} tii[27,433] := {248} tii[27,434] := {378} tii[27,435] := {301} tii[27,436] := {218} tii[27,437] := {316} tii[27,438] := {504} tii[27,439] := {126} tii[27,440] := {81} tii[27,441] := {257} tii[27,442] := {296} tii[27,443] := {245} tii[27,444] := {427} tii[27,445] := {304} tii[27,446] := {381} tii[27,447] := {145} tii[27,448] := {323} tii[27,449] := {34} tii[27,450] := {58} tii[27,451] := {15} tii[27,452] := {33} tii[27,453] := {6} tii[27,454] := {17} tii[27,455] := {75} tii[27,456] := {112} tii[27,457] := {47} tii[27,458] := {102} tii[27,459] := {184} tii[27,460] := {42} tii[27,461] := {343} tii[27,462] := {20} tii[27,463] := {159} tii[27,464] := {147} tii[27,465] := {35} tii[27,466] := {91} tii[27,467] := {385} tii[27,468] := {10} tii[27,469] := {36} tii[27,470] := {236} tii[27,471] := {291} tii[27,472] := {27} tii[27,473] := {3} tii[27,474] := {31} tii[27,475] := {141} tii[27,476] := {326} tii[27,477] := {109} tii[27,478] := {100} tii[27,479] := {317} tii[27,480] := {51} tii[27,481] := {181} tii[27,482] := {269} tii[27,483] := {57} tii[27,484] := {192} tii[27,485] := {168} tii[27,486] := {122} tii[27,487] := {206} tii[27,488] := {276} tii[27,489] := {45} tii[27,490] := {7} tii[27,491] := {444} tii[27,492] := {62} tii[27,493] := {173} tii[27,494] := {400} tii[27,495] := {351} tii[27,496] := {28} tii[27,497] := {65} tii[27,498] := {259} tii[27,499] := {475} tii[27,500] := {29} tii[27,501] := {2} tii[27,502] := {60} tii[27,503] := {12} tii[27,504] := {429} tii[27,505] := {59} tii[27,506] := {356} tii[27,507] := {160} tii[27,508] := {38} tii[27,509] := {83} tii[27,510] := {148} tii[27,511] := {371} tii[27,512] := {314} tii[27,513] := {529} tii[27,514] := {125} tii[27,515] := {237} tii[27,516] := {87} tii[27,517] := {8} tii[27,518] := {152} tii[27,519] := {95} tii[27,520] := {30} tii[27,521] := {472} tii[27,522] := {94} tii[27,523] := {247} tii[27,524] := {327} tii[27,525] := {303} tii[27,526] := {258} tii[27,527] := {24} tii[27,528] := {138} tii[27,529] := {137} tii[27,530] := {428} tii[27,531] := {21} tii[27,532] := {98} tii[27,533] := {11} tii[27,534] := {37} tii[27,535] := {4} tii[27,536] := {32} tii[27,537] := {108} tii[27,538] := {420} tii[27,539] := {50} tii[27,540] := {99} tii[27,541] := {174} tii[27,542] := {180} tii[27,543] := {357} tii[27,544] := {268} tii[27,545] := {56} tii[27,546] := {13} tii[27,547] := {191} tii[27,548] := {49} tii[27,549] := {198} tii[27,550] := {5} tii[27,551] := {93} tii[27,552] := {190} tii[27,553] := {377} tii[27,554] := {55} tii[27,555] := {16} tii[27,556] := {1} tii[27,557] := {82} tii[27,558] := {246} tii[27,559] := {14} tii[27,560] := {0} cell#126 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {104} tii[40,2] := {162} tii[40,3] := {186} tii[40,4] := {202} tii[40,5] := {130} tii[40,6] := {52} tii[40,7] := {180} tii[40,8] := {93} tii[40,9] := {197} tii[40,10] := {114} tii[40,11] := {211} tii[40,12] := {153} tii[40,13] := {107} tii[40,14] := {194} tii[40,15] := {144} tii[40,16] := {91} tii[40,17] := {206} tii[40,18] := {160} tii[40,19] := {127} tii[40,20] := {216} tii[40,21] := {171} tii[40,22] := {205} tii[40,23] := {151} tii[40,24] := {164} tii[40,25] := {182} tii[40,26] := {213} tii[40,27] := {152} tii[40,28] := {185} tii[40,29] := {192} tii[40,30] := {219} tii[40,31] := {212} tii[40,32] := {204} tii[40,33] := {218} tii[40,34] := {209} tii[40,35] := {208} tii[40,36] := {221} tii[40,37] := {220} tii[40,38] := {217} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {29} tii[40,42] := {65} tii[40,43] := {88} tii[40,44] := {27} tii[40,45] := {54} tii[40,46] := {15} tii[40,47] := {64} tii[40,48] := {94} tii[40,49] := {26} tii[40,50] := {87} tii[40,51] := {115} tii[40,52] := {78} tii[40,53] := {50} tii[40,54] := {55} tii[40,55] := {119} tii[40,56] := {92} tii[40,57] := {40} tii[40,58] := {73} tii[40,59] := {36} tii[40,60] := {112} tii[40,61] := {136} tii[40,62] := {70} tii[40,63] := {76} tii[40,64] := {89} tii[40,65] := {142} tii[40,66] := {118} tii[40,67] := {126} tii[40,68] := {77} tii[40,69] := {156} tii[40,70] := {135} tii[40,71] := {122} tii[40,72] := {140} tii[40,73] := {173} tii[40,74] := {154} tii[40,75] := {155} tii[40,76] := {172} tii[40,77] := {81} tii[40,78] := {35} tii[40,79] := {121} tii[40,80] := {49} tii[40,81] := {139} tii[40,82] := {109} tii[40,83] := {79} tii[40,84] := {84} tii[40,85] := {14} tii[40,86] := {145} tii[40,87] := {120} tii[40,88] := {63} tii[40,89] := {60} tii[40,90] := {103} tii[40,91] := {25} tii[40,92] := {161} tii[40,93] := {138} tii[40,94] := {99} tii[40,95] := {105} tii[40,96] := {32} tii[40,97] := {165} tii[40,98] := {116} tii[40,99] := {41} tii[40,100] := {143} tii[40,101] := {47} tii[40,102] := {17} tii[40,103] := {106} tii[40,104] := {149} tii[40,105] := {71} tii[40,106] := {176} tii[40,107] := {158} tii[40,108] := {146} tii[40,109] := {62} tii[40,110] := {163} tii[40,111] := {68} tii[40,112] := {188} tii[40,113] := {53} tii[40,114] := {174} tii[40,115] := {101} tii[40,116] := {175} tii[40,117] := {113} tii[40,118] := {187} tii[40,119] := {133} tii[40,120] := {110} tii[40,121] := {167} tii[40,122] := {129} tii[40,123] := {85} tii[40,124] := {179} tii[40,125] := {131} tii[40,126] := {141} tii[40,127] := {82} tii[40,128] := {183} tii[40,129] := {166} tii[40,130] := {132} tii[40,131] := {170} tii[40,132] := {102} tii[40,133] := {59} tii[40,134] := {193} tii[40,135] := {169} tii[40,136] := {178} tii[40,137] := {117} tii[40,138] := {181} tii[40,139] := {124} tii[40,140] := {66} tii[40,141] := {199} tii[40,142] := {189} tii[40,143] := {108} tii[40,144] := {150} tii[40,145] := {190} tii[40,146] := {159} tii[40,147] := {83} tii[40,148] := {198} tii[40,149] := {196} tii[40,150] := {203} tii[40,151] := {184} tii[40,152] := {195} tii[40,153] := {168} tii[40,154] := {210} tii[40,155] := {201} tii[40,156] := {200} tii[40,157] := {207} tii[40,158] := {191} tii[40,159] := {215} tii[40,160] := {214} tii[40,161] := {3} tii[40,162] := {10} tii[40,163] := {13} tii[40,164] := {24} tii[40,165] := {5} tii[40,166] := {44} tii[40,167] := {2} tii[40,168] := {9} tii[40,169] := {11} tii[40,170] := {34} tii[40,171] := {20} tii[40,172] := {23} tii[40,173] := {45} tii[40,174] := {48} tii[40,175] := {18} tii[40,176] := {4} tii[40,177] := {39} tii[40,178] := {7} tii[40,179] := {43} tii[40,180] := {69} tii[40,181] := {28} tii[40,182] := {72} tii[40,183] := {86} tii[40,184] := {30} tii[40,185] := {46} tii[40,186] := {16} tii[40,187] := {61} tii[40,188] := {67} tii[40,189] := {96} tii[40,190] := {100} tii[40,191] := {51} tii[40,192] := {21} tii[40,193] := {111} tii[40,194] := {31} tii[40,195] := {95} tii[40,196] := {134} tii[40,197] := {58} tii[40,198] := {75} tii[40,199] := {38} tii[40,200] := {19} tii[40,201] := {98} tii[40,202] := {56} tii[40,203] := {74} tii[40,204] := {37} tii[40,205] := {90} tii[40,206] := {6} tii[40,207] := {125} tii[40,208] := {97} tii[40,209] := {42} tii[40,210] := {80} tii[40,211] := {128} tii[40,212] := {137} tii[40,213] := {57} tii[40,214] := {22} tii[40,215] := {123} tii[40,216] := {33} tii[40,217] := {157} tii[40,218] := {148} tii[40,219] := {147} tii[40,220] := {177} tii[40,221] := {1} tii[40,222] := {0} tii[40,223] := {8} tii[40,224] := {12} cell#127 , |C| = 1610 special orbit = [7, 5, 3, 1, 1] special rep = [[3, 1], [3, 1]] , dim = 630 cell rep = phi[[3, 1],[3, 1]]+phi[[2, 1],[4, 1]]+phi[[3],[3, 2]]+phi[[2],[4, 2]] TII depth = 3 TII multiplicity polynomial = 126*X+266*X^2+238*X^4 TII subcells: tii[38,1] := {1167} tii[38,2] := {846, 1343} tii[38,3] := {950, 1394} tii[38,4] := {427, 1449} tii[38,5] := {1277} tii[38,6] := {1121} tii[38,7] := {383, 800, 1341, 1573} tii[38,8] := {703, 1426} tii[38,9] := {783, 1202} tii[38,10] := {810, 1463} tii[38,11] := {576, 1073, 1460, 1602} tii[38,12] := {754, 1219, 1527, 1609} tii[38,13] := {694, 1448} tii[38,14] := {1372} tii[38,15] := {770, 1425} tii[38,16] := {183, 1066, 1117, 1572} tii[38,17] := {1342} tii[38,18] := {845, 1489} tii[38,19] := {1179} tii[38,20] := {507, 1393} tii[38,21] := {949, 1516} tii[38,22] := {996, 997, 1286, 1514} tii[38,23] := {327, 1297, 1300, 1601} tii[38,24] := {1156, 1157, 1370, 1563} tii[38,25] := {485, 1404, 1408, 1608} tii[38,26] := {1446} tii[38,27] := {379, 1116, 1291, 1571} tii[38,28] := {988, 1537} tii[38,29] := {1488} tii[38,30] := {779, 1515} tii[38,31] := {1078, 1553} tii[38,32] := {1447} tii[38,33] := {569, 915, 1346, 1552} tii[38,34] := {570, 1299, 1458, 1600} tii[38,35] := {1501, 1502} tii[38,36] := {747, 1029, 1445, 1590} tii[38,37] := {748, 1407, 1524, 1607} tii[38,38] := {1115, 1569} tii[38,39] := {1200, 1581} tii[38,40] := {1042, 1580} tii[38,41] := {848, 1296, 1545, 1599} tii[38,42] := {1140, 1141, 1570, 1603} tii[38,43] := {1021, 1406, 1574, 1606} tii[38,44] := {1294, 1598} tii[38,45] := {1242, 1413, 1604, 1605} tii[38,46] := {179} tii[38,47] := {109, 433} tii[38,48] := {772} tii[38,49] := {392, 865} tii[38,50] := {227, 671} tii[38,51] := {368, 825} tii[38,52] := {311, 1375} tii[38,53] := {269} tii[38,54] := {275} tii[38,55] := {276, 660, 1239, 1541} tii[38,56] := {136, 1172} tii[38,57] := {910} tii[38,58] := {137, 559} tii[38,59] := {989} tii[38,60] := {640} tii[38,61] := {455, 1005} tii[38,62] := {283, 446} tii[38,63] := {641, 1079} tii[38,64] := {448, 945, 1389, 1585} tii[38,65] := {58, 298, 923, 1355} tii[38,66] := {299, 809} tii[38,67] := {399, 614} tii[38,68] := {616, 1095, 1475, 1597} tii[38,69] := {97, 420, 1039, 1422} tii[38,70] := {421, 966} tii[38,71] := {375} tii[38,72] := {426, 1279} tii[38,73] := {1043} tii[38,74] := {498, 1238} tii[38,75] := {185, 799, 1118, 1492} tii[38,76] := {497} tii[38,77] := {312, 1169} tii[38,78] := {219, 698} tii[38,79] := {1120} tii[38,80] := {920} tii[38,81] := {919} tii[38,82] := {632} tii[38,83] := {267, 1049} tii[38,84] := {224, 709} tii[38,85] := {61, 531, 868, 1353} tii[38,86] := {584, 1131} tii[38,87] := {509, 1201} tii[38,88] := {710, 711, 1050, 1388} tii[38,89] := {330, 1072, 1301, 1556} tii[38,90] := {409, 946} tii[38,91] := {794} tii[38,92] := {340, 341, 926, 1158} tii[38,93] := {365, 889} tii[38,94] := {102, 681, 978, 1420} tii[38,95] := {890, 891, 1159, 1474} tii[38,96] := {488, 1218, 1409, 1579} tii[38,97] := {546, 1096} tii[38,98] := {314, 839} tii[38,99] := {274, 936, 987, 1428} tii[38,100] := {1237} tii[38,101] := {720, 1248} tii[38,102] := {180, 801, 860, 1348} tii[38,103] := {437, 991} tii[38,104] := {1168} tii[38,105] := {444, 778, 992, 1386} tii[38,106] := {445, 1193, 1197, 1518} tii[38,107] := {639, 1305} tii[38,108] := {530, 1071} tii[38,109] := {241, 962, 971, 1415} tii[38,110] := {605, 1151} tii[38,111] := {240, 695, 732, 1257} tii[38,112] := {1258, 1259} tii[38,113] := {612, 897, 1152, 1473} tii[38,114] := {680, 1217} tii[38,115] := {613, 1320, 1324, 1550} tii[38,116] := {662, 1190} tii[38,117] := {568, 1077, 1288, 1464} tii[38,118] := {773, 1384} tii[38,119] := {434, 958, 1183, 1400} tii[38,120] := {818, 1316} tii[38,121] := {882, 883, 1344, 1478} tii[38,122] := {746, 1223, 1380, 1510} tii[38,123] := {866, 1107, 1453, 1454} tii[38,124] := {377} tii[38,125] := {220, 1284} tii[38,126] := {382} tii[38,127] := {1045} tii[38,128] := {76, 700} tii[38,129] := {782} tii[38,130] := {336, 1133} tii[38,131] := {116, 410, 1056, 1436} tii[38,132] := {389, 574} tii[38,133] := {205, 947} tii[38,134] := {169, 547, 1166, 1487} tii[38,135] := {522, 752} tii[38,136] := {307, 1097} tii[38,137] := {495} tii[38,138] := {554, 1374} tii[38,139] := {316, 1377} tii[38,140] := {630, 1340} tii[38,141] := {1170} tii[38,142] := {431} tii[38,143] := {629} tii[38,144] := {108, 937, 985, 1540} tii[38,145] := {1241} tii[38,146] := {135, 841} tii[38,147] := {428, 1280} tii[38,148] := {1055} tii[38,149] := {228, 1287} tii[38,150] := {863} tii[38,151] := {854, 855, 1175, 1459} tii[38,152] := {1054} tii[38,153] := {774} tii[38,154] := {139, 853} tii[38,155] := {195, 533, 1135, 1499} tii[38,156] := {391, 1306} tii[38,157] := {454, 1250} tii[38,158] := {440, 670} tii[38,159] := {374, 1174} tii[38,160] := {23, 669, 723, 1433} tii[38,161] := {297, 1074} tii[38,162] := {226, 1192, 1195, 1584} tii[38,163] := {149, 308, 1182, 1371} tii[38,164] := {1027, 1028, 1271, 1526} tii[38,165] := {932} tii[38,166] := {258, 1026} tii[38,167] := {262, 683, 1232, 1536} tii[38,168] := {608, 824} tii[38,169] := {459, 460, 1057, 1270} tii[38,170] := {47, 823, 833, 1484} tii[38,171] := {419, 1220} tii[38,172] := {367, 1319, 1322, 1596} tii[38,173] := {557} tii[38,174] := {500, 1240} tii[38,175] := {215, 981} tii[38,176] := {1339} tii[38,177] := {182, 843, 1065, 1491} tii[38,178] := {1003} tii[38,179] := {705} tii[38,180] := {378, 1128} tii[38,181] := {286, 666, 1246, 1544} tii[38,182] := {582, 1349} tii[38,183] := {922} tii[38,184] := {1278} tii[38,185] := {106, 718, 938, 1429} tii[38,186] := {320, 1122} tii[38,187] := {506, 1392} tii[38,188] := {713, 714, 1053, 1390} tii[38,189] := {390, 807} tii[38,190] := {324, 636, 1123, 1457} tii[38,191] := {325, 1075, 1298, 1555} tii[38,192] := {405, 1191} tii[38,193] := {465, 466, 1012, 1226} tii[38,194] := {885} tii[38,195] := {1358, 1359} tii[38,196] := {152, 829, 1093, 1479} tii[38,197] := {478, 1266} tii[38,198] := {371, 820, 1328, 1567} tii[38,199] := {523, 964} tii[38,200] := {199, 536, 1139, 1504} tii[38,201] := {151, 593, 837, 1357} tii[38,202] := {893, 894, 1162, 1476} tii[38,203] := {482, 755, 1267, 1525} tii[38,204] := {542, 1318} tii[38,205] := {483, 1221, 1405, 1578} tii[38,206] := {1046} tii[38,207] := {575, 852, 925, 1304} tii[38,208] := {505, 941} tii[38,209] := {526, 1293} tii[38,210] := {631, 1456} tii[38,211] := {439, 948, 1378, 1517} tii[38,212] := {1146, 1147} tii[38,213] := {474, 954, 1398, 1589} tii[38,214] := {473, 701, 793, 1212} tii[38,215] := {739, 740, 1427, 1529} tii[38,216] := {753, 1025, 1041, 1412} tii[38,217] := {318, 816, 1289, 1467} tii[38,218] := {656, 1091} tii[38,219] := {677, 1402} tii[38,220] := {607, 1099, 1452, 1549} tii[38,221] := {904, 905, 1134, 1332} tii[38,222] := {722, 974, 1508, 1509} tii[38,223] := {627} tii[38,224] := {555, 1376} tii[38,225] := {1282} tii[38,226] := {218, 983} tii[38,227] := {769} tii[38,228] := {494, 1285} tii[38,229] := {583, 1351} tii[38,230] := {59, 808, 867, 1498} tii[38,231] := {1178} tii[38,232] := {913} tii[38,233] := {223, 995} tii[38,234] := {408, 1194} tii[38,235] := {588, 589, 1180, 1369} tii[38,236] := {99, 965, 977, 1535} tii[38,237] := {1061} tii[38,238] := {364, 1155} tii[38,239] := {545, 1321} tii[38,240] := {313, 1113} tii[38,241] := {1424} tii[38,242] := {838} tii[38,243] := {272, 986, 1186, 1539} tii[38,244] := {119, 943, 999, 1543} tii[38,245] := {719, 1431} tii[38,246] := {1373} tii[38,247] := {441, 776, 1244, 1513} tii[38,248] := {990} tii[38,249] := {628, 1347} tii[38,250] := {1247} tii[38,251] := {436, 1243} tii[38,252] := {637, 1462} tii[38,253] := {191, 1070} tii[38,254] := {178, 859, 1067, 1493} tii[38,255] := {442, 1196, 1387, 1583} tii[38,256] := {529, 1295} tii[38,257] := {1438, 1439} tii[38,258] := {609, 895, 1368, 1562} tii[38,259] := {604, 1367} tii[38,260] := {174, 1092, 1101, 1566} tii[38,261] := {1150} tii[38,262] := {67, 811, 871, 1503} tii[38,263] := {728, 729, 1256, 1414} tii[38,264] := {291, 1216} tii[38,265] := {238, 970, 1215, 1530} tii[38,266] := {679, 1403} tii[38,267] := {237, 731, 980, 1437} tii[38,268] := {610, 1323, 1472, 1595} tii[38,269] := {326, 642, 1125, 1461} tii[38,270] := {1283} tii[38,271] := {914} tii[38,272] := {280, 1189} tii[38,273] := {661, 1383} tii[38,274] := {566, 1076, 1450, 1554} tii[38,275] := {771, 1512} tii[38,276] := {875, 876, 1181, 1466} tii[38,277] := {248, 1205, 1208, 1588} tii[38,278] := {247, 513, 984, 1399} tii[38,279] := {1364, 1365} tii[38,280] := {432, 957, 1379, 1520} tii[38,281] := {396, 1315} tii[38,282] := {817, 1470} tii[38,283] := {484, 765, 1269, 1528} tii[38,284] := {879, 880, 1490, 1564} tii[38,285] := {744, 1222, 1507, 1577} tii[38,286] := {1062} tii[38,287] := {1275, 1276} tii[38,288] := {620, 621, 1352, 1482} tii[38,289] := {864, 1106, 1547, 1548} tii[38,290] := {429, 1235} tii[38,291] := {268, 998, 1187, 1542} tii[38,292] := {861, 1496} tii[38,293] := {563, 1345} tii[38,294] := {667, 1385} tii[38,295] := {343, 1100, 1317, 1565} tii[38,296] := {741, 1444} tii[38,297] := {342, 870, 1112, 1500} tii[38,298] := {821, 1471} tii[38,299] := {909, 1551} tii[38,300] := {501, 1382} tii[38,301] := {802, 1455} tii[38,302] := {706, 1198, 1505, 1582} tii[38,303] := {468, 1207, 1396, 1587} tii[38,304] := {1014, 1015, 1538, 1591} tii[38,305] := {467, 787, 1236, 1519} tii[38,306] := {959, 1523} tii[38,307] := {652, 1469} tii[38,308] := {558, 1087, 1451, 1557} tii[38,309] := {886, 1325, 1546, 1594} tii[38,310] := {898, 899, 1497, 1568} tii[38,311] := {1004, 1228, 1575, 1576} tii[38,312] := {939, 1511} tii[38,313] := {697, 1204, 1506, 1586} tii[38,314] := {1089, 1561} tii[38,315] := {1130, 1333, 1592, 1593} tii[38,316] := {56} tii[38,317] := {6, 147} tii[38,318] := {20, 214} tii[38,319] := {112} tii[38,320] := {75, 1048} tii[38,321] := {184} tii[38,322] := {60} tii[38,323] := {508} tii[38,324] := {27, 234} tii[38,325] := {24, 204, 784, 1255} tii[38,326] := {192, 328} tii[38,327] := {30, 100} tii[38,328] := {53, 310} tii[38,329] := {49, 306, 906, 1338} tii[38,330] := {292, 486} tii[38,331] := {273} tii[38,332] := {134, 912} tii[38,333] := {63, 333} tii[38,334] := {638} tii[38,335] := {385} tii[38,336] := {107, 777} tii[38,337] := {4, 296, 645, 1137} tii[38,338] := {115, 443} tii[38,339] := {153, 154, 647, 896} tii[38,340] := {105, 423} tii[38,341] := {518} tii[38,342] := {33, 239} tii[38,343] := {17, 418, 768, 1234} tii[38,344] := {203, 611} tii[38,345] := {190, 567} tii[38,346] := {21, 404, 511, 1009} tii[38,347] := {159, 541} tii[38,348] := {43, 548, 626, 1111} tii[38,349] := {42, 319, 394, 881} tii[38,350] := {290, 745} tii[38,351] := {81, 493, 659, 976} tii[38,352] := {217, 1281} tii[38,353] := {187} tii[38,354] := {317} tii[38,355] := {141, 1176} tii[38,356] := {117} tii[38,357] := {721} tii[38,358] := {118, 407, 1007, 1434} tii[38,359] := {37, 338} tii[38,360] := {323, 534} tii[38,361] := {83, 210, 1059, 1272} tii[38,362] := {65, 170} tii[38,363] := {172, 544, 1109, 1485} tii[38,364] := {74, 425} tii[38,365] := {481, 684} tii[38,366] := {380} tii[38,367] := {216, 1047} tii[38,368] := {381, 1119} tii[38,369] := {430} tii[38,370] := {502} tii[38,371] := {181, 916} tii[38,372] := {780} tii[38,373] := {196} tii[38,374] := {197, 528, 1127, 1495} tii[38,375] := {80, 451} tii[38,376] := {862} tii[38,377] := {564} tii[38,378] := {781} tii[38,379] := {78, 1051} tii[38,380] := {26, 406, 726, 1254} tii[38,381] := {140, 571} tii[38,382] := {572, 573, 917, 1302} tii[38,383] := {284, 668} tii[38,384] := {270, 1001} tii[38,385] := {242, 243, 788, 1030} tii[38,386] := {653} tii[38,387] := {124, 263} tii[38,388] := {345, 346, 873, 1103} tii[38,389] := {265, 678, 1225, 1532} tii[38,390] := {133, 549} tii[38,391] := {125, 411, 1011, 1441} tii[38,392] := {40, 344} tii[38,393] := {259, 749} tii[38,394] := {52, 543, 836, 1337} tii[38,395] := {38, 131, 928, 1160} tii[38,396] := {400, 822} tii[38,397] := {742} tii[38,398] := {750, 751, 1031, 1410} tii[38,399] := {387} tii[38,400] := {110, 785} tii[38,401] := {57, 527, 586, 1136} tii[38,402] := {911} tii[38,403] := {447, 708, 786, 1199} tii[38,404] := {222, 707} tii[38,405] := {388, 803} tii[38,406] := {200, 355} tii[38,407] := {357, 813, 1311, 1560} tii[38,408] := {28, 208, 791, 1264} tii[38,409] := {209, 676} tii[38,410] := {160, 161, 650, 907} tii[38,411] := {1017, 1018} tii[38,412] := {95, 685, 692, 1233} tii[38,413] := {520} tii[38,414] := {356, 560, 651, 1088} tii[38,415] := {363, 887} tii[38,416] := {615, 888, 908, 1326} tii[38,417] := {94, 435, 476, 1016} tii[38,418] := {521, 960} tii[38,419] := {96, 232, 524, 762} tii[38,420] := {148, 551, 798, 1108} tii[38,421] := {763, 764, 1006, 1229} tii[38,422] := {556} tii[38,423] := {121, 665, 1000, 1430} tii[38,424] := {144, 578} tii[38,425] := {1002} tii[38,426] := {704} tii[38,427] := {193, 806} tii[38,428] := {376, 1126} tii[38,429] := {177, 819, 1102, 1480} tii[38,430] := {213, 686} tii[38,431] := {462, 463, 1010, 1224} tii[38,432] := {69, 535, 872, 1360} tii[38,433] := {293, 963} tii[38,434] := {86, 461} tii[38,435] := {884} tii[38,436] := {322, 849} tii[38,437] := {1044} tii[38,438] := {329, 644, 850, 1303} tii[38,439] := {113, 663, 725, 1252} tii[38,440] := {633} tii[38,441] := {282, 940} tii[38,442] := {31, 412, 737, 1260} tii[38,443] := {156, 594} tii[38,444] := {595, 596, 927, 1310} tii[38,445] := {251, 953, 1209, 1522} tii[38,446] := {304, 814} tii[38,447] := {1143, 1144} tii[38,448] := {166, 826, 835, 1335} tii[38,449] := {480, 1022} tii[38,450] := {165, 561, 602, 1142} tii[38,451] := {398, 1090} tii[38,452] := {487, 767, 1023, 1411} tii[38,453] := {250, 515, 699, 1211} tii[38,454] := {795} tii[38,455] := {101, 449, 490, 1033} tii[38,456] := {235, 690, 934, 1230} tii[38,457] := {1034, 1035} tii[38,458] := {623, 624, 1132, 1331} tii[38,459] := {386, 1068} tii[38,460] := {354, 1082, 1086, 1468} tii[38,461] := {353, 648, 840, 1308} tii[38,462] := {414, 952} tii[38,463] := {519, 1213} tii[38,464] := {334, 831, 1063, 1330} tii[38,465] := {760, 761, 1249, 1418} tii[38,466] := {277} tii[38,467] := {194} tii[38,468] := {12, 456} tii[38,469] := {122, 260} tii[38,470] := {34, 552} tii[38,471] := {499} tii[38,472] := {315, 1173} tii[38,473] := {142, 1177} tii[38,474] := {634} tii[38,475] := {271, 1052} tii[38,476] := {921} tii[38,477] := {285} tii[38,478] := {36, 580} tii[38,479] := {77, 712} tii[38,480] := {5, 532, 587, 1356} tii[38,481] := {84, 211, 1060, 1273} tii[38,482] := {796} tii[38,483] := {347, 348, 929, 1161} tii[38,484] := {167, 892} tii[38,485] := {198, 369} tii[38,486] := {73, 687} tii[38,487] := {19, 682, 693, 1423} tii[38,488] := {14, 464} tii[38,489] := {504} tii[38,490] := {138, 851} tii[38,491] := {186, 924} tii[38,492] := {22, 458, 664, 1253} tii[38,493] := {64, 305, 931, 1366} tii[38,494] := {287, 472} tii[38,495] := {130, 815} tii[38,496] := {45, 553, 827, 1336} tii[38,497] := {252, 253, 792, 1040} tii[38,498] := {655} tii[38,499] := {257, 1024} tii[38,500] := {44, 361, 562, 1145} tii[38,501] := {168, 337, 657, 903} tii[38,502] := {82, 424, 935, 1231} tii[38,503] := {696} tii[38,504] := {496, 1245} tii[38,505] := {62, 805, 858, 1494} tii[38,506] := {79, 716} tii[38,507] := {331} tii[38,508] := {847} tii[38,509] := {1129} tii[38,510] := {114, 944} tii[38,511] := {591, 592, 1138, 1327} tii[38,512] := {236, 422} tii[38,513] := {1020} tii[38,514] := {104, 961, 969, 1531} tii[38,515] := {132, 828} tii[38,516] := {202, 1094} tii[38,517] := {32, 672, 730, 1440} tii[38,518] := {39, 590} tii[38,519] := {565} tii[38,520] := {775} tii[38,521] := {1171} tii[38,522] := {225, 510, 994, 1391} tii[38,523] := {221, 993} tii[38,524] := {278, 1008} tii[38,525] := {54, 585, 804, 1354} tii[38,526] := {189, 1069} tii[38,527] := {734, 735, 1058, 1397} tii[38,528] := {123, 416, 1013, 1443} tii[38,529] := {1262, 1263} tii[38,530] := {87, 733} tii[38,531] := {349, 540} tii[38,532] := {207, 955} tii[38,533] := {359, 360, 878, 1110} tii[38,534] := {933} tii[38,535] := {7, 537, 600, 1361} tii[38,536] := {158, 1081, 1084, 1559} tii[38,537] := {90, 691, 967, 1421} tii[38,538] := {743} tii[38,539] := {362, 1153} tii[38,540] := {366, 625, 1154, 1477} tii[38,541] := {89, 475, 702, 1261} tii[38,542] := {289, 1214} tii[38,543] := {157, 393, 842, 1313} tii[38,544] := {1164, 1165} tii[38,545] := {46, 372, 577, 1163} tii[38,546] := {145, 550, 1064, 1334} tii[38,547] := {261, 457, 756, 975} tii[38,548] := {491, 492, 1251, 1417} tii[38,549] := {635} tii[38,550] := {279, 1188} tii[38,551] := {598, 599, 930, 1312} tii[38,552] := {288, 675} tii[38,553] := {246, 956, 1206, 1521} tii[38,554] := {300, 1080} tii[38,555] := {797} tii[38,556] := {395, 1314} tii[38,557] := {245, 512, 982, 1395} tii[38,558] := {1037, 1038} tii[38,559] := {370, 581, 658, 1105} tii[38,560] := {230, 688, 1184, 1416} tii[38,561] := {618, 619, 1350, 1483} tii[38,562] := {143, 856} tii[38,563] := {212, 968} tii[38,564] := {85, 727} tii[38,565] := {321, 1124} tii[38,566] := {111, 724, 942, 1435} tii[38,567] := {29, 673, 736, 1442} tii[38,568] := {155, 874} tii[38,569] := {303, 1083} tii[38,570] := {479, 1268} tii[38,571] := {163, 834, 1098, 1486} tii[38,572] := {162, 601, 844, 1363} tii[38,573] := {233, 689, 1185, 1419} tii[38,574] := {98, 489, 715, 1274} tii[38,575] := {384, 1292} tii[38,576] := {350, 646, 1114, 1465} tii[38,577] := {351, 1085, 1309, 1558} tii[38,578] := {126, 951} tii[38,579] := {413, 1203} tii[38,580] := {517, 1401} tii[38,581] := {332, 830, 1290, 1481} tii[38,582] := {173, 401, 857, 1329} tii[38,583] := {757, 758, 1432, 1534} tii[38,584] := {538, 1307} tii[38,585] := {450, 972, 1381, 1533} tii[38,586] := {25} tii[38,587] := {9, 50} tii[38,588] := {2, 93} tii[38,589] := {120} tii[38,590] := {35, 918} tii[38,591] := {68, 175} tii[38,592] := {13, 72, 790, 1032} tii[38,593] := {281} tii[38,594] := {55, 643} tii[38,595] := {11, 164} tii[38,596] := {8, 129, 649, 1149} tii[38,597] := {127, 249} tii[38,598] := {91, 92, 514, 766} tii[38,599] := {397} tii[38,600] := {48, 146, 402, 622} tii[38,601] := {71, 352} tii[38,602] := {0, 206, 516, 1019} tii[38,603] := {16, 231, 295, 759} tii[38,604] := {229} tii[38,605] := {150, 309} tii[38,606] := {438} tii[38,607] := {188, 869} tii[38,608] := {66, 302, 877, 1362} tii[38,609] := {15, 254} tii[38,610] := {244, 417} tii[38,611] := {255, 256, 738, 979} tii[38,612] := {606} tii[38,613] := {171, 339, 617, 832} tii[38,614] := {503} tii[38,615] := {470, 471, 789, 1210} tii[38,616] := {10, 301, 603, 1148} tii[38,617] := {201, 539} tii[38,618] := {88, 469} tii[38,619] := {654} tii[38,620] := {264, 452, 525, 973} tii[38,621] := {51, 335, 373, 900} tii[38,622] := {901, 902} tii[38,623] := {128, 674} tii[38,624] := {176, 403, 579, 1104} tii[38,625] := {3, 358} tii[38,626] := {41, 597} tii[38,627] := {1, 415, 477, 1265} tii[38,628] := {18, 266, 453, 1036} tii[38,629] := {70, 812} tii[38,630] := {103, 294, 717, 1227} cell#128 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {475} tii[27,2] := {511} tii[27,3] := {544} tii[27,4] := {393} tii[27,5] := {266} tii[27,6] := {444} tii[27,7] := {557} tii[27,8] := {559} tii[27,9] := {473} tii[27,10] := {500} tii[27,11] := {418} tii[27,12] := {531} tii[27,13] := {461} tii[27,14] := {549} tii[27,15] := {542} tii[27,16] := {552} tii[27,17] := {148} tii[27,18] := {437} tii[27,19] := {481} tii[27,20] := {321} tii[27,21] := {263} tii[27,22] := {325} tii[27,23] := {135} tii[27,24] := {505} tii[27,25] := {394} tii[27,26] := {300} tii[27,27] := {157} tii[27,28] := {445} tii[27,29] := {151} tii[27,30] := {242} tii[27,31] := {545} tii[27,32] := {459} tii[27,33] := {213} tii[27,34] := {308} tii[27,35] := {555} tii[27,36] := {495} tii[27,37] := {436} tii[27,38] := {467} tii[27,39] := {396} tii[27,40] := {258} tii[27,41] := {336} tii[27,42] := {509} tii[27,43] := {368} tii[27,44] := {451} tii[27,45] := {324} tii[27,46] := {388} tii[27,47] := {538} tii[27,48] := {499} tii[27,49] := {527} tii[27,50] := {469} tii[27,51] := {200} tii[27,52] := {374} tii[27,53] := {319} tii[27,54] := {376} tii[27,55] := {529} tii[27,56] := {92} tii[27,57] := {235} tii[27,58] := {343} tii[27,59] := {209} tii[27,60] := {259} tii[27,61] := {401} tii[27,62] := {553} tii[27,63] := {243} tii[27,64] := {494} tii[27,65] := {107} tii[27,66] := {188} tii[27,67] := {351} tii[27,68] := {402} tii[27,69] := {322} tii[27,70] := {558} tii[27,71] := {523} tii[27,72] := {161} tii[27,73] := {252} tii[27,74] := {409} tii[27,75] := {289} tii[27,76] := {506} tii[27,77] := {392} tii[27,78] := {443} tii[27,79] := {158} tii[27,80] := {345} tii[27,81] := {477} tii[27,82] := {52} tii[27,83] := {428} tii[27,84] := {344} tii[27,85] := {316} tii[27,86] := {281} tii[27,87] := {546} tii[27,88] := {399} tii[27,89] := {478} tii[27,90] := {404} tii[27,91] := {458} tii[27,92] := {516} tii[27,93] := {88} tii[27,94] := {375} tii[27,95] := {407} tii[27,96] := {313} tii[27,97] := {338} tii[27,98] := {452} tii[27,99] := {556} tii[27,100] := {517} tii[27,101] := {205} tii[27,102] := {440} tii[27,103] := {533} tii[27,104] := {465} tii[27,105] := {273} tii[27,106] := {170} tii[27,107] := {514} tii[27,108] := {485} tii[27,109] := {502} tii[27,110] := {429} tii[27,111] := {551} tii[27,112] := {540} tii[27,113] := {134} tii[27,114] := {299} tii[27,115] := {522} tii[27,116] := {150} tii[27,117] := {241} tii[27,118] := {541} tii[27,119] := {212} tii[27,120] := {307} tii[27,121] := {435} tii[27,122] := {181} tii[27,123] := {352} tii[27,124] := {236} tii[27,125] := {530} tii[27,126] := {370} tii[27,127] := {508} tii[27,128] := {395} tii[27,129] := {335} tii[27,130] := {466} tii[27,131] := {123} tii[27,132] := {295} tii[27,133] := {303} tii[27,134] := {521} tii[27,135] := {421} tii[27,136] := {537} tii[27,137] := {450} tii[27,138] := {367} tii[27,139] := {387} tii[27,140] := {548} tii[27,141] := {174} tii[27,142] := {359} tii[27,143] := {152} tii[27,144] := {346} tii[27,145] := {317} tii[27,146] := {479} tii[27,147] := {498} tii[27,148] := {554} tii[27,149] := {277} tii[27,150] := {447} tii[27,151] := {214} tii[27,152] := {405} tii[27,153] := {526} tii[27,154] := {468} tii[27,155] := {377} tii[27,156] := {518} tii[27,157] := {328} tii[27,158] := {491} tii[27,159] := {438} tii[27,160] := {385} tii[27,161] := {486} tii[27,162] := {415} tii[27,163] := {432} tii[27,164] := {524} tii[27,165] := {427} tii[27,166] := {380} tii[27,167] := {512} tii[27,168] := {543} tii[27,169] := {501} tii[27,170] := {470} tii[27,171] := {528} tii[27,172] := {525} tii[27,173] := {104} tii[27,174] := {267} tii[27,175] := {206} tii[27,176] := {41} tii[27,177] := {271} tii[27,178] := {77} tii[27,179] := {68} tii[27,180] := {42} tii[27,181] := {210} tii[27,182] := {84} tii[27,183] := {371} tii[27,184] := {155} tii[27,185] := {26} tii[27,186] := {78} tii[27,187] := {129} tii[27,188] := {422} tii[27,189] := {217} tii[27,190] := {262} tii[27,191] := {190} tii[27,192] := {327} tii[27,193] := {223} tii[27,194] := {142} tii[27,195] := {254} tii[27,196] := {312} tii[27,197] := {183} tii[27,198] := {69} tii[27,199] := {354} tii[27,200] := {202} tii[27,201] := {297} tii[27,202] := {118} tii[27,203] := {269} tii[27,204] := {361} tii[27,205] := {234} tii[27,206] := {93} tii[27,207] := {474} tii[27,208] := {106} tii[27,209] := {400} tii[27,210] := {108} tii[27,211] := {290} tii[27,212] := {111} tii[27,213] := {244} tii[27,214] := {419} tii[27,215] := {439} tii[27,216] := {30} tii[27,217] := {60} tii[27,218] := {532} tii[27,219] := {189} tii[27,220] := {350} tii[27,221] := {171} tii[27,222] := {80} tii[27,223] := {162} tii[27,224] := {356} tii[27,225] := {166} tii[27,226] := {462} tii[27,227] := {416} tii[27,228] := {487} tii[27,229] := {55} tii[27,230] := {38} tii[27,231] := {99} tii[27,232] := {408} tii[27,233] := {227} tii[27,234] := {550} tii[27,235] := {253} tii[27,236] := {74} tii[27,237] := {154} tii[27,238] := {397} tii[27,239] := {510} tii[27,240] := {372} tii[27,241] := {229} tii[27,242] := {294} tii[27,243] := {203} tii[27,244] := {211} tii[27,245] := {40} tii[27,246] := {218} tii[27,247] := {117} tii[27,248] := {122} tii[27,249] := {484} tii[27,250] := {178} tii[27,251] := {449} tii[27,252] := {257} tii[27,253] := {363} tii[27,254] := {539} tii[27,255] := {423} tii[27,256] := {287} tii[27,257] := {332} tii[27,258] := {270} tii[27,259] := {159} tii[27,260] := {520} tii[27,261] := {342} tii[27,262] := {379} tii[27,263] := {182} tii[27,264] := {95} tii[27,265] := {353} tii[27,266] := {476} tii[27,267] := {237} tii[27,268] := {296} tii[27,269] := {51} tii[27,270] := {65} tii[27,271] := {145} tii[27,272] := {304} tii[27,273] := {360} tii[27,274] := {457} tii[27,275] := {515} tii[27,276] := {87} tii[27,277] := {204} tii[27,278] := {349} tii[27,279] := {187} tii[27,280] := {347} tii[27,281] := {480} tii[27,282] := {283} tii[27,283] := {72} tii[27,284] := {103} tii[27,285] := {194} tii[27,286] := {272} tii[27,287] := {315} tii[27,288] := {411} tii[27,289] := {534} tii[27,290] := {425} tii[27,291] := {169} tii[27,292] := {406} tii[27,293] := {115} tii[27,294] := {250} tii[27,295] := {448} tii[27,296] := {232} tii[27,297] := {519} tii[27,298] := {340} tii[27,299] := {219} tii[27,300] := {265} tii[27,301] := {366} tii[27,302] := {492} tii[27,303] := {391} tii[27,304] := {384} tii[27,305] := {221} tii[27,306] := {285} tii[27,307] := {483} tii[27,308] := {431} tii[27,309] := {504} tii[27,310] := {434} tii[27,311] := {105} tii[27,312] := {165} tii[27,313] := {58} tii[27,314] := {149} tii[27,315] := {224} tii[27,316] := {460} tii[27,317] := {71} tii[27,318] := {33} tii[27,319] := {139} tii[27,320] := {191} tii[27,321] := {280} tii[27,322] := {120} tii[27,323] := {114} tii[27,324] := {496} tii[27,325] := {18} tii[27,326] := {61} tii[27,327] := {216} tii[27,328] := {198} tii[27,329] := {260} tii[27,330] := {420} tii[27,331] := {44} tii[27,332] := {239} tii[27,333] := {176} tii[27,334] := {382} tii[27,335] := {268} tii[27,336] := {323} tii[27,337] := {309} tii[27,338] := {201} tii[27,339] := {463} tii[27,340] := {76} tii[27,341] := {233} tii[27,342] := {19} tii[27,343] := {130} tii[27,344] := {288} tii[27,345] := {112} tii[27,346] := {424} tii[27,347] := {133} tii[27,348] := {507} tii[27,349] := {184} tii[27,350] := {59} tii[27,351] := {298} tii[27,352] := {185} tii[27,353] := {83} tii[27,354] := {240} tii[27,355] := {493} tii[27,356] := {536} tii[27,357] := {146} tii[27,358] := {251} tii[27,359] := {37} tii[27,360] := {98} tii[27,361] := {248} tii[27,362] := {128} tii[27,363] := {306} tii[27,364] := {109} tii[27,365] := {31} tii[27,366] := {261} tii[27,367] := {291} tii[27,368] := {293} tii[27,369] := {228} tii[27,370] := {441} tii[27,371] := {442} tii[27,372] := {292} tii[27,373] := {137} tii[27,374] := {199} tii[27,375] := {547} tii[27,376] := {464} tii[27,377] := {66} tii[27,378] := {140} tii[27,379] := {302} tii[27,380] := {163} tii[27,381] := {362} tii[27,382] := {256} tii[27,383] := {326} tii[27,384] := {13} tii[27,385] := {417} tii[27,386] := {488} tii[27,387] := {56} tii[27,388] := {357} tii[27,389] := {222} tii[27,390] := {403} tii[27,391] := {177} tii[27,392] := {358} tii[27,393] := {286} tii[27,394] := {489} tii[27,395] := {195} tii[27,396] := {274} tii[27,397] := {373} tii[27,398] := {455} tii[27,399] := {86} tii[27,400] := {341} tii[27,401] := {310} tii[27,402] := {207} tii[27,403] := {456} tii[27,404] := {73} tii[27,405] := {334} tii[27,406] := {28} tii[27,407] := {535} tii[27,408] := {276} tii[27,409] := {230} tii[27,410] := {116} tii[27,411] := {355} tii[27,412] := {446} tii[27,413] := {386} tii[27,414] := {220} tii[27,415] := {126} tii[27,416] := {490} tii[27,417] := {389} tii[27,418] := {472} tii[27,419] := {94} tii[27,420] := {64} tii[27,421] := {144} tii[27,422] := {186} tii[27,423] := {348} tii[27,424] := {282} tii[27,425] := {497} tii[27,426] := {102} tii[27,427] := {193} tii[27,428] := {410} tii[27,429] := {314} tii[27,430] := {339} tii[27,431] := {249} tii[27,432] := {231} tii[27,433] := {390} tii[27,434] := {365} tii[27,435] := {264} tii[27,436] := {383} tii[27,437] := {330} tii[27,438] := {482} tii[27,439] := {284} tii[27,440] := {81} tii[27,441] := {245} tii[27,442] := {430} tii[27,443] := {225} tii[27,444] := {412} tii[27,445] := {433} tii[27,446] := {503} tii[27,447] := {337} tii[27,448] := {471} tii[27,449] := {21} tii[27,450] := {45} tii[27,451] := {8} tii[27,452] := {24} tii[27,453] := {4} tii[27,454] := {36} tii[27,455] := {70} tii[27,456] := {124} tii[27,457] := {48} tii[27,458] := {119} tii[27,459] := {175} tii[27,460] := {53} tii[27,461] := {318} tii[27,462] := {22} tii[27,463] := {153} tii[27,464] := {160} tii[27,465] := {25} tii[27,466] := {89} tii[27,467] := {378} tii[27,468] := {14} tii[27,469] := {46} tii[27,470] := {215} tii[27,471] := {278} tii[27,472] := {29} tii[27,473] := {5} tii[27,474] := {63} tii[27,475] := {127} tii[27,476] := {329} tii[27,477] := {110} tii[27,478] := {113} tii[27,479] := {331} tii[27,480] := {50} tii[27,481] := {164} tii[27,482] := {275} tii[27,483] := {100} tii[27,484] := {173} tii[27,485] := {136} tii[27,486] := {101} tii[27,487] := {197} tii[27,488] := {238} tii[27,489] := {34} tii[27,490] := {15} tii[27,491] := {398} tii[27,492] := {47} tii[27,493] := {147} tii[27,494] := {369} tii[27,495] := {305} tii[27,496] := {20} tii[27,497] := {62} tii[27,498] := {247} tii[27,499] := {453} tii[27,500] := {32} tii[27,501] := {3} tii[27,502] := {54} tii[27,503] := {9} tii[27,504] := {414} tii[27,505] := {91} tii[27,506] := {320} tii[27,507] := {138} tii[27,508] := {43} tii[27,509] := {67} tii[27,510] := {141} tii[27,511] := {381} tii[27,512] := {301} tii[27,513] := {513} tii[27,514] := {121} tii[27,515] := {196} tii[27,516] := {75} tii[27,517] := {12} tii[27,518] := {167} tii[27,519] := {85} tii[27,520] := {23} tii[27,521] := {454} tii[27,522] := {132} tii[27,523] := {208} tii[27,524] := {311} tii[27,525] := {279} tii[27,526] := {246} tii[27,527] := {27} tii[27,528] := {125} tii[27,529] := {180} tii[27,530] := {413} tii[27,531] := {17} tii[27,532] := {79} tii[27,533] := {7} tii[27,534] := {35} tii[27,535] := {2} tii[27,536] := {57} tii[27,537] := {96} tii[27,538] := {426} tii[27,539] := {39} tii[27,540] := {97} tii[27,541] := {168} tii[27,542] := {143} tii[27,543] := {333} tii[27,544] := {255} tii[27,545] := {90} tii[27,546] := {10} tii[27,547] := {156} tii[27,548] := {49} tii[27,549] := {192} tii[27,550] := {6} tii[27,551] := {131} tii[27,552] := {172} tii[27,553] := {364} tii[27,554] := {179} tii[27,555] := {11} tii[27,556] := {0} tii[27,557] := {82} tii[27,558] := {226} tii[27,559] := {16} tii[27,560] := {1} cell#129 , |C| = 630 special orbit = [5, 5, 3, 2, 2] special rep = [[2, 1, 1], [3, 1]] , dim = 630 cell rep = phi[[2, 1, 1],[3, 1]] TII depth = 5 TII multiplicity polynomial = 630*X TII subcells: tii[26,1] := {628} tii[26,2] := {629} tii[26,3] := {611} tii[26,4] := {515} tii[26,5] := {619} tii[26,6] := {613} tii[26,7] := {559} tii[26,8] := {618} tii[26,9] := {621} tii[26,10] := {188} tii[26,11] := {233} tii[26,12] := {384} tii[26,13] := {624} tii[26,14] := {248} tii[26,15] := {205} tii[26,16] := {626} tii[26,17] := {562} tii[26,18] := {296} tii[26,19] := {488} tii[26,20] := {550} tii[26,21] := {383} tii[26,22] := {612} tii[26,23] := {316} tii[26,24] := {332} tii[26,25] := {561} tii[26,26] := {398} tii[26,27] := {620} tii[26,28] := {363} tii[26,29] := {394} tii[26,30] := {487} tii[26,31] := {478} tii[26,32] := {549} tii[26,33] := {589} tii[26,34] := {381} tii[26,35] := {400} tii[26,36] := {603} tii[26,37] := {429} tii[26,38] := {558} tii[26,39] := {453} tii[26,40] := {485} tii[26,41] := {523} tii[26,42] := {547} tii[26,43] := {577} tii[26,44] := {482} tii[26,45] := {544} tii[26,46] := {187} tii[26,47] := {450} tii[26,48] := {232} tii[26,49] := {149} tii[26,50] := {596} tii[26,51] := {538} tii[26,52] := {587} tii[26,53] := {312} tii[26,54] := {506} tii[26,55] := {247} tii[26,56] := {588} tii[26,57] := {461} tii[26,58] := {264} tii[26,59] := {104} tii[26,60] := {512} tii[26,61] := {615} tii[26,62] := {514} tii[26,63] := {295} tii[26,64] := {324} tii[26,65] := {423} tii[26,66] := {574} tii[26,67] := {601} tii[26,68] := {568} tii[26,69] := {414} tii[26,70] := {497} tii[26,71] := {610} tii[26,72] := {552} tii[26,73] := {553} tii[26,74] := {311} tii[26,75] := {625} tii[26,76] := {148} tii[26,77] := {399} tii[26,78] := {591} tii[26,79] := {195} tii[26,80] := {464} tii[26,81] := {361} tii[26,82] := {575} tii[26,83] := {513} tii[26,84] := {385} tii[26,85] := {422} tii[26,86] := {600} tii[26,87] := {616} tii[26,88] := {281} tii[26,89] := {469} tii[26,90] := {496} tii[26,91] := {623} tii[26,92] := {193} tii[26,93] := {617} tii[26,94] := {334} tii[26,95] := {539} tii[26,96] := {421} tii[26,97] := {279} tii[26,98] := {627} tii[26,99] := {495} tii[26,100] := {315} tii[26,101] := {382} tii[26,102] := {362} tii[26,103] := {331} tii[26,104] := {560} tii[26,105] := {393} tii[26,106] := {486} tii[26,107] := {477} tii[26,108] := {548} tii[26,109] := {447} tii[26,110] := {590} tii[26,111] := {380} tii[26,112] := {593} tii[26,113] := {517} tii[26,114] := {265} tii[26,115] := {508} tii[26,116] := {428} tii[26,117] := {557} tii[26,118] := {452} tii[26,119] := {484} tii[26,120] := {602} tii[26,121] := {325} tii[26,122] := {535} tii[26,123] := {564} tii[26,124] := {522} tii[26,125] := {546} tii[26,126] := {415} tii[26,127] := {584} tii[26,128] := {322} tii[26,129] := {388} tii[26,130] := {571} tii[26,131] := {466} tii[26,132] := {576} tii[26,133] := {481} tii[26,134] := {412} tii[26,135] := {472} tii[26,136] := {607} tii[26,137] := {543} tii[26,138] := {446} tii[26,139] := {489} tii[26,140] := {592} tii[26,141] := {507} tii[26,142] := {534} tii[26,143] := {583} tii[26,144] := {563} tii[26,145] := {454} tii[26,146] := {570} tii[26,147] := {604} tii[26,148] := {533} tii[26,149] := {606} tii[26,150] := {582} tii[26,151] := {524} tii[26,152] := {569} tii[26,153] := {605} tii[26,154] := {17} tii[26,155] := {85} tii[26,156] := {48} tii[26,157] := {81} tii[26,158] := {21} tii[26,159] := {313} tii[26,160] := {24} tii[26,161] := {105} tii[26,162] := {150} tii[26,163] := {516} tii[26,164] := {57} tii[26,165] := {424} tii[26,166] := {227} tii[26,167] := {51} tii[26,168] := {92} tii[26,169] := {498} tii[26,170] := {284} tii[26,171] := {39} tii[26,172] := {246} tii[26,173] := {146} tii[26,174] := {65} tii[26,175] := {198} tii[26,176] := {463} tii[26,177] := {204} tii[26,178] := {88} tii[26,179] := {257} tii[26,180] := {358} tii[26,181] := {112} tii[26,182] := {154} tii[26,183] := {240} tii[26,184] := {133} tii[26,185] := {349} tii[26,186] := {438} tii[26,187] := {127} tii[26,188] := {402} tii[26,189] := {254} tii[26,190] := {294} tii[26,191] := {179} tii[26,192] := {346} tii[26,193] := {373} tii[26,194] := {235} tii[26,195] := {310} tii[26,196] := {449} tii[26,197] := {40} tii[26,198] := {289} tii[26,199] := {72} tii[26,200] := {595} tii[26,201] := {151} tii[26,202] := {458} tii[26,203] := {45} tii[26,204] := {537} tii[26,205] := {89} tii[26,206] := {351} tii[26,207] := {528} tii[26,208] := {78} tii[26,209] := {586} tii[26,210] := {134} tii[26,211] := {505} tii[26,212] := {63} tii[26,213] := {314} tii[26,214] := {328} tii[26,215] := {614} tii[26,216] := {201} tii[26,217] := {327} tii[26,218] := {103} tii[26,219] := {554} tii[26,220] := {97} tii[26,221] := {333} tii[26,222] := {266} tii[26,223] := {518} tii[26,224] := {71} tii[26,225] := {143} tii[26,226] := {261} tii[26,227] := {425} tii[26,228] := {573} tii[26,229] := {395} tii[26,230] := {129} tii[26,231] := {268} tii[26,232] := {417} tii[26,233] := {597} tii[26,234] := {162} tii[26,235] := {374} tii[26,236] := {118} tii[26,237] := {220} tii[26,238] := {209} tii[26,239] := {306} tii[26,240] := {609} tii[26,241] := {479} tii[26,242] := {181} tii[26,243] := {499} tii[26,244] := {258} tii[26,245] := {142} tii[26,246] := {101} tii[26,247] := {599} tii[26,248] := {175} tii[26,249] := {267} tii[26,250] := {360} tii[26,251] := {457} tii[26,252] := {467} tii[26,253] := {323} tii[26,254] := {435} tii[26,255] := {213} tii[26,256] := {350} tii[26,257] := {219} tii[26,258] := {300} tii[26,259] := {166} tii[26,260] := {622} tii[26,261] := {237} tii[26,262] := {413} tii[26,263] := {440} tii[26,264] := {527} tii[26,265] := {288} tii[26,266] := {378} tii[26,267] := {448} tii[26,268] := {95} tii[26,269] := {330} tii[26,270] := {594} tii[26,271] := {263} tii[26,272] := {147} tii[26,273] := {509} tii[26,274] := {138} tii[26,275] := {536} tii[26,276] := {177} tii[26,277] := {194} tii[26,278] := {270} tii[26,279] := {376} tii[26,280] := {565} tii[26,281] := {215} tii[26,282] := {585} tii[26,283] := {239} tii[26,284] := {280} tii[26,285] := {520} tii[26,286] := {392} tii[26,287] := {190} tii[26,288] := {456} tii[26,289] := {572} tii[26,290] := {231} tii[26,291] := {335} tii[26,292] := {427} tii[26,293] := {192} tii[26,294] := {250} tii[26,295] := {339} tii[26,296] := {434} tii[26,297] := {476} tii[26,298] := {342} tii[26,299] := {608} tii[26,300] := {303} tii[26,301] := {276} tii[26,302] := {526} tii[26,303] := {278} tii[26,304] := {369} tii[26,305] := {501} tii[26,306] := {420} tii[26,307] := {445} tii[26,308] := {249} tii[26,309] := {532} tii[26,310] := {292} tii[26,311] := {432} tii[26,312] := {341} tii[26,313] := {581} tii[26,314] := {371} tii[26,315] := {504} tii[26,316] := {22} tii[26,317] := {106} tii[26,318] := {355} tii[26,319] := {25} tii[26,320] := {58} tii[26,321] := {418} tii[26,322] := {52} tii[26,323] := {93} tii[26,324] := {38} tii[26,325] := {245} tii[26,326] := {145} tii[26,327] := {64} tii[26,328] := {396} tii[26,329] := {203} tii[26,330] := {459} tii[26,331] := {46} tii[26,332] := {87} tii[26,333] := {256} tii[26,334] := {199} tii[26,335] := {357} tii[26,336] := {462} tii[26,337] := {111} tii[26,338] := {336} tii[26,339] := {529} tii[26,340] := {441} tii[26,341] := {79} tii[26,342] := {132} tii[26,343] := {348} tii[26,344] := {155} tii[26,345] := {241} tii[26,346] := {437} tii[26,347] := {126} tii[26,348] := {68} tii[26,349] := {511} tii[26,350] := {196} tii[26,351] := {253} tii[26,352] := {401} tii[26,353] := {293} tii[26,354] := {494} tii[26,355] := {178} tii[26,356] := {115} tii[26,357] := {567} tii[26,358] := {345} tii[26,359] := {282} tii[26,360] := {372} tii[26,361] := {159} tii[26,362] := {234} tii[26,363] := {309} tii[26,364] := {225} tii[26,365] := {379} tii[26,366] := {62} tii[26,367] := {460} tii[26,368] := {260} tii[26,369] := {556} tii[26,370] := {200} tii[26,371] := {202} tii[26,372] := {255} tii[26,373] := {26} tii[26,374] := {451} tii[26,375] := {96} tii[26,376] := {483} tii[26,377] := {128} tii[26,378] := {347} tii[26,379] := {404} tii[26,380] := {502} tii[26,381] := {53} tii[26,382] := {208} tii[26,383] := {305} tii[26,384] := {521} tii[26,385] := {161} tii[26,386] := {545} tii[26,387] := {180} tii[26,388] := {318} tii[26,389] := {144} tii[26,390] := {555} tii[26,391] := {321} tii[26,392] := {465} tii[26,393] := {139} tii[26,394] := {42} tii[26,395] := {174} tii[26,396] := {359} tii[26,397] := {252} tii[26,398] := {403} tii[26,399] := {387} tii[26,400] := {530} tii[26,401] := {468} tii[26,402] := {271} tii[26,403] := {365} tii[26,404] := {541} tii[26,405] := {408} tii[26,406] := {411} tii[26,407] := {110} tii[26,408] := {75} tii[26,409] := {236} tii[26,410] := {221} tii[26,411] := {598} tii[26,412] := {216} tii[26,413] := {344} tii[26,414] := {299} tii[26,415] := {579} tii[26,416] := {439} tii[26,417] := {471} tii[26,418] := {352} tii[26,419] := {170} tii[26,420] := {377} tii[26,421] := {317} tii[26,422] := {251} tii[26,423] := {67} tii[26,424] := {480} tii[26,425] := {229} tii[26,426] := {157} tii[26,427] := {364} tii[26,428] := {343} tii[26,429] := {114} tii[26,430] := {578} tii[26,431] := {542} tii[26,432] := {301} tii[26,433] := {407} tii[26,434] := {224} tii[26,435] := {443} tii[26,436] := {94} tii[26,437] := {262} tii[26,438] := {329} tii[26,439] := {137} tii[26,440] := {176} tii[26,441] := {214} tii[26,442] := {269} tii[26,443] := {375} tii[26,444] := {238} tii[26,445] := {230} tii[26,446] := {455} tii[26,447] := {189} tii[26,448] := {391} tii[26,449] := {519} tii[26,450] := {426} tii[26,451] := {338} tii[26,452] := {433} tii[26,453] := {302} tii[26,454] := {475} tii[26,455] := {525} tii[26,456] := {275} tii[26,457] := {500} tii[26,458] := {368} tii[26,459] := {444} tii[26,460] := {419} tii[26,461] := {386} tii[26,462] := {140} tii[26,463] := {531} tii[26,464] := {291} tii[26,465] := {431} tii[26,466] := {272} tii[26,467] := {491} tii[26,468] := {470} tii[26,469] := {217} tii[26,470] := {580} tii[26,471] := {370} tii[26,472] := {353} tii[26,473] := {503} tii[26,474] := {356} tii[26,475] := {436} tii[26,476] := {490} tii[26,477] := {551} tii[26,478] := {1} tii[26,479] := {6} tii[26,480] := {7} tii[26,481] := {18} tii[26,482] := {172} tii[26,483] := {2} tii[26,484] := {34} tii[26,485] := {16} tii[26,486] := {222} tii[26,487] := {33} tii[26,488] := {124} tii[26,489] := {31} tii[26,490] := {55} tii[26,491] := {171} tii[26,492] := {86} tii[26,493] := {123} tii[26,494] := {10} tii[26,495] := {259} tii[26,496] := {47} tii[26,497] := {326} tii[26,498] := {3} tii[26,499] := {19} tii[26,500] := {207} tii[26,501] := {304} tii[26,502] := {80} tii[26,503] := {416} tii[26,504] := {43} tii[26,505] := {197} tii[26,506] := {389} tii[26,507] := {69} tii[26,508] := {152} tii[26,509] := {13} tii[26,510] := {35} tii[26,511] := {366} tii[26,512] := {173} tii[26,513] := {76} tii[26,514] := {283} tii[26,515] := {116} tii[26,516] := {473} tii[26,517] := {108} tii[26,518] := {185} tii[26,519] := {160} tii[26,520] := {226} tii[26,521] := {82} tii[26,522] := {135} tii[26,523] := {100} tii[26,524] := {320} tii[26,525] := {60} tii[26,526] := {298} tii[26,527] := {165} tii[26,528] := {212} tii[26,529] := {410} tii[26,530] := {287} tii[26,531] := {183} tii[26,532] := {397} tii[26,533] := {27} tii[26,534] := {9} tii[26,535] := {337} tii[26,536] := {442} tii[26,537] := {12} tii[26,538] := {37} tii[26,539] := {32} tii[26,540] := {510} tii[26,541] := {70} tii[26,542] := {206} tii[26,543] := {23} tii[26,544] := {102} tii[26,545] := {228} tii[26,546] := {405} tii[26,547] := {28} tii[26,548] := {493} tii[26,549] := {61} tii[26,550] := {566} tii[26,551] := {117} tii[26,552] := {158} tii[26,553] := {244} tii[26,554] := {50} tii[26,555] := {167} tii[26,556] := {73} tii[26,557] := {119} tii[26,558] := {122} tii[26,559] := {184} tii[26,560] := {141} tii[26,561] := {390} tii[26,562] := {191} tii[26,563] := {41} tii[26,564] := {274} tii[26,565] := {49} tii[26,566] := {367} tii[26,567] := {74} tii[26,568] := {540} tii[26,569] := {340} tii[26,570] := {91} tii[26,571] := {277} tii[26,572] := {218} tii[26,573] := {474} tii[26,574] := {107} tii[26,575] := {168} tii[26,576] := {169} tii[26,577] := {243} tii[26,578] := {354} tii[26,579] := {66} tii[26,580] := {492} tii[26,581] := {131} tii[26,582] := {113} tii[26,583] := {156} tii[26,584] := {308} tii[26,585] := {223} tii[26,586] := {11} tii[26,587] := {4} tii[26,588] := {20} tii[26,589] := {44} tii[26,590] := {153} tii[26,591] := {290} tii[26,592] := {14} tii[26,593] := {36} tii[26,594] := {77} tii[26,595] := {109} tii[26,596] := {186} tii[26,597] := {83} tii[26,598] := {136} tii[26,599] := {99} tii[26,600] := {319} tii[26,601] := {29} tii[26,602] := {59} tii[26,603] := {211} tii[26,604] := {297} tii[26,605] := {406} tii[26,606] := {164} tii[26,607] := {409} tii[26,608] := {286} tii[26,609] := {120} tii[26,610] := {182} tii[26,611] := {98} tii[26,612] := {210} tii[26,613] := {15} tii[26,614] := {430} tii[26,615] := {90} tii[26,616] := {163} tii[26,617] := {84} tii[26,618] := {242} tii[26,619] := {285} tii[26,620] := {130} tii[26,621] := {307} tii[26,622] := {0} tii[26,623] := {8} tii[26,624] := {125} tii[26,625] := {56} tii[26,626] := {30} tii[26,627] := {273} tii[26,628] := {121} tii[26,629] := {5} tii[26,630] := {54} cell#130 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {390} tii[27,2] := {499} tii[27,3] := {409} tii[27,4] := {469} tii[27,5] := {348} tii[27,6] := {536} tii[27,7] := {484} tii[27,8] := {515} tii[27,9] := {507} tii[27,10] := {550} tii[27,11] := {455} tii[27,12] := {537} tii[27,13] := {479} tii[27,14] := {547} tii[27,15] := {558} tii[27,16] := {559} tii[27,17] := {109} tii[27,18] := {340} tii[27,19] := {472} tii[27,20] := {175} tii[27,21] := {229} tii[27,22] := {305} tii[27,23] := {219} tii[27,24] := {310} tii[27,25] := {391} tii[27,26] := {292} tii[27,27] := {232} tii[27,28] := {500} tii[27,29] := {110} tii[27,30] := {343} tii[27,31] := {412} tii[27,32] := {196} tii[27,33] := {185} tii[27,34] := {402} tii[27,35] := {462} tii[27,36] := {269} tii[27,37] := {410} tii[27,38] := {511} tii[27,39] := {368} tii[27,40] := {315} tii[27,41] := {411} tii[27,42] := {477} tii[27,43] := {320} tii[27,44] := {405} tii[27,45] := {359} tii[27,46] := {461} tii[27,47] := {505} tii[27,48] := {529} tii[27,49] := {540} tii[27,50] := {512} tii[27,51] := {163} tii[27,52] := {233} tii[27,53] := {288} tii[27,54] := {357} tii[27,55] := {363} tii[27,56] := {281} tii[27,57] := {222} tii[27,58] := {433} tii[27,59] := {293} tii[27,60] := {122} tii[27,61] := {291} tii[27,62] := {451} tii[27,63] := {349} tii[27,64] := {256} tii[27,65] := {165} tii[27,66] := {395} tii[27,67] := {344} tii[27,68] := {521} tii[27,69] := {191} tii[27,70] := {491} tii[27,71] := {329} tii[27,72] := {245} tii[27,73] := {443} tii[27,74] := {403} tii[27,75] := {283} tii[27,76] := {311} tii[27,77] := {448} tii[27,78] := {346} tii[27,79] := {234} tii[27,80] := {226} tii[27,81] := {255} tii[27,82] := {68} tii[27,83] := {528} tii[27,84] := {416} tii[27,85] := {369} tii[27,86] := {450} tii[27,87] := {413} tii[27,88] := {394} tii[27,89] := {503} tii[27,90] := {300} tii[27,91] := {202} tii[27,92] := {328} tii[27,93] := {132} tii[27,94] := {406} tii[27,95] := {445} tii[27,96] := {372} tii[27,97] := {490} tii[27,98] := {442} tii[27,99] := {463} tii[27,100] := {525} tii[27,101] := {259} tii[27,102] := {434} tii[27,103] := {453} tii[27,104] := {542} tii[27,105] := {308} tii[27,106] := {206} tii[27,107] := {424} tii[27,108] := {473} tii[27,109] := {549} tii[27,110] := {530} tii[27,111] := {493} tii[27,112] := {519} tii[27,113] := {338} tii[27,114] := {397} tii[27,115] := {313} tii[27,116] := {223} tii[27,117] := {437} tii[27,118] := {381} tii[27,119] := {303} tii[27,120] := {476} tii[27,121] := {481} tii[27,122] := {389} tii[27,123] := {438} tii[27,124] := {341} tii[27,125] := {364} tii[27,126] := {417} tii[27,127] := {523} tii[27,128] := {456} tii[27,129] := {483} tii[27,130] := {541} tii[27,131] := {164} tii[27,132] := {471} tii[27,133] := {400} tii[27,134] := {319} tii[27,135] := {446} tii[27,136] := {538} tii[27,137] := {480} tii[27,138] := {420} tii[27,139] := {514} tii[27,140] := {426} tii[27,141] := {244} tii[27,142] := {502} tii[27,143] := {227} tii[27,144] := {498} tii[27,145] := {370} tii[27,146] := {510} tii[27,147] := {551} tii[27,148] := {459} tii[27,149] := {325} tii[27,150] := {488} tii[27,151] := {301} tii[27,152] := {522} tii[27,153] := {554} tii[27,154] := {543} tii[27,155] := {407} tii[27,156] := {533} tii[27,157] := {386} tii[27,158] := {546} tii[27,159] := {486} tii[27,160] := {509} tii[27,161] := {506} tii[27,162] := {457} tii[27,163] := {532} tii[27,164] := {555} tii[27,165] := {527} tii[27,166] := {419} tii[27,167] := {524} tii[27,168] := {557} tii[27,169] := {552} tii[27,170] := {544} tii[27,171] := {553} tii[27,172] := {556} tii[27,173] := {65} tii[27,174] := {123} tii[27,175] := {174} tii[27,176] := {18} tii[27,177] := {249} tii[27,178] := {46} tii[27,179] := {108} tii[27,180] := {67} tii[27,181] := {177} tii[27,182] := {33} tii[27,183] := {96} tii[27,184] := {230} tii[27,185] := {51} tii[27,186] := {131} tii[27,187] := {85} tii[27,188] := {152} tii[27,189] := {306} tii[27,190] := {200} tii[27,191] := {257} tii[27,192] := {252} tii[27,193] := {151} tii[27,194] := {204} tii[27,195] := {330} tii[27,196] := {388} tii[27,197] := {162} tii[27,198] := {40} tii[27,199] := {231} tii[27,200] := {76} tii[27,201] := {287} tii[27,202] := {87} tii[27,203] := {134} tii[27,204] := {356} tii[27,205] := {220} tii[27,206] := {161} tii[27,207] := {253} tii[27,208] := {75} tii[27,209] := {290} tii[27,210] := {69} tii[27,211] := {167} tii[27,212] := {176} tii[27,213] := {235} tii[27,214] := {143} tii[27,215] := {195} tii[27,216] := {32} tii[27,217] := {112} tii[27,218] := {365} tii[27,219] := {289} tii[27,220] := {342} tii[27,221] := {39} tii[27,222] := {41} tii[27,223] := {133} tii[27,224] := {239} tii[27,225] := {130} tii[27,226] := {208} tii[27,227] := {146} tii[27,228] := {268} tii[27,229] := {84} tii[27,230] := {93} tii[27,231] := {189} tii[27,232] := {401} tii[27,233] := {86} tii[27,234] := {427} tii[27,235] := {358} tii[27,236] := {36} tii[27,237] := {199} tii[27,238] := {392} tii[27,239] := {415} tii[27,240] := {97} tii[27,241] := {314} tii[27,242] := {260} tii[27,243] := {72} tii[27,244] := {178} tii[27,245] := {26} tii[27,246] := {251} tii[27,247] := {89} tii[27,248] := {150} tii[27,249] := {378} tii[27,250] := {264} tii[27,251] := {440} tii[27,252] := {207} tii[27,253] := {309} tii[27,254] := {465} tii[27,255] := {153} tii[27,256] := {382} tii[27,257] := {59} tii[27,258] := {128} tii[27,259] := {106} tii[27,260] := {497} tii[27,261] := {432} tii[27,262] := {215} tii[27,263] := {282} tii[27,264] := {166} tii[27,265] := {347} tii[27,266] := {254} tii[27,267] := {225} tii[27,268] := {393} tii[27,269] := {66} tii[27,270] := {141} tii[27,271] := {246} tii[27,272] := {299} tii[27,273] := {441} tii[27,274] := {201} tii[27,275] := {327} tii[27,276] := {129} tii[27,277] := {258} tii[27,278] := {316} tii[27,279] := {169} tii[27,280] := {435} tii[27,281] := {454} tii[27,282] := {366} tii[27,283] := {114} tii[27,284] := {91} tii[27,285] := {296} tii[27,286] := {307} tii[27,287] := {265} tii[27,288] := {360} tii[27,289] := {375} tii[27,290] := {147} tii[27,291] := {205} tii[27,292] := {474} tii[27,293] := {180} tii[27,294] := {240} tii[27,295] := {425} tii[27,296] := {323} tii[27,297] := {494} tii[27,298] := {428} tii[27,299] := {277} tii[27,300] := {211} tii[27,301] := {335} tii[27,302] := {520} tii[27,303] := {467} tii[27,304] := {449} tii[27,305] := {262} tii[27,306] := {374} tii[27,307] := {444} tii[27,308] := {489} tii[27,309] := {526} tii[27,310] := {495} tii[27,311] := {78} tii[27,312] := {136} tii[27,313] := {221} tii[27,314] := {121} tii[27,315] := {77} tii[27,316] := {197} tii[27,317] := {113} tii[27,318] := {168} tii[27,319] := {345} tii[27,320] := {294} tii[27,321] := {135} tii[27,322] := {79} tii[27,323] := {190} tii[27,324] := {270} tii[27,325] := {142} tii[27,326] := {248} tii[27,327] := {188} tii[27,328] := {404} tii[27,329] := {118} tii[27,330] := {145} tii[27,331] := {73} tii[27,332] := {318} tii[27,333] := {367} tii[27,334] := {100} tii[27,335] := {237} tii[27,336] := {184} tii[27,337] := {362} tii[27,338] := {267} tii[27,339] := {210} tii[27,340] := {137} tii[27,341] := {429} tii[27,342] := {54} tii[27,343] := {324} tii[27,344] := {468} tii[27,345] := {159} tii[27,346] := {278} tii[27,347] := {339} tii[27,348] := {312} tii[27,349] := {173} tii[27,350] := {224} tii[27,351] := {396} tii[27,352] := {285} tii[27,353] := {111} tii[27,354] := {436} tii[27,355] := {261} tii[27,356] := {380} tii[27,357] := {124} tii[27,358] := {247} tii[27,359] := {194} tii[27,360] := {304} tii[27,361] := {353} tii[27,362] := {186} tii[27,363] := {475} tii[27,364] := {170} tii[27,365] := {35} tii[27,366] := {317} tii[27,367] := {172} tii[27,368] := {371} tii[27,369] := {414} tii[27,370] := {198} tii[27,371] := {485} tii[27,372] := {470} tii[27,373] := {228} tii[27,374] := {81} tii[27,375] := {422} tii[27,376] := {203} tii[27,377] := {140} tii[27,378] := {352} tii[27,379] := {297} tii[27,380] := {241} tii[27,381] := {408} tii[27,382] := {326} tii[27,383] := {361} tii[27,384] := {25} tii[27,385] := {149} tii[27,386] := {271} tii[27,387] := {88} tii[27,388] := {243} tii[27,389] := {266} tii[27,390] := {460} tii[27,391] := {377} tii[27,392] := {501} tii[27,393] := {464} tii[27,394] := {516} tii[27,395] := {302} tii[27,396] := {336} tii[27,397] := {102} tii[27,398] := {334} tii[27,399] := {105} tii[27,400] := {496} tii[27,401] := {387} tii[27,402] := {273} tii[27,403] := {535} tii[27,404] := {115} tii[27,405] := {482} tii[27,406] := {52} tii[27,407] := {376} tii[27,408] := {321} tii[27,409] := {421} tii[27,410] := {181} tii[27,411] := {351} tii[27,412] := {478} tii[27,413] := {513} tii[27,414] := {279} tii[27,415] := {156} tii[27,416] := {384} tii[27,417] := {517} tii[27,418] := {539} tii[27,419] := {284} tii[27,420] := {250} tii[27,421] := {355} tii[27,422] := {286} tii[27,423] := {418} tii[27,424] := {452} tii[27,425] := {263} tii[27,426] := {193} tii[27,427] := {399} tii[27,428] := {447} tii[27,429] := {379} tii[27,430] := {492} tii[27,431] := {354} tii[27,432] := {423} tii[27,433] := {518} tii[27,434] := {431} tii[27,435] := {331} tii[27,436] := {508} tii[27,437] := {373} tii[27,438] := {504} tii[27,439] := {458} tii[27,440] := {139} tii[27,441] := {439} tii[27,442] := {531} tii[27,443] := {272} tii[27,444] := {466} tii[27,445] := {534} tii[27,446] := {548} tii[27,447] := {487} tii[27,448] := {545} tii[27,449] := {4} tii[27,450] := {22} tii[27,451] := {16} tii[27,452] := {49} tii[27,453] := {9} tii[27,454] := {64} tii[27,455] := {38} tii[27,456] := {17} tii[27,457] := {19} tii[27,458] := {83} tii[27,459] := {45} tii[27,460] := {15} tii[27,461] := {57} tii[27,462] := {37} tii[27,463] := {34} tii[27,464] := {125} tii[27,465] := {5} tii[27,466] := {48} tii[27,467] := {101} tii[27,468] := {27} tii[27,469] := {90} tii[27,470] := {82} tii[27,471] := {30} tii[27,472] := {8} tii[27,473] := {12} tii[27,474] := {107} tii[27,475] := {63} tii[27,476] := {158} tii[27,477] := {71} tii[27,478] := {179} tii[27,479] := {58} tii[27,480] := {24} tii[27,481] := {127} tii[27,482] := {217} tii[27,483] := {155} tii[27,484] := {104} tii[27,485] := {120} tii[27,486] := {80} tii[27,487] := {187} tii[27,488] := {117} tii[27,489] := {74} tii[27,490] := {14} tii[27,491] := {144} tii[27,492] := {20} tii[27,493] := {43} tii[27,494] := {99} tii[27,495] := {183} tii[27,496] := {55} tii[27,497] := {138} tii[27,498] := {236} tii[27,499] := {209} tii[27,500] := {47} tii[27,501] := {7} tii[27,502] := {62} tii[27,503] := {29} tii[27,504] := {276} tii[27,505] := {160} tii[27,506] := {60} tii[27,507] := {116} tii[27,508] := {70} tii[27,509] := {53} tii[27,510] := {238} tii[27,511] := {98} tii[27,512] := {295} tii[27,513] := {322} tii[27,514] := {21} tii[27,515] := {182} tii[27,516] := {126} tii[27,517] := {23} tii[27,518] := {216} tii[27,519] := {103} tii[27,520] := {11} tii[27,521] := {333} tii[27,522] := {213} tii[27,523] := {157} tii[27,524] := {280} tii[27,525] := {31} tii[27,526] := {350} tii[27,527] := {50} tii[27,528] := {154} tii[27,529] := {274} tii[27,530] := {385} tii[27,531] := {119} tii[27,532] := {42} tii[27,533] := {95} tii[27,534] := {192} tii[27,535] := {56} tii[27,536] := {218} tii[27,537] := {171} tii[27,538] := {148} tii[27,539] := {94} tii[27,540] := {298} tii[27,541] := {44} tii[27,542] := {242} tii[27,543] := {61} tii[27,544] := {337} tii[27,545] := {275} tii[27,546] := {28} tii[27,547] := {214} tii[27,548] := {92} tii[27,549] := {398} tii[27,550] := {10} tii[27,551] := {332} tii[27,552] := {212} tii[27,553] := {430} tii[27,554] := {383} tii[27,555] := {0} tii[27,556] := {3} tii[27,557] := {6} tii[27,558] := {13} tii[27,559] := {2} tii[27,560] := {1} cell#131 , |C| = 420 special orbit = [5, 4, 4, 3, 1] special rep = [[2, 2], [2, 2]] , dim = 280 cell rep = phi[[2, 2],[2, 2]]+phi[[1, 1],[3, 3]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[23,1] := {337} tii[23,2] := {382} tii[23,3] := {341, 390} tii[23,4] := {411} tii[23,5] := {405, 418} tii[23,6] := {416, 419} tii[23,7] := {304} tii[23,8] := {77} tii[23,9] := {188} tii[23,10] := {126} tii[23,11] := {325} tii[23,12] := {254} tii[23,13] := {275, 342} tii[23,14] := {129, 195} tii[23,15] := {179, 243} tii[23,16] := {357} tii[23,17] := {326} tii[23,18] := {339, 392} tii[23,19] := {295, 350} tii[23,20] := {374, 404} tii[23,21] := {109} tii[23,22] := {229} tii[23,23] := {76} tii[23,24] := {166} tii[23,25] := {145} tii[23,26] := {356} tii[23,27] := {310, 368} tii[23,28] := {268} tii[23,29] := {148} tii[23,30] := {292} tii[23,31] := {169, 235} tii[23,32] := {191} tii[23,33] := {221, 283} tii[23,34] := {185} tii[23,35] := {383} tii[23,36] := {305} tii[23,37] := {276, 360} tii[23,38] := {227} tii[23,39] := {155, 253} tii[23,40] := {358} tii[23,41] := {366, 407} tii[23,42] := {269} tii[23,43] := {202, 300} tii[23,44] := {396, 413} tii[23,45] := {331, 376} tii[23,46] := {309, 385} tii[23,47] := {349, 399} tii[23,48] := {279, 364} tii[23,49] := {209} tii[23,50] := {328} tii[23,51] := {212, 273} tii[23,52] := {261, 316} tii[23,53] := {249} tii[23,54] := {400} tii[23,55] := {359} tii[23,56] := {289} tii[23,57] := {389, 414} tii[23,58] := {384} tii[23,59] := {233, 307} tii[23,60] := {334} tii[23,61] := {409, 417} tii[23,62] := {363, 398} tii[23,63] := {281, 347} tii[23,64] := {270, 338} tii[23,65] := {367, 406} tii[23,66] := {344, 394} tii[23,67] := {313, 373} tii[23,68] := {397, 412} tii[23,69] := {378, 402} tii[23,70] := {401} tii[23,71] := {386, 410} tii[23,72] := {393, 415} tii[23,73] := {51} tii[23,74] := {149} tii[23,75] := {18} tii[23,76] := {63} tii[23,77] := {173} tii[23,78] := {40} tii[23,79] := {64, 119} tii[23,80] := {23, 61} tii[23,81] := {103, 162} tii[23,82] := {216} tii[23,83] := {177, 248} tii[23,84] := {49} tii[23,85] := {108} tii[23,86] := {228} tii[23,87] := {33} tii[23,88] := {111} tii[23,89] := {151} tii[23,90] := {144} tii[23,91] := {29} tii[23,92] := {92} tii[23,93] := {267} tii[23,94] := {54} tii[23,95] := {186} tii[23,96] := {16} tii[23,97] := {236, 329} tii[23,98] := {215} tii[23,99] := {94, 156} tii[23,100] := {117, 213} tii[23,101] := {79} tii[23,102] := {66} tii[23,103] := {230} tii[23,104] := {35} tii[23,105] := {138, 203} tii[23,106] := {160, 262} tii[23,107] := {116} tii[23,108] := {42, 90} tii[23,109] := {274, 362} tii[23,110] := {110} tii[23,111] := {256} tii[23,112] := {65, 131} tii[23,113] := {317, 381} tii[23,114] := {218, 288} tii[23,115] := {239, 333} tii[23,116] := {44, 102} tii[23,117] := {150} tii[23,118] := {104, 181} tii[23,119] := {143, 226} tii[23,120] := {165} tii[23,121] := {291} tii[23,122] := {97} tii[23,123] := {210} tii[23,124] := {154, 234} tii[23,125] := {259} tii[23,126] := {68, 124} tii[23,127] := {201, 282} tii[23,128] := {308, 369} tii[23,129] := {293} tii[23,130] := {167} tii[23,131] := {192, 271} tii[23,132] := {348, 388} tii[23,133] := {257, 323} tii[23,134] := {100, 158} tii[23,135] := {278, 345} tii[23,136] := {240, 314} tii[23,137] := {219} tii[23,138] := {320, 365} tii[23,139] := {224, 286} tii[23,140] := {311, 372} tii[23,141] := {55} tii[23,142] := {50} tii[23,143] := {127} tii[23,144] := {81} tii[23,145] := {31} tii[23,146] := {112} tii[23,147] := {130, 196} tii[23,148] := {98} tii[23,149] := {255} tii[23,150] := {58} tii[23,151] := {152} tii[23,152] := {180, 244} tii[23,153] := {69, 125} tii[23,154] := {147} tii[23,155] := {95, 171} tii[23,156] := {294} tii[23,157] := {190} tii[23,158] := {258, 324} tii[23,159] := {139, 223} tii[23,160] := {71, 136} tii[23,161] := {183, 266} tii[23,162] := {208} tii[23,163] := {52} tii[23,164] := {113} tii[23,165] := {132} tii[23,166] := {327} tii[23,167] := {250} tii[23,168] := {194, 272} tii[23,169] := {84} tii[23,170] := {99, 163} tii[23,171] := {297} tii[23,172] := {242, 315} tii[23,173] := {187} tii[23,174] := {232, 306} tii[23,175] := {118, 214} tii[23,176] := {340, 391} tii[23,177] := {330} tii[23,178] := {211} tii[23,179] := {114} tii[23,180] := {134, 199} tii[23,181] := {280, 346} tii[23,182] := {296, 355} tii[23,183] := {231} tii[23,184] := {375, 403} tii[23,185] := {88, 176} tii[23,186] := {161, 263} tii[23,187] := {312, 371} tii[23,188] := {260} tii[23,189] := {352, 387} tii[23,190] := {206, 303} tii[23,191] := {264, 322} tii[23,192] := {193, 290} tii[23,193] := {121, 217} tii[23,194] := {343, 395} tii[23,195] := {241, 335} tii[23,196] := {321, 379} tii[23,197] := {246, 336} tii[23,198] := {172} tii[23,199] := {133, 204} tii[23,200] := {251} tii[23,201] := {361} tii[23,202] := {174, 238} tii[23,203] := {298} tii[23,204] := {332, 380} tii[23,205] := {301, 353} tii[23,206] := {370, 408} tii[23,207] := {197, 277} tii[23,208] := {318, 377} tii[23,209] := {8} tii[23,210] := {10} tii[23,211] := {4, 21} tii[23,212] := {15} tii[23,213] := {32} tii[23,214] := {6} tii[23,215] := {53} tii[23,216] := {19} tii[23,217] := {85} tii[23,218] := {39, 96} tii[23,219] := {78} tii[23,220] := {22} tii[23,221] := {2} tii[23,222] := {11, 38} tii[23,223] := {115} tii[23,224] := {73, 140} tii[23,225] := {24, 72} tii[23,226] := {9} tii[23,227] := {107, 184} tii[23,228] := {5, 28} tii[23,229] := {93} tii[23,230] := {43, 89} tii[23,231] := {137} tii[23,232] := {142, 207} tii[23,233] := {30} tii[23,234] := {80} tii[23,235] := {57} tii[23,236] := {146} tii[23,237] := {7} tii[23,238] := {41} tii[23,239] := {86, 170} tii[23,240] := {82} tii[23,241] := {189} tii[23,242] := {20} tii[23,243] := {25, 62} tii[23,244] := {123, 222} tii[23,245] := {59, 135} tii[23,246] := {164, 265} tii[23,247] := {12, 48} tii[23,248] := {128} tii[23,249] := {153, 252} tii[23,250] := {70, 122} tii[23,251] := {56} tii[23,252] := {178} tii[23,253] := {200, 299} tii[23,254] := {87, 175} tii[23,255] := {285, 354} tii[23,256] := {205, 302} tii[23,257] := {27, 74} tii[23,258] := {182, 247} tii[23,259] := {120, 198} tii[23,260] := {245, 319} tii[23,261] := {17} tii[23,262] := {67} tii[23,263] := {36} tii[23,264] := {45, 91} tii[23,265] := {26, 75} tii[23,266] := {168} tii[23,267] := {101, 159} tii[23,268] := {83} tii[23,269] := {220} tii[23,270] := {46, 106} tii[23,271] := {225, 287} tii[23,272] := {157, 237} tii[23,273] := {60, 141} tii[23,274] := {284, 351} tii[23,275] := {0} tii[23,276] := {3} tii[23,277] := {1, 14} tii[23,278] := {34} tii[23,279] := {13, 47} tii[23,280] := {37, 105} cell#132 , |C| = 700 special orbit = [5, 3, 3, 3, 3] special rep = [[2, 1, 1], [2, 2]] , dim = 420 cell rep = phi[[2, 1, 1],[2, 2]]+phi[[1, 1, 1],[3, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+280*X^2 TII subcells: tii[20,1] := {694} tii[20,2] := {695, 696} tii[20,3] := {641, 699} tii[20,4] := {244} tii[20,5] := {282, 283} tii[20,6] := {661} tii[20,7] := {380} tii[20,8] := {585} tii[20,9] := {281, 417} tii[20,10] := {670, 671} tii[20,11] := {482, 483} tii[20,12] := {567, 568} tii[20,13] := {605, 674} tii[20,14] := {410, 536} tii[20,15] := {505, 616} tii[20,16] := {312} tii[20,17] := {352, 353} tii[20,18] := {683} tii[20,19] := {452} tii[20,20] := {383} tii[20,21] := {391} tii[20,22] := {686, 687} tii[20,23] := {631} tii[20,24] := {421, 422} tii[20,25] := {218, 488} tii[20,26] := {548, 549} tii[20,27] := {621, 622} tii[20,28] := {662} tii[20,29] := {454} tii[20,30] := {552, 688} tii[20,31] := {672, 673} tii[20,32] := {490, 491} tii[20,33] := {630} tii[20,34] := {524} tii[20,35] := {546, 547} tii[20,36] := {340, 591} tii[20,37] := {589} tii[20,38] := {619, 620} tii[20,39] := {437, 653} tii[20,40] := {644, 645} tii[20,41] := {542, 543} tii[20,42] := {614, 615} tii[20,43] := {520} tii[20,44] := {664} tii[20,45] := {280, 550} tii[20,46] := {601, 602} tii[20,47] := {656, 657} tii[20,48] := {580} tii[20,49] := {684} tii[20,50] := {604, 697} tii[20,51] := {347, 603} tii[20,52] := {628} tii[20,53] := {409, 634} tii[20,54] := {639, 640} tii[20,55] := {665} tii[20,56] := {504, 680} tii[20,57] := {681, 682} tii[20,58] := {406, 638} tii[20,59] := {668, 669} tii[20,60] := {553, 689} tii[20,61] := {502, 679} tii[20,62] := {691, 692} tii[20,63] := {479, 666} tii[20,64] := {564, 693} tii[20,65] := {537, 685} tii[20,66] := {610, 698} tii[20,67] := {24} tii[20,68] := {184} tii[20,69] := {219, 220} tii[20,70] := {107} tii[20,71] := {58, 59} tii[20,72] := {101, 102} tii[20,73] := {243} tii[20,74] := {462} tii[20,75] := {165, 279} tii[20,76] := {204} tii[20,77] := {46, 135} tii[20,78] := {341, 342} tii[20,79] := {254, 255} tii[20,80] := {83, 197} tii[20,81] := {438, 439} tii[20,82] := {217, 339} tii[20,83] := {301, 444} tii[20,84] := {169, 314} tii[20,85] := {313} tii[20,86] := {42} tii[20,87] := {320} tii[20,88] := {350, 351} tii[20,89] := {152} tii[20,90] := {94, 95} tii[20,91] := {147, 148} tii[20,92] := {627} tii[20,93] := {311} tii[20,94] := {382} tii[20,95] := {54} tii[20,96] := {527} tii[20,97] := {190} tii[20,98] := {411, 412} tii[20,99] := {418, 419} tii[20,100] := {584} tii[20,101] := {457} tii[20,102] := {91} tii[20,103] := {266} tii[20,104] := {77, 186} tii[20,105] := {642, 643} tii[20,106] := {221, 349} tii[20,107] := {252} tii[20,108] := {480, 481} tii[20,109] := {113, 114} tii[20,110] := {506, 507} tii[20,111] := {532} tii[20,112] := {144} tii[20,113] := {323, 324} tii[20,114] := {126, 259} tii[20,115] := {565, 566} tii[20,116] := {174, 175} tii[20,117] := {463} tii[20,118] := {345, 346} tii[20,119] := {606, 607} tii[20,120] := {476, 477} tii[20,121] := {277, 408} tii[20,122] := {158, 159} tii[20,123] := {317} tii[20,124] := {287, 288} tii[20,125] := {562, 563} tii[20,126] := {371, 512} tii[20,127] := {225, 384} tii[20,128] := {442, 443} tii[20,129] := {399} tii[20,130] := {230, 231} tii[20,131] := {377, 378} tii[20,132] := {453} tii[20,133] := {629} tii[20,134] := {332} tii[20,135] := {523} tii[20,136] := {348, 489} tii[20,137] := {116, 245} tii[20,138] := {544, 545} tii[20,139] := {588} tii[20,140] := {393, 394} tii[20,141] := {177, 327} tii[20,142] := {617, 618} tii[20,143] := {554, 646} tii[20,144] := {344, 475} tii[20,145] := {407, 541} tii[20,146] := {458} tii[20,147] := {157, 268} tii[20,148] := {593, 594} tii[20,149] := {423, 424} tii[20,150] := {441, 571} tii[20,151] := {290, 455} tii[20,152] := {503, 613} tii[20,153] := {229, 362} tii[20,154] := {648, 649} tii[20,155] := {533} tii[20,156] := {376, 515} tii[20,157] := {474, 592} tii[20,158] := {357, 519} tii[20,159] := {561, 647} tii[20,160] := {68} tii[20,161] := {206} tii[20,162] := {138, 139} tii[20,163] := {200, 201} tii[20,164] := {87} tii[20,165] := {381} tii[20,166] := {249} tii[20,167] := {133} tii[20,168] := {321} tii[20,169] := {586} tii[20,170] := {160, 161} tii[20,171] := {484, 485} tii[20,172] := {333} tii[20,173] := {45, 246} tii[20,174] := {164, 420} tii[20,175] := {195} tii[20,176] := {232, 233} tii[20,177] := {569, 570} tii[20,178] := {395, 396} tii[20,179] := {82, 328} tii[20,180] := {212, 213} tii[20,181] := {529} tii[20,182] := {388} tii[20,183] := {216, 478} tii[20,184] := {415, 416} tii[20,185] := {296, 297} tii[20,186] := {469} tii[20,187] := {300, 574} tii[20,188] := {168, 456} tii[20,189] := {510, 511} tii[20,190] := {358, 359} tii[20,191] := {449, 450} tii[20,192] := {521} tii[20,193] := {130} tii[20,194] := {663} tii[20,195] := {318} tii[20,196] := {402} tii[20,197] := {582} tii[20,198] := {185} tii[20,199] := {278, 551} tii[20,200] := {599, 600} tii[20,201] := {214, 215} tii[20,202] := {74, 315} tii[20,203] := {632} tii[20,204] := {258} tii[20,205] := {654, 655} tii[20,206] := {298, 299} tii[20,207] := {464, 465} tii[20,208] := {123, 397} tii[20,209] := {587} tii[20,210] := {460} tii[20,211] := {247} tii[20,212] := {636, 637} tii[20,213] := {272, 273} tii[20,214] := {486, 487} tii[20,215] := {274, 540} tii[20,216] := {492, 675} tii[20,217] := {525} tii[20,218] := {338, 598} tii[20,219] := {109, 334} tii[20,220] := {535} tii[20,221] := {493, 494} tii[20,222] := {677, 678} tii[20,223] := {366, 367} tii[20,224] := {368, 623} tii[20,225] := {222, 522} tii[20,226] := {329} tii[20,227] := {430, 431} tii[20,228] := {572, 573} tii[20,229] := {436, 652} tii[20,230] := {590} tii[20,231] := {170, 432} tii[20,232] := {470} tii[20,233] := {516, 517} tii[20,234] := {306, 578} tii[20,235] := {405, 635} tii[20,236] := {595, 596} tii[20,237] := {336, 337} tii[20,238] := {284, 579} tii[20,239] := {497, 498} tii[20,240] := {650, 651} tii[20,241] := {434, 435} tii[20,242] := {501, 676} tii[20,243] := {576, 577} tii[20,244] := {471} tii[20,245] := {115, 385} tii[20,246] := {176, 466} tii[20,247] := {530, 531} tii[20,248] := {583} tii[20,249] := {343, 597} tii[20,250] := {156, 403} tii[20,251] := {555, 556} tii[20,252] := {440, 658} tii[20,253] := {289, 581} tii[20,254] := {633} tii[20,255] := {228, 499} tii[20,256] := {375, 625} tii[20,257] := {473, 667} tii[20,258] := {207, 472} tii[20,259] := {356, 626} tii[20,260] := {560, 690} tii[20,261] := {291, 559} tii[20,262] := {608, 609} tii[20,263] := {445, 659} tii[20,264] := {425, 660} tii[20,265] := {13} tii[20,266] := {70} tii[20,267] := {33, 34} tii[20,268] := {5} tii[20,269] := {65, 66} tii[20,270] := {9, 10} tii[20,271] := {17, 57} tii[20,272] := {105} tii[20,273] := {11, 32} tii[20,274] := {142, 143} tii[20,275] := {40, 100} tii[20,276] := {67, 141} tii[20,277] := {31} tii[20,278] := {12} tii[20,279] := {140} tii[20,280] := {56} tii[20,281] := {75, 76} tii[20,282] := {191} tii[20,283] := {19, 20} tii[20,284] := {99} tii[20,285] := {124, 125} tii[20,286] := {151} tii[20,287] := {110, 111} tii[20,288] := {26, 93} tii[20,289] := {392} tii[20,290] := {275, 276} tii[20,291] := {248} tii[20,292] := {43} tii[20,293] := {38, 39} tii[20,294] := {193, 194} tii[20,295] := {171, 172} tii[20,296] := {369, 370} tii[20,297] := {330} tii[20,298] := {223, 224} tii[20,299] := {14, 55} tii[20,300] := {52, 146} tii[20,301] := {71} tii[20,302] := {307, 308} tii[20,303] := {85, 192} tii[20,304] := {149, 150} tii[20,305] := {73, 155} tii[20,306] := {316} tii[20,307] := {29, 89} tii[20,308] := {285, 286} tii[20,309] := {122, 227} tii[20,310] := {398} tii[20,311] := {241, 379} tii[20,312] := {128, 251} tii[20,313] := {88} tii[20,314] := {250} tii[20,315] := {134} tii[20,316] := {23} tii[20,317] := {162, 163} tii[20,318] := {196} tii[20,319] := {234, 235} tii[20,320] := {36, 37} tii[20,321] := {528} tii[20,322] := {187} tii[20,323] := {387} tii[20,324] := {69} tii[20,325] := {210, 211} tii[20,326] := {205} tii[20,327] := {47, 137} tii[20,328] := {413, 414} tii[20,329] := {468} tii[20,330] := {256, 257} tii[20,331] := {63, 64} tii[20,332] := {294, 295} tii[20,333] := {84, 199} tii[20,334] := {30, 90} tii[20,335] := {108} tii[20,336] := {508, 509} tii[20,337] := {260} tii[20,338] := {360, 361} tii[20,339] := {129, 253} tii[20,340] := {400} tii[20,341] := {202, 203} tii[20,342] := {447, 448} tii[20,343] := {386} tii[20,344] := {112, 209} tii[20,345] := {269, 270} tii[20,346] := {538, 539} tii[20,347] := {136} tii[20,348] := {354, 355} tii[20,349] := {51, 131} tii[20,350] := {467} tii[20,351] := {428, 429} tii[20,352] := {363, 364} tii[20,353] := {78, 79} tii[20,354] := {173, 293} tii[20,355] := {611, 612} tii[20,356] := {198} tii[20,357] := {236, 237} tii[20,358] := {513, 514} tii[20,359] := {181, 319} tii[20,360] := {309, 451} tii[20,361] := {331} tii[20,362] := {208, 335} tii[20,363] := {81, 182} tii[20,364] := {495, 496} tii[20,365] := {292, 433} tii[20,366] := {239, 389} tii[20,367] := {446, 575} tii[20,368] := {41} tii[20,369] := {61, 62} tii[20,370] := {106} tii[20,371] := {267} tii[20,372] := {27, 189} tii[20,373] := {97, 98} tii[20,374] := {153} tii[20,375] := {325, 326} tii[20,376] := {53, 262} tii[20,377] := {15, 132} tii[20,378] := {86, 322} tii[20,379] := {263, 264} tii[20,380] := {188} tii[20,381] := {459} tii[20,382] := {72, 271} tii[20,383] := {117, 118} tii[20,384] := {426, 427} tii[20,385] := {28, 183} tii[20,386] := {261} tii[20,387] := {121, 365} tii[20,388] := {534} tii[20,389] := {401} tii[20,390] := {127, 390} tii[20,391] := {240, 518} tii[20,392] := {302, 303} tii[20,393] := {154, 404} tii[20,394] := {557, 558} tii[20,395] := {166, 167} tii[20,396] := {48, 242} tii[20,397] := {226, 500} tii[20,398] := {178, 461} tii[20,399] := {372, 373} tii[20,400] := {374, 624} tii[20,401] := {80, 310} tii[20,402] := {238, 526} tii[20,403] := {1} tii[20,404] := {2, 3} tii[20,405] := {0, 8} tii[20,406] := {25} tii[20,407] := {21, 22} tii[20,408] := {44} tii[20,409] := {4, 18} tii[20,410] := {103, 104} tii[20,411] := {92} tii[20,412] := {49, 50} tii[20,413] := {145} tii[20,414] := {6, 35} tii[20,415] := {179, 180} tii[20,416] := {265} tii[20,417] := {119, 120} tii[20,418] := {16, 60} tii[20,419] := {304, 305} tii[20,420] := {7, 96} cell#133 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {543} tii[37,2] := {486, 603} tii[37,3] := {548, 614} tii[37,4] := {578, 615} tii[37,5] := {508} tii[37,6] := {405} tii[37,7] := {434, 585} tii[37,8] := {274, 490} tii[37,9] := {516, 610} tii[37,10] := {330, 526} tii[37,11] := {549, 613} tii[37,12] := {474} tii[37,13] := {372, 573} tii[37,14] := {421} tii[37,15] := {359} tii[37,16] := {244, 514} tii[37,17] := {476, 604} tii[37,18] := {296, 419} tii[37,19] := {302, 542} tii[37,20] := {519, 612} tii[37,21] := {334, 544} tii[37,22] := {270, 511} tii[37,23] := {435, 588} tii[37,24] := {321, 538} tii[37,25] := {212, 470} tii[37,26] := {497, 600} tii[37,27] := {373, 565} tii[37,28] := {314, 536} tii[37,29] := {445, 583} tii[37,30] := {503, 555} tii[37,31] := {460} tii[37,32] := {371, 559} tii[37,33] := {335} tii[37,34] := {207, 437} tii[37,35] := {475, 592} tii[37,36] := {261, 481} tii[37,37] := {518, 605} tii[37,38] := {420} tii[37,39] := {268} tii[37,40] := {303, 546} tii[37,41] := {357} tii[37,42] := {294} tii[37,43] := {181, 466} tii[37,44] := {148, 377} tii[37,45] := {422, 590} tii[37,46] := {232, 353} tii[37,47] := {237, 504} tii[37,48] := {196, 430} tii[37,49] := {478, 602} tii[37,50] := {228} tii[37,51] := {267, 510} tii[37,52] := {169} tii[37,53] := {204, 465} tii[37,54] := {96, 345} tii[37,55] := {374, 566} tii[37,56] := {118, 220} tii[37,57] := {255, 499} tii[37,58] := {152, 414} tii[37,59] := {141, 402} tii[37,60] := {446, 584} tii[37,61] := {71, 275} tii[37,62] := {304, 531} tii[37,63] := {40, 217} tii[37,64] := {247, 495} tii[37,65] := {114, 331} tii[37,66] := {386, 557} tii[37,67] := {67, 260} tii[37,68] := {452, 520} tii[37,69] := {461} tii[37,70] := {239, 560} tii[37,71] := {404} tii[37,72] := {339} tii[37,73] := {360, 593} tii[37,74] := {125, 488} tii[37,75] := {279, 390} tii[37,76] := {175, 522} tii[37,77] := {425, 606} tii[37,78] := {336} tii[37,79] := {201, 545} tii[37,80] := {144, 512} tii[37,81] := {272} tii[37,82] := {80, 438} tii[37,83] := {306, 589} tii[37,84] := {189, 539} tii[37,85] := {98, 471} tii[37,86] := {214, 323} tii[37,87] := {122, 482} tii[37,88] := {388, 601} tii[37,89] := {208} tii[37,90] := {54, 409} tii[37,91] := {241, 564} tii[37,92] := {28, 349} tii[37,93] := {184, 535} tii[37,94] := {156, 262} tii[37,95] := {88, 456} tii[37,96] := {320, 582} tii[37,97] := {106, 224} tii[37,98] := {48, 394} tii[37,99] := {395, 554} tii[37,100] := {240, 561} tii[37,101] := {180, 529} tii[37,102] := {361, 594} tii[37,103] := {235, 552} tii[37,104] := {129, 493} tii[37,105] := {426, 607} tii[37,106] := {126, 489} tii[37,107] := {305, 587} tii[37,108] := {248, 568} tii[37,109] := {176, 523} tii[37,110] := {83, 443} tii[37,111] := {387, 599} tii[37,112] := {134, 502} tii[37,113] := {47, 391} tii[37,114] := {453, 580} tii[37,115] := {362, 595} tii[37,116] := {299, 577} tii[37,117] := {427, 608} tii[37,118] := {236, 553} tii[37,119] := {480, 598} tii[37,120] := {525, 609} tii[37,121] := {463} tii[37,122] := {341, 532} tii[37,123] := {398, 558} tii[37,124] := {509} tii[37,125] := {337} tii[37,126] := {464} tii[37,127] := {376, 563} tii[37,128] := {210, 440} tii[37,129] := {413, 498} tii[37,130] := {429, 581} tii[37,131] := {265, 485} tii[37,132] := {293} tii[37,133] := {436, 586} tii[37,134] := {230} tii[37,135] := {151, 412} tii[37,136] := {479, 597} tii[37,137] := {380, 567} tii[37,138] := {173, 287} tii[37,139] := {200, 459} tii[37,140] := {117, 343} tii[37,141] := {517, 611} tii[37,142] := {74, 283} tii[37,143] := {167, 400} tii[37,144] := {111, 328} tii[37,145] := {462} tii[37,146] := {202} tii[37,147] := {406} tii[37,148] := {93, 310} tii[37,149] := {309, 530} tii[37,150] := {346, 447} tii[37,151] := {137, 367} tii[37,152] := {366, 556} tii[37,153] := {358} tii[37,154] := {168} tii[37,155] := {295} tii[37,156] := {340} tii[37,157] := {375, 562} tii[37,158] := {115} tii[37,159] := {182, 469} tii[37,160] := {55, 277} tii[37,161] := {233, 354} tii[37,162] := {280, 392} tii[37,163] := {72, 160} tii[37,164] := {428, 579} tii[37,165] := {313, 533} tii[37,166] := {238, 507} tii[37,167] := {89, 333} tii[37,168] := {231} tii[37,169] := {38, 211} tii[37,170] := {150, 410} tii[37,171] := {216, 444} tii[37,172] := {477, 596} tii[37,173] := {104, 350} tii[37,174] := {174, 291} tii[37,175] := {18, 159} tii[37,176] := {199, 457} tii[37,177] := {69, 266} tii[37,178] := {121, 225} tii[37,179] := {135, 396} tii[37,180] := {35, 194} tii[37,181] := {203} tii[37,182] := {308, 547} tii[37,183] := {146} tii[37,184] := {26, 311} tii[37,185] := {365, 572} tii[37,186] := {100, 191} tii[37,187] := {246, 515} tii[37,188] := {51, 368} tii[37,189] := {94} tii[37,190] := {17, 276} tii[37,191] := {209, 468} tii[37,192] := {186, 473} tii[37,193] := {424, 591} tii[37,194] := {6, 218} tii[37,195] := {59, 138} tii[37,196] := {264, 506} tii[37,197] := {157, 417} tii[37,198] := {37, 332} tii[37,199] := {31, 109} tii[37,200] := {193, 451} tii[37,201] := {15, 259} tii[37,202] := {107, 356} tii[37,203] := {27, 312} tii[37,204] := {381, 569} tii[37,205] := {12, 253} tii[37,206] := {52, 369} tii[37,207] := {254, 501} tii[37,208] := {3, 192} tii[37,209] := {36, 329} tii[37,210] := {53, 370} tii[37,211] := {403} tii[37,212] := {338} tii[37,213] := {243, 487} tii[37,214] := {278, 389} tii[37,215] := {301, 521} tii[37,216] := {292} tii[37,217] := {307, 527} tii[37,218] := {271} tii[37,219] := {229} tii[37,220] := {127, 411} tii[37,221] := {364, 550} tii[37,222] := {245, 491} tii[37,223] := {213, 322} tii[37,224] := {172, 286} tii[37,225] := {178, 458} tii[37,226] := {170} tii[37,227] := {95, 342} tii[37,228] := {155, 382} tii[37,229] := {423, 574} tii[37,230] := {60, 282} tii[37,231] := {119, 226} tii[37,232] := {140, 399} tii[37,233] := {75, 164} tii[37,234] := {86, 327} tii[37,235] := {269} tii[37,236] := {205} tii[37,237] := {242, 513} tii[37,238] := {206} tii[37,239] := {43, 378} tii[37,240] := {154, 257} tii[37,241] := {153, 256} tii[37,242] := {77, 431} tii[37,243] := {300, 540} tii[37,244] := {183, 472} tii[37,245] := {149} tii[37,246] := {116} tii[37,247] := {25, 344} tii[37,248] := {147, 408} tii[37,249] := {102, 317} tii[37,250] := {103, 197} tii[37,251] := {130, 415} tii[37,252] := {363, 571} tii[37,253] := {73, 166} tii[37,254] := {10, 284} tii[37,255] := {195, 455} tii[37,256] := {101, 348} tii[37,257] := {50, 401} tii[37,258] := {63, 163} tii[37,259] := {41, 110} tii[37,260] := {133, 393} tii[37,261] := {24, 326} tii[37,262] := {64, 288} tii[37,263] := {97} tii[37,264] := {44, 379} tii[37,265] := {61, 285} tii[37,266] := {62, 142} tii[37,267] := {315, 537} tii[37,268] := {22, 319} tii[37,269] := {78, 432} tii[37,270] := {20, 162} tii[37,271] := {8, 258} tii[37,272] := {32, 112} tii[37,273] := {49, 397} tii[37,274] := {187, 449} tii[37,275] := {16, 143} tii[37,276] := {79, 433} tii[37,277] := {179, 528} tii[37,278] := {234, 551} tii[37,279] := {128, 492} tii[37,280] := {92, 467} tii[37,281] := {297, 575} tii[37,282] := {82, 442} tii[37,283] := {136, 505} tii[37,284] := {57, 416} tii[37,285] := {85, 450} tii[37,286] := {33, 355} tii[37,287] := {81, 439} tii[37,288] := {45, 383} tii[37,289] := {249, 570} tii[37,290] := {123, 483} tii[37,291] := {46, 384} tii[37,292] := {14, 289} tii[37,293] := {132, 500} tii[37,294] := {87, 454} tii[37,295] := {23, 324} tii[37,296] := {124, 484} tii[37,297] := {9, 263} tii[37,298] := {298, 576} tii[37,299] := {188, 541} tii[37,300] := {177, 524} tii[37,301] := {407} tii[37,302] := {347, 448} tii[37,303] := {281, 496} tii[37,304] := {273} tii[37,305] := {215, 325} tii[37,306] := {171} tii[37,307] := {316, 534} tii[37,308] := {158, 385} tii[37,309] := {120, 227} tii[37,310] := {76, 165} tii[37,311] := {105, 352} tii[37,312] := {42, 223} tii[37,313] := {145} tii[37,314] := {99, 190} tii[37,315] := {70} tii[37,316] := {58, 251} tii[37,317] := {250, 494} tii[37,318] := {39, 113} tii[37,319] := {19, 66} tii[37,320] := {56} tii[37,321] := {30, 90} tii[37,322] := {29, 219} tii[37,323] := {131, 418} tii[37,324] := {65, 290} tii[37,325] := {13, 68} tii[37,326] := {7, 108} tii[37,327] := {5, 91} tii[37,328] := {11, 252} tii[37,329] := {1, 161} tii[37,330] := {0, 139} tii[37,331] := {185, 441} tii[37,332] := {84, 351} tii[37,333] := {34, 222} tii[37,334] := {21, 318} tii[37,335] := {4, 221} tii[37,336] := {2, 198} cell#134 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {1030} tii[25,2] := {1054} tii[25,3] := {424, 1105} tii[25,4] := {971} tii[25,5] := {719} tii[25,6] := {1006} tii[25,7] := {590, 1117} tii[25,8] := {695, 1119} tii[25,9] := {423, 1052} tii[25,10] := {893} tii[25,11] := {718} tii[25,12] := {939} tii[25,13] := {431, 940} tii[25,14] := {589, 1099} tii[25,15] := {553, 999} tii[25,16] := {694, 1110} tii[25,17] := {972} tii[25,18] := {901} tii[25,19] := {896} tii[25,20] := {623, 1057} tii[25,21] := {821, 953} tii[25,22] := {743, 1083} tii[25,23] := {980} tii[25,24] := {914, 1025} tii[25,25] := {892} tii[25,26] := {335, 1096} tii[25,27] := {938} tii[25,28] := {626} tii[25,29] := {493, 1115} tii[25,30] := {600, 1118} tii[25,31] := {334, 1004} tii[25,32] := {258, 1072} tii[25,33] := {804} tii[25,34] := {625} tii[25,35] := {531} tii[25,36] := {176, 978} tii[25,37] := {859} tii[25,38] := {342, 860} tii[25,39] := {492, 1077} tii[25,40] := {400, 1107} tii[25,41] := {226, 1023} tii[25,42] := {458, 932} tii[25,43] := {599, 1098} tii[25,44] := {503, 1114} tii[25,45] := {194, 1043} tii[25,46] := {894} tii[25,47] := {440} tii[25,48] := {147, 995} tii[25,49] := {199, 685} tii[25,50] := {813} tii[25,51] := {807} tii[25,52] := {527, 1010} tii[25,53] := {318, 1097} tii[25,54] := {189, 1042} tii[25,55] := {103, 930} tii[25,56] := {291, 768} tii[25,57] := {728, 874} tii[25,58] := {650, 1050} tii[25,59] := {412, 1109} tii[25,60] := {535} tii[25,61] := {270, 1074} tii[25,62] := {905} tii[25,63] := {219, 1040} tii[25,64] := {450, 611} tii[25,65] := {827, 966} tii[25,66] := {375, 1094} tii[25,67] := {473, 1066} tii[25,68] := {257, 974} tii[25,69] := {711} tii[25,70] := {773} tii[25,71] := {530} tii[25,72] := {264, 814} tii[25,73] := {398, 1059} tii[25,74] := {369, 884} tii[25,75] := {501, 1085} tii[25,76] := {193, 926} tii[25,77] := {805} tii[25,78] := {439} tii[25,79] := {146, 847} tii[25,80] := {720} tii[25,81] := {715} tii[25,82] := {433, 943} tii[25,83] := {198, 726} tii[25,84] := {316, 1037} tii[25,85] := {187, 920} tii[25,86] := {102, 763} tii[25,87] := {635, 787} tii[25,88] := {555, 1002} tii[25,89] := {290, 802} tii[25,90] := {410, 1069} tii[25,91] := {534} tii[25,92] := {142, 670} tii[25,93] := {269, 981} tii[25,94] := {818} tii[25,95] := {106, 579} tii[25,96] := {218, 915} tii[25,97] := {449, 609} tii[25,98] := {734, 889} tii[25,99] := {223, 756} tii[25,100] := {374, 1026} tii[25,101] := {303, 659} tii[25,102] := {472, 959} tii[25,103] := {895} tii[25,104] := {774} tii[25,105] := {808} tii[25,106] := {491, 1011} tii[25,107] := {729, 875} tii[25,108] := {598, 1051} tii[25,109] := {721} tii[25,110] := {399, 983} tii[25,111] := {862} tii[25,112] := {320, 917} tii[25,113] := {780, 934} tii[25,114] := {636, 795} tii[25,115] := {502, 1028} tii[25,116] := {558, 750} tii[25,117] := {605, 958} tii[25,118] := {944} tii[25,119] := {869, 1003} tii[25,120] := {788, 962} tii[25,121] := {519} tii[25,122] := {812} tii[25,123] := {684} tii[25,124] := {786} tii[25,125] := {616} tii[25,126] := {336, 1086} tii[25,127] := {622} tii[25,128] := {900} tii[25,129] := {627} tii[25,130] := {772} tii[25,131] := {494, 1111} tii[25,132] := {238, 1007} tii[25,133] := {742} tii[25,134] := {873} tii[25,135] := {601, 1116} tii[25,136] := {297, 1047} tii[25,137] := {710} tii[25,138] := {260, 1071} tii[25,139] := {977} tii[25,140] := {806} tii[25,141] := {207, 1033} tii[25,142] := {533} tii[25,143] := {858} tii[25,144] := {267, 776} tii[25,145] := {402, 1106} tii[25,146] := {919} tii[25,147] := {153, 985} tii[25,148] := {255, 1064} tii[25,149] := {952} tii[25,150] := {372, 856} tii[25,151] := {505, 1113} tii[25,152] := {936} tii[25,153] := {631} tii[25,154] := {348, 1088} tii[25,155] := {1018} tii[25,156] := {543, 706} tii[25,157] := {285, 1061} tii[25,158] := {464, 1102} tii[25,159] := {565, 1080} tii[25,160] := {192, 1032} tii[25,161] := {518} tii[25,162] := {308, 1055} tii[25,163] := {438} tii[25,164] := {811} tii[25,165] := {123, 902} tii[25,166] := {525} tii[25,167] := {315, 1090} tii[25,168] := {683} tii[25,169] := {376, 1081} tii[25,170] := {165, 963} tii[25,171] := {648} tii[25,172] := {409, 1104} tii[25,173] := {785} tii[25,174] := {137, 994} tii[25,175] := {615} tii[25,176] := {337, 1031} tii[25,177] := {349, 1087} tii[25,178] := {899} tii[25,179] := {345, 863} tii[25,180] := {352} tii[25,181] := {97, 928} tii[25,182] := {712} tii[25,183] := {628} tii[25,184] := {432} tii[25,185] := {140, 591} tii[25,186] := {274, 975} tii[25,187] := {242, 1075} tii[25,188] := {82, 819} tii[25,189] := {495, 1089} tii[25,190] := {771} tii[25,191] := {276, 1060} tii[25,192] := {461, 935} tii[25,193] := {131, 991} tii[25,194] := {65, 851} tii[25,195] := {832} tii[25,196] := {413, 1101} tii[25,197] := {554} tii[25,198] := {221, 679} tii[25,199] := {212, 910} tii[25,200] := {330, 1019} tii[25,201] := {324, 1095} tii[25,202] := {118, 890} tii[25,203] := {872} tii[25,204] := {602, 1103} tii[25,205] := {268, 817} tii[25,206] := {441} tii[25,207] := {202, 1036} tii[25,208] := {523} tii[25,209] := {857} tii[25,210] := {435, 1056} tii[25,211] := {51, 762} tii[25,212] := {724} tii[25,213] := {499, 1112} tii[25,214] := {217, 733} tii[25,215] := {159, 988} tii[25,216] := {363, 512} tii[25,217] := {373, 888} tii[25,218] := {362, 1014} tii[25,219] := {646} tii[25,220] := {951} tii[25,221] := {30, 676} tii[25,222] := {639, 800} tii[25,223] := {294, 1068} tii[25,224] := {81, 845} tii[25,225] := {557, 1082} tii[25,226] := {384, 1022} tii[25,227] := {471, 792} tii[25,228] := {55, 754} tii[25,229] := {660, 1046} tii[25,230] := {93, 927} tii[25,231] := {517} tii[25,232] := {351, 1005} tii[25,233] := {810} tii[25,234] := {275} tii[25,235] := {62, 848} tii[25,236] := {618} tii[25,237] := {181, 1038} tii[25,238] := {682} tii[25,239] := {94, 538} tii[25,240] := {278, 945} tii[25,241] := {415, 1045} tii[25,242] := {88, 921} tii[25,243] := {38, 764} tii[25,244] := {738} tii[25,245] := {249, 1070} tii[25,246] := {784} tii[25,247] := {162, 614} tii[25,248] := {60, 481} tii[25,249] := {144, 982} tii[25,250] := {816} tii[25,251] := {522} tii[25,252] := {36, 761} tii[25,253] := {770} tii[25,254] := {528, 1009} tii[25,255] := {354} tii[25,256] := {358, 865} tii[25,257] := {498, 1078} tii[25,258] := {732, 886} tii[25,259] := {39, 392} tii[25,260] := {108, 916} tii[25,261] := {871} tii[25,262] := {56, 844} tii[25,263] := {19, 675} tii[25,264] := {286, 419} tii[25,265] := {111, 573} tii[25,266] := {225, 1027} tii[25,267] := {645} tii[25,268] := {448, 948} tii[25,269] := {651, 1049} tii[25,270] := {9, 583} tii[25,271] := {47, 752} tii[25,272] := {172, 474} tii[25,273] := {305, 961} tii[25,274] := {653, 791} tii[25,275] := {753, 998} tii[25,276] := {443} tii[25,277] := {182, 908} tii[25,278] := {714} tii[25,279] := {540, 1015} tii[25,280] := {365, 515} tii[25,281] := {130, 830} tii[25,282] := {834} tii[25,283] := {250, 969} tii[25,284] := {300, 476} tii[25,285] := {332, 883} tii[25,286] := {839, 960} tii[25,287] := {89, 749} tii[25,288] := {420, 798} tii[25,289] := {422} tii[25,290] := {717} tii[25,291] := {237, 1035} tii[25,292] := {430} tii[25,293] := {588} tii[25,294] := {296, 1067} tii[25,295] := {552} tii[25,296] := {693} tii[25,297] := {516} tii[25,298] := {259, 973} tii[25,299] := {809} tii[25,300] := {617} tii[25,301] := {271, 1073} tii[25,302] := {124, 907} tii[25,303] := {532} tii[25,304] := {343} tii[25,305] := {681} tii[25,306] := {266, 775} tii[25,307] := {206, 897} tii[25,308] := {401, 1058} tii[25,309] := {737} tii[25,310] := {209, 1039} tii[25,311] := {169, 968} tii[25,312] := {327, 1093} tii[25,313] := {459} tii[25,314] := {783} tii[25,315] := {371, 855} tii[25,316] := {152, 822} tii[25,317] := {254, 954} tii[25,318] := {504, 1084} tii[25,319] := {769} tii[25,320] := {427} tii[25,321] := {83, 850} tii[25,322] := {200, 723} tii[25,323] := {630} tii[25,324] := {347, 1008} tii[25,325] := {406, 1108} tii[25,326] := {870} tii[25,327] := {53, 766} tii[25,328] := {122, 925} tii[25,329] := {157, 638} tii[25,330] := {549} tii[25,331] := {542, 705} tii[25,332] := {292, 799} tii[25,333] := {284, 947} tii[25,334] := {463, 1048} tii[25,335] := {87, 842} tii[25,336] := {382, 699} tii[25,337] := {564, 997} tii[25,338] := {138, 846} tii[25,339] := {421} tii[25,340] := {205, 1034} tii[25,341] := {272, 937} tii[25,342] := {716} tii[25,343] := {353} tii[25,344] := {141, 634} tii[25,345] := {265} tii[25,346] := {98, 759} tii[25,347] := {520} tii[25,348] := {243, 984} tii[25,349] := {587} tii[25,350] := {222, 709} tii[25,351] := {151, 986} tii[25,352] := {253, 1065} tii[25,353] := {370} tii[25,354] := {210, 864} tii[25,355] := {328, 996} tii[25,356] := {66, 673} tii[25,357] := {132, 835} tii[25,358] := {643} tii[25,359] := {325, 1029} tii[25,360] := {692} tii[25,361] := {96, 575} tii[25,362] := {143, 632} tii[25,363] := {99, 929} tii[25,364] := {722} tii[25,365] := {426} tii[25,366] := {339} tii[25,367] := {680} tii[25,368] := {434, 941} tii[25,369] := {442} tii[25,370] := {203, 906} tii[25,371] := {64, 669} tii[25,372] := {126, 912} tii[25,373] := {69, 483} tii[25,374] := {279, 778} tii[25,375] := {405, 1044} tii[25,376] := {321, 1092} tii[25,377] := {637, 796} tii[25,378] := {164, 666} tii[25,379] := {107, 544} tii[25,380] := {455} tii[25,381] := {782} tii[25,382] := {134, 993} tii[25,383] := {70, 852} tii[25,384] := {224, 707} tii[25,385] := {160, 828} tii[25,386] := {364, 513} tii[25,387] := {548} tii[25,388] := {361, 866} tii[25,389] := {556, 1000} tii[25,390] := {42, 578} tii[25,391] := {91, 755} tii[25,392] := {295, 967} tii[25,393] := {234, 566} tii[25,394] := {43, 767} tii[25,395] := {119, 923} tii[25,396] := {559, 698} tii[25,397] := {304, 606} tii[25,398] := {22, 486} tii[25,399] := {80, 657} tii[25,400] := {658, 931} tii[25,401] := {385, 881} tii[25,402] := {61, 482} tii[25,403] := {263} tii[25,404] := {244, 820} tii[25,405] := {537} tii[25,406] := {621} tii[25,407] := {156, 596} tii[25,408] := {40, 393} tii[25,409] := {248, 1076} tii[25,410] := {447, 949} tii[25,411] := {368} tii[25,412] := {112, 574} tii[25,413] := {185, 736} tii[25,414] := {741} tii[25,415] := {326, 891} tii[25,416] := {452, 613} tii[25,417] := {173, 475} tii[25,418] := {168, 992} tii[25,419] := {24, 312} tii[25,420] := {378, 569} tii[25,421] := {418, 794} tii[25,422] := {381, 511} tii[25,423] := {746, 880} tii[25,424] := {133, 656} tii[25,425] := {236, 388} tii[25,426] := {514, 704} tii[25,427] := {333} tii[25,428] := {624} tii[25,429] := {204, 898} tii[25,430] := {425} tii[25,431] := {490} tii[25,432] := {547} tii[25,433] := {150, 823} tii[25,434] := {251, 955} tii[25,435] := {597} tii[25,436] := {585} tii[25,437] := {100, 760} tii[25,438] := {338} tii[25,439] := {346, 861} tii[25,440] := {629} tii[25,441] := {213, 730} tii[25,442] := {319, 1017} tii[25,443] := {690} tii[25,444] := {135, 843} tii[25,445] := {71, 674} tii[25,446] := {541, 702} tii[25,447] := {454} tii[25,448] := {283, 779} tii[25,449] := {462, 933} tii[25,450] := {44, 582} tii[25,451] := {120, 751} tii[25,452] := {467, 604} tii[25,453] := {563, 853} tii[25,454] := {633} tii[25,455] := {262} tii[25,456] := {317, 909} tii[25,457] := {524} tii[25,458] := {155, 641} tii[25,459] := {246, 989} tii[25,460] := {360, 868} tii[25,461] := {545, 708} tii[25,462] := {247, 831} tii[25,463] := {367} tii[25,464] := {647} tii[25,465] := {411, 970} tii[25,466] := {466, 662} tii[25,467] := {75, 487} tii[25,468] := {167, 838} tii[25,469] := {380, 509} tii[25,470] := {655, 793} tii[25,471] := {510, 882} tii[25,472] := {188, 748} tii[25,473] := {387, 571} tii[25,474] := {610, 797} tii[25,475] := {586} tii[25,476] := {404, 950} tii[25,477] := {691} tii[25,478] := {252, 837} tii[25,479] := {697, 854} tii[25,480] := {703, 887} tii[25,481] := {390} tii[25,482] := {465} tii[25,483] := {436} tii[25,484] := {526} tii[25,485] := {177, 942} tii[25,486] := {355} tii[25,487] := {649} tii[25,488] := {506} tii[25,489] := {230, 1001} tii[25,490] := {620} tii[25,491] := {125, 904} tii[25,492] := {595} tii[25,493] := {740} tii[25,494] := {174, 965} tii[25,495] := {86, 826} tii[25,496] := {128, 879} tii[25,497] := {529} tii[25,498] := {273, 1053} tii[25,499] := {344} tii[25,500] := {50, 727} tii[25,501] := {444} tii[25,502] := {603} tii[25,503] := {211, 1012} tii[25,504] := {329, 1079} tii[25,505] := {460} tii[25,506] := {78, 803} tii[25,507] := {713} tii[25,508] := {201, 725} tii[25,509] := {28, 671} tii[25,510] := {148, 979} tii[25,511] := {428} tii[25,512] := {539} tii[25,513] := {687} tii[25,514] := {407, 1100} tii[25,515] := {179, 946} tii[25,516] := {14, 580} tii[25,517] := {49, 757} tii[25,518] := {833} tii[25,519] := {293, 801} tii[25,520] := {550} tii[25,521] := {109, 913} tii[25,522] := {190, 1024} tii[25,523] := {158, 640} tii[25,524] := {32, 661} tii[25,525] := {73, 836} tii[25,526] := {383, 700} tii[25,527] := {170, 957} tii[25,528] := {341} tii[25,529] := {13, 577} tii[25,530] := {777} tii[25,531] := {323, 1091} tii[25,532] := {457} tii[25,533] := {216, 689} tii[25,534] := {26, 668} tii[25,535] := {6, 485} tii[25,536] := {16, 568} tii[25,537] := {229, 1021} tii[25,538] := {2, 396} tii[25,539] := {470, 608} tii[25,540] := {27, 478} tii[25,541] := {145, 976} tii[25,542] := {437} tii[25,543] := {197} tii[25,544] := {101, 911} tii[25,545] := {186, 1020} tii[25,546] := {356} tii[25,547] := {507} tii[25,548] := {289} tii[25,549] := {63, 849} tii[25,550] := {619} tii[25,551] := {95, 536} tii[25,552] := {208, 903} tii[25,553] := {261} tii[25,554] := {239, 1013} tii[25,555] := {84, 824} tii[25,556] := {445} tii[25,557] := {245, 1063} tii[25,558] := {594} tii[25,559] := {90, 924} tii[25,560] := {41, 765} tii[25,561] := {739} tii[25,562] := {161, 825} tii[25,563] := {256, 964} tii[25,564] := {366} tii[25,565] := {163, 612} tii[25,566] := {68, 451} tii[25,567] := {21, 677} tii[25,568] := {79, 841} tii[25,569] := {113, 744} tii[25,570] := {233, 508} tii[25,571] := {232, 878} tii[25,572] := {35, 391} tii[25,573] := {429} tii[25,574] := {17, 672} tii[25,575] := {195} tii[25,576] := {282, 781} tii[25,577] := {359} tii[25,578] := {18, 310} tii[25,579] := {408, 1062} tii[25,580] := {183, 1041} tii[25,581] := {287} tii[25,582] := {52, 735} tii[25,583] := {686} tii[25,584] := {33, 758} tii[25,585] := {8, 581} tii[25,586] := {72, 480} tii[25,587] := {551} tii[25,588] := {104, 500} tii[25,589] := {121, 386} tii[25,590] := {116, 922} tii[25,591] := {15, 584} tii[25,592] := {166, 654} tii[25,593] := {299, 956} tii[25,594] := {301, 416} tii[25,595] := {3, 489} tii[25,596] := {25, 663} tii[25,597] := {562, 701} tii[25,598] := {10, 240} tii[25,599] := {175, 307} tii[25,600] := {1, 397} tii[25,601] := {34, 572} tii[25,602] := {139} tii[25,603] := {129, 990} tii[25,604] := {593} tii[25,605] := {67, 453} tii[25,606] := {220} tii[25,607] := {77, 840} tii[25,608] := {231, 331} tii[25,609] := {23, 311} tii[25,610] := {377, 877} tii[25,611] := {235, 389} tii[25,612] := {57, 665} tii[25,613] := {350} tii[25,614] := {277} tii[25,615] := {414} tii[25,616] := {521} tii[25,617] := {149, 815} tii[25,618] := {178, 987} tii[25,619] := {357} tii[25,620] := {497} tii[25,621] := {644} tii[25,622] := {110, 731} tii[25,623] := {191, 885} tii[25,624] := {74, 652} tii[25,625] := {171, 790} tii[25,626] := {340} tii[25,627] := {37, 576} tii[25,628] := {85, 829} tii[25,629] := {280} tii[25,630] := {592} tii[25,631] := {215, 688} tii[25,632] := {322, 1016} tii[25,633] := {456} tii[25,634] := {20, 484} tii[25,635] := {58, 667} tii[25,636] := {31, 678} tii[25,637] := {114, 560} tii[25,638] := {228, 876} tii[25,639] := {469, 607} tii[25,640] := {11, 395} tii[25,641] := {48, 567} tii[25,642] := {4, 313} tii[25,643] := {59, 477} tii[25,644] := {196} tii[25,645] := {105, 546} tii[25,646] := {214} tii[25,647] := {184, 918} tii[25,648] := {496} tii[25,649] := {288} tii[25,650] := {46, 394} tii[25,651] := {117, 747} tii[25,652] := {76, 468} tii[25,653] := {298, 789} tii[25,654] := {302, 417} tii[25,655] := {12, 241} tii[25,656] := {92, 570} tii[25,657] := {306, 479} tii[25,658] := {403} tii[25,659] := {227, 696} tii[25,660] := {136, 664} tii[25,661] := {309} tii[25,662] := {446} tii[25,663] := {127, 867} tii[25,664] := {54, 745} tii[25,665] := {29, 642} tii[25,666] := {281} tii[25,667] := {7, 488} tii[25,668] := {115, 561} tii[25,669] := {0, 314} tii[25,670] := {154} tii[25,671] := {45, 379} tii[25,672] := {5, 180} cell#135 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {666} tii[19,2] := {736, 737} tii[19,3] := {864} tii[19,4] := {909, 910} tii[19,5] := {959, 960} tii[19,6] := {994, 995} tii[19,7] := {988, 989} tii[19,8] := {1003, 1004} tii[19,9] := {557} tii[19,10] := {629, 630} tii[19,11] := {101} tii[19,12] := {770} tii[19,13] := {447} tii[19,14] := {308} tii[19,15] := {829, 830} tii[19,16] := {519, 520} tii[19,17] := {190, 191} tii[19,18] := {903, 904} tii[19,19] := {296, 297} tii[19,20] := {962, 963} tii[19,21] := {555} tii[19,22] := {627, 628} tii[19,23] := {496} tii[19,24] := {353, 354} tii[19,25] := {722, 723} tii[19,26] := {953, 954} tii[19,27] := {582, 583} tii[19,28] := {483, 484} tii[19,29] := {843, 844} tii[19,30] := {991, 992} tii[19,31] := {717, 718} tii[19,32] := {668, 669} tii[19,33] := {850, 851} tii[19,34] := {810} tii[19,35] := {730, 908} tii[19,36] := {942, 943} tii[19,37] := {981, 982} tii[19,38] := {710} tii[19,39] := {626, 831} tii[19,40] := {663} tii[19,41] := {352, 565} tii[19,42] := {896, 990} tii[19,43] := {878, 879} tii[19,44] := {482, 695} tii[19,45] := {740, 741} tii[19,46] := {961, 1005} tii[19,47] := {944, 945} tii[19,48] := {716, 900} tii[19,49] := {798, 940} tii[19,50] := {705, 894} tii[19,51] := {667, 868} tii[19,52] := {849, 969} tii[19,53] := {884, 983} tii[19,54] := {948, 999} tii[19,55] := {955, 1001} tii[19,56] := {993, 1007} tii[19,57] := {897, 980} tii[19,58] := {865, 952} tii[19,59] := {966, 1002} tii[19,60] := {985, 1006} tii[19,61] := {156} tii[19,62] := {558} tii[19,63] := {631, 632} tii[19,64] := {401} tii[19,65] := {272, 273} tii[19,66] := {391, 392} tii[19,67] := {665} tii[19,68] := {734, 735} tii[19,69] := {600} tii[19,70] := {453, 454} tii[19,71] := {823, 824} tii[19,72] := {689, 690} tii[19,73] := {592, 593} tii[19,74] := {915, 916} tii[19,75] := {816, 817} tii[19,76] := {922, 923} tii[19,77] := {775, 776} tii[19,78] := {62} tii[19,79] := {348} tii[19,80] := {223} tii[19,81] := {127, 128} tii[19,82] := {499} tii[19,83] := {227} tii[19,84] := {417, 418} tii[19,85] := {360, 361} tii[19,86] := {216, 217} tii[19,87] := {490, 491} tii[19,88] := {248} tii[19,89] := {771} tii[19,90] := {35} tii[19,91] := {445} tii[19,92] := {570} tii[19,93] := {350} tii[19,94] := {16} tii[19,95] := {905, 906} tii[19,96] := {516, 517} tii[19,97] := {397} tii[19,98] := {260, 261} tii[19,99] := {699} tii[19,100] := {566, 567} tii[19,101] := {80, 81} tii[19,102] := {832, 833} tii[19,103] := {160} tii[19,104] := {414, 415} tii[19,105] := {619, 620} tii[19,106] := {29, 30} tii[19,107] := {480} tii[19,108] := {964, 965} tii[19,109] := {474, 475} tii[19,110] := {379, 380} tii[19,111] := {788, 789} tii[19,112] := {696, 697} tii[19,113] := {148, 149} tii[19,114] := {541, 542} tii[19,115] := {753, 754} tii[19,116] := {511, 512} tii[19,117] := {124, 125} tii[19,118] := {825, 826} tii[19,119] := {615, 616} tii[19,120] := {901, 902} tii[19,121] := {224} tii[19,122] := {74, 75} tii[19,123] := {746, 747} tii[19,124] := {651, 652} tii[19,125] := {559, 560} tii[19,126] := {757, 758} tii[19,127] := {286, 287} tii[19,128] := {970, 971} tii[19,129] := {869, 870} tii[19,130] := {213, 214} tii[19,131] := {918, 919} tii[19,132] := {278, 279} tii[19,133] := {856, 857} tii[19,134] := {504} tii[19,135] := {793} tii[19,136] := {439} tii[19,137] := {183, 351} tii[19,138] := {416, 625} tii[19,139] := {674, 675} tii[19,140] := {700, 701} tii[19,141] := {289, 481} tii[19,142] := {525, 526} tii[19,143] := {874, 875} tii[19,144] := {791, 792} tii[19,145] := {801, 802} tii[19,146] := {957, 958} tii[19,147] := {123, 263} tii[19,148] := {602, 794} tii[19,149] := {513, 719} tii[19,150] := {347} tii[19,151] := {714, 715} tii[19,152] := {911, 912} tii[19,153] := {73, 169} tii[19,154] := {997, 998} tii[19,155] := {501, 711} tii[19,156] := {936, 937} tii[19,157] := {448, 670} tii[19,158] := {655, 852} tii[19,159] := {212, 382} tii[19,160] := {841, 842} tii[19,161] := {421, 422} tii[19,162] := {706, 885} tii[19,163] := {334, 521} tii[19,164] := {277, 464} tii[19,165] := {804, 938} tii[19,166] := {973, 974} tii[19,167] := {618, 795} tii[19,168] := {975, 976} tii[19,169] := {562, 712} tii[19,170] := {760, 886} tii[19,171] := {809, 939} tii[19,172] := {458, 624} tii[19,173] := {155} tii[19,174] := {400} tii[19,175] := {270, 271} tii[19,176] := {389, 390} tii[19,177] := {170} tii[19,178] := {63} tii[19,179] := {664} tii[19,180] := {459} tii[19,181] := {258} tii[19,182] := {228} tii[19,183] := {129, 130} tii[19,184] := {33} tii[19,185] := {732, 733} tii[19,186] := {319, 320} tii[19,187] := {821, 822} tii[19,188] := {599} tii[19,189] := {451, 452} tii[19,190] := {377} tii[19,191] := {218, 219} tii[19,192] := {53, 54} tii[19,193] := {432, 433} tii[19,194] := {913, 914} tii[19,195] := {687, 688} tii[19,196] := {590, 591} tii[19,197] := {410, 411} tii[19,198] := {188, 189} tii[19,199] := {306} tii[19,200] := {724, 725} tii[19,201] := {814, 815} tii[19,202] := {119, 120} tii[19,203] := {537, 538} tii[19,204] := {375, 376} tii[19,205] := {294, 295} tii[19,206] := {641, 642} tii[19,207] := {920, 921} tii[19,208] := {773, 774} tii[19,209] := {845, 846} tii[19,210] := {367, 368} tii[19,211] := {761, 762} tii[19,212] := {609} tii[19,213] := {113} tii[19,214] := {60} tii[19,215] := {362} tii[19,216] := {698} tii[19,217] := {551} tii[19,218] := {262, 450} tii[19,219] := {182} tii[19,220] := {518, 731} tii[19,221] := {796, 797} tii[19,222] := {235, 236} tii[19,223] := {563, 564} tii[19,224] := {89, 90} tii[19,225] := {381, 589} tii[19,226] := {635, 636} tii[19,227] := {288} tii[19,228] := {882, 883} tii[19,229] := {332, 333} tii[19,230] := {786, 787} tii[19,231] := {693, 694} tii[19,232] := {702, 876} tii[19,233] := {398} tii[19,234] := {158} tii[19,235] := {317, 318} tii[19,236] := {266, 267} tii[19,237] := {621, 622} tii[19,238] := {898, 899} tii[19,239] := {187, 355} tii[19,240] := {610, 611} tii[19,241] := {446} tii[19,242] := {617, 818} tii[19,243] := {141, 142} tii[19,244] := {476, 477} tii[19,245] := {606, 811} tii[19,246] := {836, 837} tii[19,247] := {118, 247} tii[19,248] := {430, 431} tii[19,249] := {967, 968} tii[19,250] := {803, 946} tii[19,251] := {866, 867} tii[19,252] := {293, 485} tii[19,253] := {229} tii[19,254] := {177, 178} tii[19,255] := {531, 532} tii[19,256] := {748, 749} tii[19,257] := {385, 386} tii[19,258] := {755, 756} tii[19,259] := {529, 530} tii[19,260] := {561, 777} tii[19,261] := {759, 924} tii[19,262] := {887, 978} tii[19,263] := {393, 394} tii[19,264] := {366, 575} tii[19,265] := {436, 633} tii[19,266] := {466, 467} tii[19,267] := {658, 659} tii[19,268] := {927, 928} tii[19,269] := {603, 820} tii[19,270] := {720, 877} tii[19,271] := {408, 409} tii[19,272] := {932, 933} tii[19,273] := {251, 252} tii[19,274] := {637, 638} tii[19,275] := {502, 779} tii[19,276] := {671, 812} tii[19,277] := {535, 536} tii[19,278] := {707, 926} tii[19,279] := {853, 947} tii[19,280] := {892, 979} tii[19,281] := {805, 951} tii[19,282] := {573, 574} tii[19,283] := {767, 768} tii[19,284] := {405, 677} tii[19,285] := {568, 729} tii[19,286] := {889, 890} tii[19,287] := {769} tii[19,288] := {449, 673} tii[19,289] := {588, 790} tii[19,290] := {834, 835} tii[19,291] := {265, 455} tii[19,292] := {556} tii[19,293] := {505, 713} tii[19,294] := {813, 956} tii[19,295] := {880, 881} tii[19,296] := {384, 594} tii[19,297] := {176, 338} tii[19,298] := {645, 840} tii[19,299] := {639, 640} tii[19,300] := {917, 996} tii[19,301] := {772, 935} tii[19,302] := {465, 684} tii[19,303] := {543, 738} tii[19,304] := {855, 972} tii[19,305] := {819, 941} tii[19,306] := {407, 612} tii[19,307] := {863, 977} tii[19,308] := {250, 442} tii[19,309] := {778, 895} tii[19,310] := {799, 800} tii[19,311] := {534, 750} tii[19,312] := {925, 984} tii[19,313] := {950, 1000} tii[19,314] := {572, 783} tii[19,315] := {608, 827} tii[19,316] := {676, 828} tii[19,317] := {766, 929} tii[19,318] := {888, 986} tii[19,319] := {934, 987} tii[19,320] := {780, 907} tii[19,321] := {102} tii[19,322] := {309} tii[19,323] := {192, 193} tii[19,324] := {59} tii[19,325] := {298, 299} tii[19,326] := {87, 88} tii[19,327] := {268, 269} tii[19,328] := {399} tii[19,329] := {179, 180} tii[19,330] := {478, 479} tii[19,331] := {387, 388} tii[19,332] := {468, 469} tii[19,333] := {171} tii[19,334] := {17} tii[19,335] := {99} tii[19,336] := {47, 48} tii[19,337] := {6} tii[19,338] := {460} tii[19,339] := {259} tii[19,340] := {321, 322} tii[19,341] := {108} tii[19,342] := {96, 97} tii[19,343] := {14, 15} tii[19,344] := {139, 140} tii[19,345] := {378} tii[19,346] := {434, 435} tii[19,347] := {498} tii[19,348] := {412, 413} tii[19,349] := {358, 359} tii[19,350] := {77, 78} tii[19,351] := {726, 727} tii[19,352] := {157} tii[19,353] := {226} tii[19,354] := {4} tii[19,355] := {206, 207} tii[19,356] := {586, 587} tii[19,357] := {208, 209} tii[19,358] := {43, 44} tii[19,359] := {539, 540} tii[19,360] := {145, 146} tii[19,361] := {847, 848} tii[19,362] := {9, 10} tii[19,363] := {643, 644} tii[19,364] := {255, 256} tii[19,365] := {488, 489} tii[19,366] := {311} tii[19,367] := {763, 764} tii[19,368] := {198, 199} tii[19,369] := {578, 579} tii[19,370] := {494, 495} tii[19,371] := {19, 20} tii[19,372] := {46, 122} tii[19,373] := {509, 510} tii[19,374] := {181} tii[19,375] := {95, 211} tii[19,376] := {343, 344} tii[19,377] := {24, 72} tii[19,378] := {744, 745} tii[19,379] := {649, 650} tii[19,380] := {241, 242} tii[19,381] := {861, 862} tii[19,382] := {682, 683} tii[19,383] := {167, 323} tii[19,384] := {136, 281} tii[19,385] := {12, 61} tii[19,386] := {201, 324} tii[19,387] := {71} tii[19,388] := {34} tii[19,389] := {276} tii[19,390] := {153} tii[19,391] := {121} tii[19,392] := {163, 164} tii[19,393] := {55, 56} tii[19,394] := {210} tii[19,395] := {202, 203} tii[19,396] := {243, 244} tii[19,397] := {307} tii[19,398] := {185, 186} tii[19,399] := {11} tii[19,400] := {305} tii[19,401] := {233, 234} tii[19,402] := {601} tii[19,403] := {456, 457} tii[19,404] := {104} tii[19,405] := {514, 515} tii[19,406] := {91, 92} tii[19,407] := {284, 285} tii[19,408] := {21, 22} tii[19,409] := {373, 374} tii[19,410] := {402} tii[19,411] := {691, 692} tii[19,412] := {116, 117} tii[19,413] := {330, 331} tii[19,414] := {291, 292} tii[19,415] := {595, 596} tii[19,416] := {345, 346} tii[19,417] := {423, 424} tii[19,418] := {653, 654} tii[19,419] := {161} tii[19,420] := {685, 686} tii[19,421] := {38, 39} tii[19,422] := {364, 365} tii[19,423] := {597, 598} tii[19,424] := {548, 549} tii[19,425] := {300, 301} tii[19,426] := {257} tii[19,427] := {79, 184} tii[19,428] := {613, 614} tii[19,429] := {500, 721} tii[19,430] := {314, 315} tii[19,431] := {65} tii[19,432] := {838, 839} tii[19,433] := {57, 58} tii[19,434] := {172, 173} tii[19,435] := {443, 444} tii[19,436] := {327, 328} tii[19,437] := {325, 326} tii[19,438] := {403, 672} tii[19,439] := {527, 528} tii[19,440] := {45, 115} tii[19,441] := {427, 428} tii[19,442] := {147, 290} tii[19,443] := {751, 752} tii[19,444] := {607, 854} tii[19,445] := {109} tii[19,446] := {245, 419} tii[19,447] := {49, 50} tii[19,448] := {656, 657} tii[19,449] := {708, 893} tii[19,450] := {461, 462} tii[19,451] := {660, 661} tii[19,452] := {784, 785} tii[19,453] := {930, 931} tii[19,454] := {312, 569} tii[19,455] := {200, 369} tii[19,456] := {27, 100} tii[19,457] := {220, 221} tii[19,458] := {806, 807} tii[19,459] := {282, 420} tii[19,460] := {168, 371} tii[19,461] := {232, 406} tii[19,462] := {114, 249} tii[19,463] := {553, 554} tii[19,464] := {604, 605} tii[19,465] := {329, 533} tii[19,466] := {872, 873} tii[19,467] := {363, 571} tii[19,468] := {404, 623} tii[19,469] := {51, 152} tii[19,470] := {550, 765} tii[19,471] := {709, 891} tii[19,472] := {370, 522} tii[19,473] := {98} tii[19,474] := {137, 138} tii[19,475] := {225} tii[19,476] := {23} tii[19,477] := {356, 357} tii[19,478] := {497} tii[19,479] := {204, 205} tii[19,480] := {40, 41} tii[19,481] := {310} tii[19,482] := {584, 585} tii[19,483] := {486, 487} tii[19,484] := {253, 254} tii[19,485] := {576, 577} tii[19,486] := {66, 67} tii[19,487] := {492, 493} tii[19,488] := {105} tii[19,489] := {507, 508} tii[19,490] := {126, 264} tii[19,491] := {349} tii[19,492] := {93, 94} tii[19,493] := {237, 238} tii[19,494] := {742, 743} tii[19,495] := {341, 342} tii[19,496] := {647, 648} tii[19,497] := {162} tii[19,498] := {215, 383} tii[19,499] := {425, 426} tii[19,500] := {76, 175} tii[19,501] := {82, 83} tii[19,502] := {544, 545} tii[19,503] := {302, 303} tii[19,504] := {335, 523} tii[19,505] := {680, 681} tii[19,506] := {280, 470} tii[19,507] := {859, 860} tii[19,508] := {52, 154} tii[19,509] := {372, 524} tii[19,510] := {246, 473} tii[19,511] := {316, 506} tii[19,512] := {174, 340} tii[19,513] := {703, 704} tii[19,514] := {165, 166} tii[19,515] := {440, 441} tii[19,516] := {429, 646} tii[19,517] := {781, 782} tii[19,518] := {503, 728} tii[19,519] := {463, 679} tii[19,520] := {86, 222} tii[19,521] := {134, 135} tii[19,522] := {437, 438} tii[19,523] := {662, 858} tii[19,524] := {313, 581} tii[19,525] := {808, 949} tii[19,526] := {472, 634} tii[19,527] := {339, 552} tii[19,528] := {678, 871} tii[19,529] := {133, 304} tii[19,530] := {580, 739} tii[19,531] := {42} tii[19,532] := {68, 69} tii[19,533] := {106, 107} tii[19,534] := {159} tii[19,535] := {0} tii[19,536] := {143, 144} tii[19,537] := {2, 3} tii[19,538] := {230} tii[19,539] := {131, 132} tii[19,540] := {395, 396} tii[19,541] := {7, 8} tii[19,542] := {1, 18} tii[19,543] := {37} tii[19,544] := {31, 32} tii[19,545] := {239, 240} tii[19,546] := {70} tii[19,547] := {25, 26} tii[19,548] := {196, 197} tii[19,549] := {546, 547} tii[19,550] := {150, 151} tii[19,551] := {112, 283} tii[19,552] := {5, 36} tii[19,553] := {110, 111} tii[19,554] := {84, 85} tii[19,555] := {274, 275} tii[19,556] := {336, 337} tii[19,557] := {231, 471} tii[19,558] := {13, 64} tii[19,559] := {194, 195} tii[19,560] := {28, 103} cell#136 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {318} tii[37,2] := {228, 464} tii[37,3] := {346, 530} tii[37,4] := {408, 556} tii[37,5] := {381} tii[37,6] := {356} tii[37,7] := {164, 506} tii[37,8] := {259, 452} tii[37,9] := {284, 559} tii[37,10] := {316, 499} tii[37,11] := {350, 581} tii[37,12] := {437} tii[37,13] := {227, 539} tii[37,14] := {463} tii[37,15] := {438} tii[37,16] := {122, 529} tii[37,17] := {345, 583} tii[37,18] := {474, 475} tii[37,19] := {176, 563} tii[37,20] := {407, 597} tii[37,21] := {291, 571} tii[37,22] := {250, 582} tii[37,23] := {402, 598} tii[37,24] := {304, 602} tii[37,25] := {303, 572} tii[37,26] := {454, 607} tii[37,27] := {450, 608} tii[37,28] := {414, 612} tii[37,29] := {500, 613} tii[37,30] := {527, 615} tii[37,31] := {342} tii[37,32] := {104, 489} tii[37,33] := {322} tii[37,34] := {220, 420} tii[37,35] := {221, 546} tii[37,36] := {278, 479} tii[37,37] := {288, 570} tii[37,38] := {399} tii[37,39] := {253} tii[37,40] := {163, 525} tii[37,41] := {439} tii[37,42] := {400} tii[37,43] := {67, 511} tii[37,44] := {156, 363} tii[37,45] := {283, 576} tii[37,46] := {448, 449} tii[37,47] := {113, 550} tii[37,48] := {214, 432} tii[37,49] := {349, 592} tii[37,50] := {321} tii[37,51] := {226, 553} tii[37,52] := {280} tii[37,53] := {181, 574} tii[37,54] := {100, 419} tii[37,55] := {344, 594} tii[37,56] := {335, 336} tii[37,57] := {237, 595} tii[37,58] := {236, 554} tii[37,59] := {150, 478} tii[37,60] := {406, 604} tii[37,61] := {155, 468} tii[37,62] := {401, 605} tii[37,63] := {210, 442} tii[37,64] := {357, 610} tii[37,65] := {211, 521} tii[37,66] := {456, 611} tii[37,67] := {267, 538} tii[37,68] := {493, 614} tii[37,69] := {340} tii[37,70] := {119, 487} tii[37,71] := {383} tii[37,72] := {341} tii[37,73] := {231, 545} tii[37,74] := {54, 469} tii[37,75] := {394, 395} tii[37,76] := {90, 517} tii[37,77] := {312, 568} tii[37,78] := {320} tii[37,79] := {183, 523} tii[37,80] := {152, 542} tii[37,81] := {279} tii[37,82] := {22, 418} tii[37,83] := {296, 575} tii[37,84] := {205, 578} tii[37,85] := {204, 524} tii[37,86] := {333, 334} tii[37,87] := {45, 477} tii[37,88] := {377, 590} tii[37,89] := {217} tii[37,90] := {51, 467} tii[37,91] := {360, 593} tii[37,92] := {82, 441} tii[37,93] := {327, 600} tii[37,94] := {272, 273} tii[37,95] := {83, 520} tii[37,96] := {435, 601} tii[37,97] := {212, 331} tii[37,98] := {130, 537} tii[37,99] := {462, 609} tii[37,100] := {118, 485} tii[37,101] := {94, 508} tii[37,102] := {230, 544} tii[37,103] := {137, 549} tii[37,104] := {136, 486} tii[37,105] := {311, 566} tii[37,106] := {50, 466} tii[37,107] := {294, 573} tii[37,108] := {257, 586} tii[37,109] := {81, 519} tii[37,110] := {80, 440} tii[37,111] := {380, 587} tii[37,112] := {127, 536} tii[37,113] := {43, 388} tii[37,114] := {412, 599} tii[37,115] := {229, 541} tii[37,116] := {188, 561} tii[37,117] := {313, 562} tii[37,118] := {126, 535} tii[37,119] := {354, 584} tii[37,120] := {290, 558} tii[37,121] := {186} tii[37,122] := {70, 301} tii[37,123] := {117, 353} tii[37,124] := {254} tii[37,125] := {292} tii[37,126] := {189} tii[37,127] := {107, 365} tii[37,128] := {190, 403} tii[37,129] := {133, 246} tii[37,130] := {162, 409} tii[37,131] := {248, 455} tii[37,132] := {355} tii[37,133] := {166, 421} tii[37,134] := {319} tii[37,135] := {125, 451} tii[37,136] := {225, 457} tii[37,137] := {109, 367} tii[37,138] := {368, 369} tii[37,139] := {180, 498} tii[37,140] := {187, 494} tii[37,141] := {287, 497} tii[37,142] := {244, 465} tii[37,143] := {245, 533} tii[37,144] := {302, 555} tii[37,145] := {323} tii[37,146] := {184} tii[37,147] := {258} tii[37,148] := {99, 297} tii[37,149] := {60, 423} tii[37,150] := {199, 314} tii[37,151] := {148, 378} tii[37,152] := {103, 458} tii[37,153] := {413} tii[37,154] := {252} tii[37,155] := {382} tii[37,156] := {298} tii[37,157] := {106, 471} tii[37,158] := {216} tii[37,159] := {69, 495} tii[37,160] := {55, 362} tii[37,161] := {426, 427} tii[37,162] := {235, 351} tii[37,163] := {270, 271} tii[37,164] := {161, 501} tii[37,165] := {62, 425} tii[37,166] := {116, 532} tii[37,167] := {92, 431} tii[37,168] := {324} tii[37,169] := {97, 417} tii[37,170] := {121, 528} tii[37,171] := {200, 405} tii[37,172] := {223, 531} tii[37,173] := {173, 507} tii[37,174] := {374, 375} tii[37,175] := {142, 387} tii[37,176] := {174, 564} tii[37,177] := {143, 482} tii[37,178] := {315, 424} tii[37,179] := {234, 580} tii[37,180] := {197, 505} tii[37,181] := {182} tii[37,182] := {165, 512} tii[37,183] := {151} tii[37,184] := {23, 295} tii[37,185] := {224, 534} tii[37,186] := {202, 203} tii[37,187] := {108, 473} tii[37,188] := {48, 376} tii[37,189] := {95} tii[37,190] := {53, 359} tii[37,191] := {185, 557} tii[37,192] := {76, 496} tii[37,193] := {286, 560} tii[37,194] := {86, 326} tii[37,195] := {138, 139} tii[37,196] := {242, 588} tii[37,197] := {241, 540} tii[37,198] := {87, 434} tii[37,199] := {88, 194} tii[37,200] := {300, 596} tii[37,201] := {132, 461} tii[37,202] := {175, 513} tii[37,203] := {20, 293} tii[37,204] := {347, 585} tii[37,205] := {39, 256} tii[37,206] := {40, 379} tii[37,207] := {364, 606} tii[37,208] := {15, 192} tii[37,209] := {74, 411} tii[37,210] := {31, 352} tii[37,211] := {281} tii[37,212] := {219} tii[37,213] := {26, 391} tii[37,214] := {157, 276} tii[37,215] := {58, 436} tii[37,216] := {384} tii[37,217] := {59, 445} tii[37,218] := {260} tii[37,219] := {343} tii[37,220] := {29, 470} tii[37,221] := {102, 484} tii[37,222] := {27, 396} tii[37,223] := {201, 317} tii[37,224] := {397, 398} tii[37,225] := {65, 518} tii[37,226] := {282} tii[37,227] := {66, 510} tii[37,228] := {158, 372} tii[37,229] := {159, 516} tii[37,230] := {110, 490} tii[37,231] := {338, 339} tii[37,232] := {111, 552} tii[37,233] := {277, 392} tii[37,234] := {167, 569} tii[37,235] := {251} tii[37,236] := {191} tii[37,237] := {105, 491} tii[37,238] := {215} tii[37,239] := {6, 361} tii[37,240] := {268, 269} tii[37,241] := {135, 249} tii[37,242] := {17, 430} tii[37,243] := {160, 522} tii[37,244] := {61, 447} tii[37,245] := {153} tii[37,246] := {218} tii[37,247] := {21, 416} tii[37,248] := {120, 543} tii[37,249] := {101, 307} tii[37,250] := {206, 207} tii[37,251] := {33, 476} tii[37,252] := {222, 548} tii[37,253] := {274, 275} tii[37,254] := {41, 386} tii[37,255] := {172, 579} tii[37,256] := {171, 526} tii[37,257] := {42, 481} tii[37,258] := {146, 264} tii[37,259] := {213, 332} tii[37,260] := {233, 591} tii[37,261] := {75, 504} tii[37,262] := {112, 492} tii[37,263] := {98} tii[37,264] := {5, 358} tii[37,265] := {57, 371} tii[37,266] := {144, 145} tii[37,267] := {285, 577} tii[37,268] := {12, 325} tii[37,269] := {13, 433} tii[37,270] := {149, 390} tii[37,271] := {2, 261} tii[37,272] := {93, 198} tii[37,273] := {32, 460} tii[37,274] := {299, 603} tii[37,275] := {49, 129} tii[37,276] := {10, 410} tii[37,277] := {68, 443} tii[37,278] := {114, 483} tii[37,279] := {34, 393} tii[37,280] := {96, 509} tii[37,281] := {170, 515} tii[37,282] := {24, 428} tii[37,283] := {141, 551} tii[37,284] := {140, 488} tii[37,285] := {195, 567} tii[37,286] := {89, 444} tii[37,287] := {19, 415} tii[37,288] := {7, 370} tii[37,289] := {239, 547} tii[37,290] := {38, 480} tii[37,291] := {37, 385} tii[37,292] := {44, 389} tii[37,293] := {263, 589} tii[37,294] := {73, 503} tii[37,295] := {14, 328} tii[37,296] := {30, 459} tii[37,297] := {3, 266} tii[37,298] := {169, 514} tii[37,299] := {193, 565} tii[37,300] := {71, 502} tii[37,301] := {124} tii[37,302] := {78, 178} tii[37,303] := {36, 243} tii[37,304] := {232} tii[37,305] := {168, 289} tii[37,306] := {255} tii[37,307] := {63, 308} tii[37,308] := {134, 348} tii[37,309] := {309, 310} tii[37,310] := {247, 366} tii[37,311] := {79, 404} tii[37,312] := {179, 422} tii[37,313] := {123} tii[37,314] := {77, 177} tii[37,315] := {154} tii[37,316] := {56, 240} tii[37,317] := {28, 373} tii[37,318] := {208, 209} tii[37,319] := {147, 265} tii[37,320] := {52} tii[37,321] := {84, 85} tii[37,322] := {25, 306} tii[37,323] := {35, 453} tii[37,324] := {115, 472} tii[37,325] := {46, 131} tii[37,326] := {91, 330} tii[37,327] := {18, 72} tii[37,328] := {8, 238} tii[37,329] := {47, 262} tii[37,330] := {4, 128} tii[37,331] := {9, 337} tii[37,332] := {11, 429} tii[37,333] := {64, 446} tii[37,334] := {1, 305} tii[37,335] := {16, 329} tii[37,336] := {0, 196} cell#137 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {1081} tii[25,2] := {1099} tii[25,3] := {374, 1002} tii[25,4] := {1037} tii[25,5] := {786} tii[25,6] := {1066} tii[25,7] := {598, 1097} tii[25,8] := {747, 1115} tii[25,9] := {638, 825} tii[25,10] := {1082} tii[25,11] := {979} tii[25,12] := {1098} tii[25,13] := {646, 833} tii[25,14] := {834, 1008} tii[25,15] := {800, 950} tii[25,16] := {951, 1074} tii[25,17] := {1096} tii[25,18] := {1114} tii[25,19] := {1064} tii[25,20] := {1003, 1086} tii[25,21] := {1015, 1091} tii[25,22] := {1073, 1109} tii[25,23] := {1117} tii[25,24] := {1108, 1119} tii[25,25] := {971} tii[25,26] := {258, 970} tii[25,27] := {1012} tii[25,28] := {663} tii[25,29] := {469, 1083} tii[25,30] := {616, 1106} tii[25,31] := {502, 711} tii[25,32] := {166, 880} tii[25,33] := {1038} tii[25,34] := {893} tii[25,35] := {530} tii[25,36] := {76, 700} tii[25,37] := {1065} tii[25,38] := {511, 718} tii[25,39] := {719, 933} tii[25,40] := {349, 1040} tii[25,41] := {118, 818} tii[25,42] := {679, 854} tii[25,43] := {855, 1024} tii[25,44] := {484, 1085} tii[25,45] := {257, 770} tii[25,46] := {1061} tii[25,47] := {665} tii[25,48] := {209, 648} tii[25,49] := {262, 466} tii[25,50] := {1100} tii[25,51] := {1011} tii[25,52] := {926, 1049} tii[25,53] := {467, 975} tii[25,54] := {284, 802} tii[25,55] := {283, 571} tii[25,56] := {417, 613} tii[25,57] := {939, 1055} tii[25,58] := {1021, 1088} tii[25,59] := {614, 1048} tii[25,60] := {727} tii[25,61] := {591, 1010} tii[25,62] := {1107} tii[25,63] := {510, 943} tii[25,64] := {611, 823} tii[25,65] := {1087, 1116} tii[25,66] := {750, 1077} tii[25,67] := {824, 1104} tii[25,68] := {443, 641} tii[25,69] := {991} tii[25,70] := {1043} tii[25,71] := {816} tii[25,72] := {448, 658} tii[25,73] := {659, 889} tii[25,74] := {582, 805} tii[25,75] := {806, 989} tii[25,76] := {319, 505} tii[25,77] := {1039} tii[25,78] := {702} tii[25,79] := {238, 377} tii[25,80] := {1084} tii[25,81] := {976} tii[25,82] := {884, 1007} tii[25,83] := {325, 525} tii[25,84] := {526, 782} tii[25,85] := {336, 548} tii[25,86] := {313, 335} tii[25,87] := {898, 1030} tii[25,88] := {988, 1076} tii[25,89] := {458, 685} tii[25,90] := {686, 909} tii[25,91] := {790} tii[25,92] := {221, 392} tii[25,93] := {656, 838} tii[25,94] := {1101} tii[25,95] := {157, 289} tii[25,96] := {575, 735} tii[25,97] := {674, 876} tii[25,98] := {1069, 1113} tii[25,99] := {339, 556} tii[25,100] := {809, 955} tii[25,101] := {434, 692} tii[25,102] := {877, 1034} tii[25,103] := {972} tii[25,104] := {1044} tii[25,105] := {891} tii[25,106] := {775, 932} tii[25,107] := {791, 959} tii[25,108] := {907, 1026} tii[25,109] := {789} tii[25,110] := {655, 837} tii[25,111] := {1067} tii[25,112] := {574, 734} tii[25,113] := {1017, 1095} tii[25,114] := {673, 872} tii[25,115] := {808, 954} tii[25,116] := {561, 810} tii[25,117] := {873, 1033} tii[25,118] := {1014} tii[25,119] := {945, 1060} tii[25,120] := {867, 1036} tii[25,121] := {508} tii[25,122] := {895} tii[25,123] := {723} tii[25,124] := {859} tii[25,125] := {643} tii[25,126] := {259, 924} tii[25,127] := {657} tii[25,128] := {980} tii[25,129] := {664} tii[25,130] := {836} tii[25,131] := {471, 1063} tii[25,132] := {139, 773} tii[25,133] := {804} tii[25,134] := {953} tii[25,135] := {618, 1103} tii[25,136] := {200, 905} tii[25,137] := {768} tii[25,138] := {371, 826} tii[25,139] := {1042} tii[25,140] := {886} tii[25,141] := {317, 714} tii[25,142] := {788} tii[25,143] := {931} tii[25,144] := {380, 594} tii[25,145] := {595, 1009} tii[25,146] := {983} tii[25,147] := {404, 637} tii[25,148] := {405, 852} tii[25,149] := {1023} tii[25,150] := {551, 743} tii[25,151] := {744, 1075} tii[25,152] := {1006} tii[25,153] := {841} tii[25,154] := {716, 1051} tii[25,155] := {1072} tii[25,156] := {738, 922} tii[25,157] := {645, 996} tii[25,158] := {864, 1090} tii[25,159] := {923, 1111} tii[25,160] := {101, 769} tii[25,161] := {507} tii[25,162] := {223, 882} tii[25,163] := {397} tii[25,164] := {894} tii[25,165] := {37, 576} tii[25,166] := {523} tii[25,167] := {244, 974} tii[25,168] := {722} tii[25,169] := {304, 986} tii[25,170] := {64, 704} tii[25,171] := {683} tii[25,172] := {357, 1047} tii[25,173] := {858} tii[25,174] := {165, 642} tii[25,175] := {640} tii[25,176] := {504, 712} tii[25,177] := {276, 925} tii[25,178] := {978} tii[25,179] := {514, 720} tii[25,180] := {531} tii[25,181] := {125, 513} tii[25,182] := {777} tii[25,183] := {896} tii[25,184] := {389} tii[25,185] := {167, 346} tii[25,186] := {441, 589} tii[25,187] := {347, 890} tii[25,188] := {14, 449} tii[25,189] := {721, 934} tii[25,190] := {832} tii[25,191] := {180, 878} tii[25,192] := {682, 856} tii[25,193] := {183, 681} tii[25,194] := {182, 440} tii[25,195] := {902} tii[25,196] := {359, 1020} tii[25,197] := {553} tii[25,198] := {296, 481} tii[25,199] := {501, 537} tii[25,200] := {538, 740} tii[25,201] := {482, 990} tii[25,202] := {32, 583} tii[25,203] := {949} tii[25,204] := {857, 1025} tii[25,205] := {384, 597} tii[25,206] := {600} tii[25,207] := {465, 936} tii[25,208] := {518} tii[25,209] := {928} tii[25,210] := {830, 993} tii[25,211] := {35, 328} tii[25,212] := {938} tii[25,213] := {478, 1068} tii[25,214] := {321, 477} tii[25,215] := {376, 848} tii[25,216] := {480, 709} tii[25,217] := {557, 746} tii[25,218] := {772, 917} tii[25,219] := {678} tii[25,220] := {1019} tii[25,221] := {61, 241} tii[25,222] := {850, 1000} tii[25,223] := {620, 1028} tii[25,224] := {62, 460} tii[25,225] := {958, 1054} tii[25,226] := {710, 1079} tii[25,227] := {629, 868} tii[25,228] := {107, 566} tii[25,229] := {1001, 1094} tii[25,230] := {127, 506} tii[25,231] := {767} tii[25,232] := {568, 713} tii[25,233] := {1041} tii[25,234] := {454} tii[25,235] := {92, 378} tii[25,236] := {885} tii[25,237] := {273, 783} tii[25,238] := {930} tii[25,239] := {133, 272} tii[25,240] := {636, 668} tii[25,241] := {669, 851} tii[25,242] := {148, 549} tii[25,243] := {147, 314} tii[25,244] := {982} tii[25,245] := {421, 910} tii[25,246] := {1022} tii[25,247] := {235, 420} tii[25,248] := {74, 173} tii[25,249] := {387, 839} tii[25,250] := {1013} tii[25,251] := {778} tii[25,252] := {50, 268} tii[25,253] := {1005} tii[25,254] := {929, 1050} tii[25,255] := {534} tii[25,256] := {569, 728} tii[25,257] := {729, 941} tii[25,258] := {944, 1058} tii[25,259] := {51, 111} tii[25,260] := {324, 736} tii[25,261] := {1071} tii[25,262] := {87, 426} tii[25,263] := {86, 217} tii[25,264] := {413, 634} tii[25,265] := {151, 298} tii[25,266] := {560, 956} tii[25,267] := {903} tii[25,268] := {881, 995} tii[25,269] := {1029, 1089} tii[25,270] := {48, 141} tii[25,271] := {143, 496} tii[25,272] := {203, 431} tii[25,273] := {635, 1035} tii[25,274] := {865, 1032} tii[25,275] := {1059, 1110} tii[25,276] := {400} tii[25,277] := {269, 726} tii[25,278] := {1062} tii[25,279] := {969, 1052} tii[25,280] := {294, 498} tii[25,281] := {218, 610} tii[25,282] := {1102} tii[25,283] := {427, 862} tii[25,284] := {202, 433} tii[25,285] := {499, 965} tii[25,286] := {1092, 1118} tii[25,287] := {142, 490} tii[25,288] := {367, 875} tii[25,289] := {373} tii[25,290] := {785} tii[25,291] := {136, 815} tii[25,292] := {388} tii[25,293] := {596} tii[25,294] := {198, 914} tii[25,295] := {552} tii[25,296] := {745} tii[25,297] := {503} tii[25,298] := {370, 587} tii[25,299] := {892} tii[25,300] := {650} tii[25,301] := {176, 883} tii[25,302] := {39, 577} tii[25,303] := {787} tii[25,304] := {270} tii[25,305] := {717} tii[25,306] := {379, 592} tii[25,307] := {315, 463} tii[25,308] := {593, 835} tii[25,309] := {795} tii[25,310] := {108, 813} tii[25,311] := {67, 705} tii[25,312] := {250, 987} tii[25,313] := {418} tii[25,314] := {853} tii[25,315] := {550, 741} tii[25,316] := {369, 402} tii[25,317] := {403, 612} tii[25,318] := {742, 952} tii[25,319] := {828} tii[25,320] := {382} tii[25,321] := {72, 451} tii[25,322] := {265, 468} tii[25,323] := {840} tii[25,324] := {715, 915} tii[25,325] := {353, 1045} tii[25,326] := {946} tii[25,327] := {115, 344} tii[25,328] := {116, 584} tii[25,329] := {213, 352} tii[25,330] := {546} tii[25,331] := {737, 920} tii[25,332] := {423, 615} tii[25,333] := {644, 819} tii[25,334] := {863, 997} tii[25,335] := {179, 695} tii[25,336] := {493, 755} tii[25,337] := {921, 1057} tii[25,338] := {211, 372} tii[25,339] := {639} tii[25,340] := {106, 774} tii[25,341] := {437, 588} tii[25,342] := {977} tii[25,343] := {580} tii[25,344] := {219, 390} tii[25,345] := {172} tii[25,346] := {154, 261} tii[25,347] := {776} tii[25,348] := {391, 660} tii[25,349] := {831} tii[25,350] := {338, 554} tii[25,351] := {58, 697} tii[25,352] := {163, 906} tii[25,353] := {297} tii[25,354] := {500, 535} tii[25,355] := {536, 739} tii[25,356] := {208, 231} tii[25,357] := {232, 416} tii[25,358] := {901} tii[25,359] := {555, 807} tii[25,360] := {948} tii[25,361] := {134, 274} tii[25,362] := {169, 348} tii[25,363] := {128, 520} tii[25,364] := {937} tii[25,365] := {651} tii[25,366] := {264} tii[25,367] := {927} tii[25,368] := {829, 992} tii[25,369] := {667} tii[25,370] := {522, 724} tii[25,371] := {94, 170} tii[25,372] := {44, 585} tii[25,373] := {95, 188} tii[25,374] := {438, 601} tii[25,375] := {602, 845} tii[25,376] := {248, 981} tii[25,377] := {849, 998} tii[25,378] := {236, 422} tii[25,379] := {129, 247} tii[25,380] := {415} tii[25,381] := {1018} tii[25,382] := {190, 688} tii[25,383] := {189, 445} tii[25,384] := {300, 483} tii[25,385] := {447, 608} tii[25,386] := {544, 764} tii[25,387] := {796} tii[25,388] := {771, 916} tii[25,389] := {957, 1053} tii[25,390] := {130, 149} tii[25,391] := {150, 301} tii[25,392] := {690, 860} tii[25,393] := {308, 563} tii[25,394] := {117, 331} tii[25,395] := {279, 759} tii[25,396] := {751, 961} tii[25,397] := {363, 627} tii[25,398] := {78, 91} tii[25,399] := {228, 364} tii[25,400] := {999, 1093} tii[25,401] := {765, 962} tii[25,402] := {75, 174} tii[25,403] := {381} tii[25,404] := {386, 599} tii[25,405] := {533} tii[25,406] := {1004} tii[25,407] := {210, 350} tii[25,408] := {53, 112} tii[25,409] := {351, 900} tii[25,410] := {879, 994} tii[25,411] := {545} tii[25,412] := {152, 299} tii[25,413] := {323, 479} tii[25,414] := {1070} tii[25,415] := {559, 748} tii[25,416] := {412, 632} tii[25,417] := {207, 432} tii[25,418] := {396, 866} tii[25,419] := {26, 68} tii[25,420] := {305, 564} tii[25,421] := {633, 870} tii[25,422] := {491, 757} tii[25,423] := {1056, 1112} tii[25,424] := {226, 361} tii[25,425] := {123, 310} tii[25,426] := {497, 761} tii[25,427] := {573} tii[25,428] := {913} tii[25,429] := {341, 512} tii[25,430] := {701} tii[25,431] := {781} tii[25,432] := {817} tii[25,433] := {439, 455} tii[25,434] := {456, 680} tii[25,435] := {908} tii[25,436] := {888} tii[25,437] := {156, 266} tii[25,438] := {578} tii[25,439] := {780, 935} tii[25,440] := {897} tii[25,441] := {342, 539} tii[25,442] := {540, 792} tii[25,443] := {985} tii[25,444] := {234, 424} tii[25,445] := {214, 233} tii[25,446] := {794, 966} tii[25,447] := {703} tii[25,448] := {699, 847} tii[25,449] := {911, 1027} tii[25,450] := {138, 153} tii[25,451] := {334, 494} tii[25,452] := {691, 912} tii[25,453] := {967, 1078} tii[25,454] := {666} tii[25,455] := {450} tii[25,456] := {521, 725} tii[25,457] := {973} tii[25,458] := {239, 408} tii[25,459] := {409, 671} tii[25,460] := {814, 940} tii[25,461] := {543, 762} tii[25,462] := {446, 609} tii[25,463] := {581} tii[25,464] := {1046} tii[25,465] := {689, 861} tii[25,466] := {429, 693} tii[25,467] := {97, 201} tii[25,468] := {453, 623} tii[25,469] := {562, 811} tii[25,470] := {1031, 1105} tii[25,471] := {763, 964} tii[25,472] := {332, 489} tii[25,473] := {309, 567} tii[25,474] := {631, 874} tii[25,475] := {887} tii[25,476] := {698, 844} tii[25,477] := {984} tii[25,478] := {452, 622} tii[25,479] := {960, 1080} tii[25,480] := {760, 968} tii[25,481] := {329} tii[25,482] := {428} tii[25,483] := {394} tii[25,484] := {524} tii[25,485] := {79, 649} tii[25,486] := {281} tii[25,487] := {684} tii[25,488] := {486} tii[25,489] := {121, 803} tii[25,490] := {654} tii[25,491] := {131, 519} tii[25,492] := {607} tii[25,493] := {799} tii[25,494] := {192, 687} tii[25,495] := {191, 444} tii[25,496] := {280, 758} tii[25,497] := {527} tii[25,498] := {177, 827} tii[25,499] := {271} tii[25,500] := {3, 326} tii[25,501] := {401} tii[25,502] := {621} tii[25,503] := {109, 766} tii[25,504] := {252, 947} tii[25,505] := {419} tii[25,506] := {11, 459} tii[25,507] := {779} tii[25,508] := {267, 470} tii[25,509] := {13, 222} tii[25,510] := {215, 590} tii[25,511] := {383} tii[25,512] := {541} tii[25,513] := {733} tii[25,514] := {355, 1016} tii[25,515] := {85, 696} tii[25,516] := {29, 158} tii[25,517] := {30, 340} tii[25,518] := {904} tii[25,519] := {425, 617} tii[25,520] := {547} tii[25,521] := {292, 509} tii[25,522] := {293, 749} tii[25,523] := {216, 354} tii[25,524] := {57, 435} tii[25,525] := {199, 393} tii[25,526] := {495, 756} tii[25,527] := {399, 822} tii[25,528] := {516} tii[25,529] := {7, 135} tii[25,530] := {843} tii[25,531] := {475, 942} tii[25,532] := {676} tii[25,533] := {318, 474} tii[25,534] := {20, 237} tii[25,535] := {19, 96} tii[25,536] := {43, 312} tii[25,537] := {529, 919} tii[25,538] := {5, 55} tii[25,539] := {626, 871} tii[25,540] := {16, 206} tii[25,541] := {56, 647} tii[25,542] := {395} tii[25,543] := {104} tii[25,544] := {28, 570} tii[25,545] := {100, 801} tii[25,546] := {282} tii[25,547] := {487} tii[25,548] := {193} tii[25,549] := {70, 385} tii[25,550] := {653} tii[25,551] := {102, 243} tii[25,552] := {320, 464} tii[25,553] := {168} tii[25,554] := {146, 812} tii[25,555] := {17, 461} tii[25,556] := {406} tii[25,557] := {161, 899} tii[25,558] := {606} tii[25,559] := {114, 558} tii[25,560] := {113, 322} tii[25,561] := {798} tii[25,562] := {375, 410} tii[25,563] := {411, 619} tii[25,564] := {295} tii[25,565] := {195, 356} tii[25,566] := {71, 160} tii[25,567] := {63, 225} tii[25,568] := {178, 630} tii[25,569] := {275, 303} tii[25,570] := {253, 492} tii[25,571] := {532, 708} tii[25,572] := {36, 105} tii[25,573] := {652} tii[25,574] := {23, 171} tii[25,575] := {263} tii[25,576] := {442, 604} tii[25,577] := {286} tii[25,578] := {24, 60} tii[25,579] := {605, 846} tii[25,580] := {246, 793} tii[25,581] := {414} tii[25,582] := {4, 343} tii[25,583] := {731} tii[25,584] := {47, 302} tii[25,585] := {46, 132} tii[25,586] := {90, 194} tii[25,587] := {797} tii[25,588] := {126, 245} tii[25,589] := {124, 307} tii[25,590] := {278, 753} tii[25,591] := {31, 159} tii[25,592] := {224, 358} tii[25,593] := {662, 821} tii[25,594] := {362, 628} tii[25,595] := {21, 80} tii[25,596] := {83, 368} tii[25,597] := {754, 963} tii[25,598] := {8, 33} tii[25,599] := {69, 205} tii[25,600] := {6, 41} tii[25,601] := {42, 255} tii[25,602] := {220} tii[25,603] := {187, 672} tii[25,604] := {842} tii[25,605] := {93, 186} tii[25,606] := {337} tii[25,607] := {227, 624} tii[25,608] := {306, 565} tii[25,609] := {25, 65} tii[25,610] := {784, 918} tii[25,611] := {122, 311} tii[25,612] := {81, 366} tii[25,613] := {277} tii[25,614] := {181} tii[25,615] := {360} tii[25,616] := {517} tii[25,617] := {212, 345} tii[25,618] := {84, 706} tii[25,619] := {285} tii[25,620] := {476} tii[25,621] := {677} tii[25,622] := {260, 290} tii[25,623] := {291, 485} tii[25,624] := {175, 197} tii[25,625] := {398, 586} tii[25,626] := {515} tii[25,627] := {52, 103} tii[25,628] := {18, 462} tii[25,629] := {184} tii[25,630] := {603} tii[25,631] := {316, 472} tii[25,632] := {473, 732} tii[25,633] := {675} tii[25,634] := {73, 88} tii[25,635] := {89, 196} tii[25,636] := {66, 242} tii[25,637] := {137, 249} tii[25,638] := {528, 707} tii[25,639] := {625, 869} tii[25,640] := {40, 49} tii[25,641] := {145, 256} tii[25,642] := {15, 22} tii[25,643] := {82, 164} tii[25,644] := {327} tii[25,645] := {155, 287} tii[25,646] := {110} tii[25,647] := {288, 542} tii[25,648] := {730} tii[25,649] := {457} tii[25,650] := {54, 119} tii[25,651] := {333, 488} tii[25,652] := {77, 162} tii[25,653] := {661, 820} tii[25,654] := {430, 694} tii[25,655] := {9, 34} tii[25,656] := {144, 254} tii[25,657] := {204, 436} tii[25,658] := {670} tii[25,659] := {579, 752} tii[25,660] := {229, 365} tii[25,661] := {230} tii[25,662] := {407} tii[25,663] := {45, 572} tii[25,664] := {120, 330} tii[25,665] := {0, 240} tii[25,666] := {185} tii[25,667] := {10, 98} tii[25,668] := {140, 251} tii[25,669] := {1, 27} tii[25,670] := {59} tii[25,671] := {38, 99} tii[25,672] := {2, 12} cell#138 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {318} tii[37,2] := {228, 464} tii[37,3] := {346, 530} tii[37,4] := {408, 556} tii[37,5] := {381} tii[37,6] := {356} tii[37,7] := {164, 506} tii[37,8] := {259, 452} tii[37,9] := {284, 559} tii[37,10] := {316, 499} tii[37,11] := {350, 581} tii[37,12] := {437} tii[37,13] := {227, 539} tii[37,14] := {463} tii[37,15] := {438} tii[37,16] := {122, 529} tii[37,17] := {345, 583} tii[37,18] := {474, 475} tii[37,19] := {176, 563} tii[37,20] := {407, 597} tii[37,21] := {291, 571} tii[37,22] := {250, 582} tii[37,23] := {402, 598} tii[37,24] := {304, 602} tii[37,25] := {303, 572} tii[37,26] := {454, 607} tii[37,27] := {450, 608} tii[37,28] := {414, 612} tii[37,29] := {500, 613} tii[37,30] := {527, 615} tii[37,31] := {342} tii[37,32] := {104, 489} tii[37,33] := {322} tii[37,34] := {220, 420} tii[37,35] := {221, 546} tii[37,36] := {278, 479} tii[37,37] := {288, 570} tii[37,38] := {399} tii[37,39] := {253} tii[37,40] := {163, 525} tii[37,41] := {439} tii[37,42] := {400} tii[37,43] := {67, 511} tii[37,44] := {156, 363} tii[37,45] := {283, 576} tii[37,46] := {448, 449} tii[37,47] := {113, 550} tii[37,48] := {214, 432} tii[37,49] := {349, 592} tii[37,50] := {321} tii[37,51] := {226, 553} tii[37,52] := {280} tii[37,53] := {181, 574} tii[37,54] := {100, 419} tii[37,55] := {344, 594} tii[37,56] := {335, 336} tii[37,57] := {237, 595} tii[37,58] := {236, 554} tii[37,59] := {150, 478} tii[37,60] := {406, 604} tii[37,61] := {155, 468} tii[37,62] := {401, 605} tii[37,63] := {210, 442} tii[37,64] := {357, 610} tii[37,65] := {211, 521} tii[37,66] := {456, 611} tii[37,67] := {267, 538} tii[37,68] := {493, 614} tii[37,69] := {340} tii[37,70] := {119, 487} tii[37,71] := {383} tii[37,72] := {341} tii[37,73] := {231, 545} tii[37,74] := {54, 469} tii[37,75] := {394, 395} tii[37,76] := {90, 517} tii[37,77] := {312, 568} tii[37,78] := {320} tii[37,79] := {183, 523} tii[37,80] := {152, 542} tii[37,81] := {279} tii[37,82] := {22, 418} tii[37,83] := {296, 575} tii[37,84] := {205, 578} tii[37,85] := {204, 524} tii[37,86] := {333, 334} tii[37,87] := {45, 477} tii[37,88] := {377, 590} tii[37,89] := {217} tii[37,90] := {51, 467} tii[37,91] := {360, 593} tii[37,92] := {82, 441} tii[37,93] := {327, 600} tii[37,94] := {272, 273} tii[37,95] := {83, 520} tii[37,96] := {435, 601} tii[37,97] := {212, 331} tii[37,98] := {130, 537} tii[37,99] := {462, 609} tii[37,100] := {118, 485} tii[37,101] := {94, 508} tii[37,102] := {230, 544} tii[37,103] := {137, 549} tii[37,104] := {136, 486} tii[37,105] := {311, 566} tii[37,106] := {50, 466} tii[37,107] := {294, 573} tii[37,108] := {257, 586} tii[37,109] := {81, 519} tii[37,110] := {80, 440} tii[37,111] := {380, 587} tii[37,112] := {127, 536} tii[37,113] := {43, 388} tii[37,114] := {412, 599} tii[37,115] := {229, 541} tii[37,116] := {188, 561} tii[37,117] := {313, 562} tii[37,118] := {126, 535} tii[37,119] := {354, 584} tii[37,120] := {290, 558} tii[37,121] := {186} tii[37,122] := {70, 301} tii[37,123] := {117, 353} tii[37,124] := {254} tii[37,125] := {292} tii[37,126] := {189} tii[37,127] := {107, 365} tii[37,128] := {190, 403} tii[37,129] := {133, 246} tii[37,130] := {162, 409} tii[37,131] := {248, 455} tii[37,132] := {355} tii[37,133] := {166, 421} tii[37,134] := {319} tii[37,135] := {125, 451} tii[37,136] := {225, 457} tii[37,137] := {109, 367} tii[37,138] := {368, 369} tii[37,139] := {180, 498} tii[37,140] := {187, 494} tii[37,141] := {287, 497} tii[37,142] := {244, 465} tii[37,143] := {245, 533} tii[37,144] := {302, 555} tii[37,145] := {323} tii[37,146] := {184} tii[37,147] := {258} tii[37,148] := {99, 297} tii[37,149] := {60, 423} tii[37,150] := {199, 314} tii[37,151] := {148, 378} tii[37,152] := {103, 458} tii[37,153] := {413} tii[37,154] := {252} tii[37,155] := {382} tii[37,156] := {298} tii[37,157] := {106, 471} tii[37,158] := {216} tii[37,159] := {69, 495} tii[37,160] := {55, 362} tii[37,161] := {426, 427} tii[37,162] := {235, 351} tii[37,163] := {270, 271} tii[37,164] := {161, 501} tii[37,165] := {62, 425} tii[37,166] := {116, 532} tii[37,167] := {92, 431} tii[37,168] := {324} tii[37,169] := {97, 417} tii[37,170] := {121, 528} tii[37,171] := {200, 405} tii[37,172] := {223, 531} tii[37,173] := {173, 507} tii[37,174] := {374, 375} tii[37,175] := {142, 387} tii[37,176] := {174, 564} tii[37,177] := {143, 482} tii[37,178] := {315, 424} tii[37,179] := {234, 580} tii[37,180] := {197, 505} tii[37,181] := {182} tii[37,182] := {165, 512} tii[37,183] := {151} tii[37,184] := {23, 295} tii[37,185] := {224, 534} tii[37,186] := {202, 203} tii[37,187] := {108, 473} tii[37,188] := {48, 376} tii[37,189] := {95} tii[37,190] := {53, 359} tii[37,191] := {185, 557} tii[37,192] := {76, 496} tii[37,193] := {286, 560} tii[37,194] := {86, 326} tii[37,195] := {138, 139} tii[37,196] := {242, 588} tii[37,197] := {241, 540} tii[37,198] := {87, 434} tii[37,199] := {88, 194} tii[37,200] := {300, 596} tii[37,201] := {132, 461} tii[37,202] := {175, 513} tii[37,203] := {20, 293} tii[37,204] := {347, 585} tii[37,205] := {39, 256} tii[37,206] := {40, 379} tii[37,207] := {364, 606} tii[37,208] := {15, 192} tii[37,209] := {74, 411} tii[37,210] := {31, 352} tii[37,211] := {281} tii[37,212] := {219} tii[37,213] := {26, 391} tii[37,214] := {157, 276} tii[37,215] := {58, 436} tii[37,216] := {384} tii[37,217] := {59, 445} tii[37,218] := {260} tii[37,219] := {343} tii[37,220] := {29, 470} tii[37,221] := {102, 484} tii[37,222] := {27, 396} tii[37,223] := {201, 317} tii[37,224] := {397, 398} tii[37,225] := {65, 518} tii[37,226] := {282} tii[37,227] := {66, 510} tii[37,228] := {158, 372} tii[37,229] := {159, 516} tii[37,230] := {110, 490} tii[37,231] := {338, 339} tii[37,232] := {111, 552} tii[37,233] := {277, 392} tii[37,234] := {167, 569} tii[37,235] := {251} tii[37,236] := {191} tii[37,237] := {105, 491} tii[37,238] := {215} tii[37,239] := {6, 361} tii[37,240] := {268, 269} tii[37,241] := {135, 249} tii[37,242] := {17, 430} tii[37,243] := {160, 522} tii[37,244] := {61, 447} tii[37,245] := {153} tii[37,246] := {218} tii[37,247] := {21, 416} tii[37,248] := {120, 543} tii[37,249] := {101, 307} tii[37,250] := {206, 207} tii[37,251] := {33, 476} tii[37,252] := {222, 548} tii[37,253] := {274, 275} tii[37,254] := {41, 386} tii[37,255] := {172, 579} tii[37,256] := {171, 526} tii[37,257] := {42, 481} tii[37,258] := {146, 264} tii[37,259] := {213, 332} tii[37,260] := {233, 591} tii[37,261] := {75, 504} tii[37,262] := {112, 492} tii[37,263] := {98} tii[37,264] := {5, 358} tii[37,265] := {57, 371} tii[37,266] := {144, 145} tii[37,267] := {285, 577} tii[37,268] := {12, 325} tii[37,269] := {13, 433} tii[37,270] := {149, 390} tii[37,271] := {2, 261} tii[37,272] := {93, 198} tii[37,273] := {32, 460} tii[37,274] := {299, 603} tii[37,275] := {49, 129} tii[37,276] := {10, 410} tii[37,277] := {68, 443} tii[37,278] := {114, 483} tii[37,279] := {34, 393} tii[37,280] := {96, 509} tii[37,281] := {170, 515} tii[37,282] := {24, 428} tii[37,283] := {141, 551} tii[37,284] := {140, 488} tii[37,285] := {195, 567} tii[37,286] := {89, 444} tii[37,287] := {19, 415} tii[37,288] := {7, 370} tii[37,289] := {239, 547} tii[37,290] := {38, 480} tii[37,291] := {37, 385} tii[37,292] := {44, 389} tii[37,293] := {263, 589} tii[37,294] := {73, 503} tii[37,295] := {14, 328} tii[37,296] := {30, 459} tii[37,297] := {3, 266} tii[37,298] := {169, 514} tii[37,299] := {193, 565} tii[37,300] := {71, 502} tii[37,301] := {124} tii[37,302] := {78, 178} tii[37,303] := {36, 243} tii[37,304] := {232} tii[37,305] := {168, 289} tii[37,306] := {255} tii[37,307] := {63, 308} tii[37,308] := {134, 348} tii[37,309] := {309, 310} tii[37,310] := {247, 366} tii[37,311] := {79, 404} tii[37,312] := {179, 422} tii[37,313] := {123} tii[37,314] := {77, 177} tii[37,315] := {154} tii[37,316] := {56, 240} tii[37,317] := {28, 373} tii[37,318] := {208, 209} tii[37,319] := {147, 265} tii[37,320] := {52} tii[37,321] := {84, 85} tii[37,322] := {25, 306} tii[37,323] := {35, 453} tii[37,324] := {115, 472} tii[37,325] := {46, 131} tii[37,326] := {91, 330} tii[37,327] := {18, 72} tii[37,328] := {8, 238} tii[37,329] := {47, 262} tii[37,330] := {4, 128} tii[37,331] := {9, 337} tii[37,332] := {11, 429} tii[37,333] := {64, 446} tii[37,334] := {1, 305} tii[37,335] := {16, 329} tii[37,336] := {0, 196} cell#139 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {1081} tii[25,2] := {1099} tii[25,3] := {374, 1002} tii[25,4] := {1037} tii[25,5] := {786} tii[25,6] := {1066} tii[25,7] := {598, 1097} tii[25,8] := {747, 1115} tii[25,9] := {638, 825} tii[25,10] := {1082} tii[25,11] := {979} tii[25,12] := {1098} tii[25,13] := {646, 833} tii[25,14] := {834, 1008} tii[25,15] := {800, 950} tii[25,16] := {951, 1074} tii[25,17] := {1096} tii[25,18] := {1114} tii[25,19] := {1064} tii[25,20] := {1003, 1086} tii[25,21] := {1015, 1091} tii[25,22] := {1073, 1109} tii[25,23] := {1117} tii[25,24] := {1108, 1119} tii[25,25] := {971} tii[25,26] := {258, 970} tii[25,27] := {1012} tii[25,28] := {663} tii[25,29] := {469, 1083} tii[25,30] := {616, 1106} tii[25,31] := {502, 711} tii[25,32] := {166, 880} tii[25,33] := {1038} tii[25,34] := {893} tii[25,35] := {530} tii[25,36] := {76, 700} tii[25,37] := {1065} tii[25,38] := {511, 718} tii[25,39] := {719, 933} tii[25,40] := {349, 1040} tii[25,41] := {118, 818} tii[25,42] := {679, 854} tii[25,43] := {855, 1024} tii[25,44] := {484, 1085} tii[25,45] := {257, 770} tii[25,46] := {1061} tii[25,47] := {665} tii[25,48] := {209, 648} tii[25,49] := {262, 466} tii[25,50] := {1100} tii[25,51] := {1011} tii[25,52] := {926, 1049} tii[25,53] := {467, 975} tii[25,54] := {284, 802} tii[25,55] := {283, 571} tii[25,56] := {417, 613} tii[25,57] := {939, 1055} tii[25,58] := {1021, 1088} tii[25,59] := {614, 1048} tii[25,60] := {727} tii[25,61] := {591, 1010} tii[25,62] := {1107} tii[25,63] := {510, 943} tii[25,64] := {611, 823} tii[25,65] := {1087, 1116} tii[25,66] := {750, 1077} tii[25,67] := {824, 1104} tii[25,68] := {443, 641} tii[25,69] := {991} tii[25,70] := {1043} tii[25,71] := {816} tii[25,72] := {448, 658} tii[25,73] := {659, 889} tii[25,74] := {582, 805} tii[25,75] := {806, 989} tii[25,76] := {319, 505} tii[25,77] := {1039} tii[25,78] := {702} tii[25,79] := {238, 377} tii[25,80] := {1084} tii[25,81] := {976} tii[25,82] := {884, 1007} tii[25,83] := {325, 525} tii[25,84] := {526, 782} tii[25,85] := {336, 548} tii[25,86] := {313, 335} tii[25,87] := {898, 1030} tii[25,88] := {988, 1076} tii[25,89] := {458, 685} tii[25,90] := {686, 909} tii[25,91] := {790} tii[25,92] := {221, 392} tii[25,93] := {656, 838} tii[25,94] := {1101} tii[25,95] := {157, 289} tii[25,96] := {575, 735} tii[25,97] := {674, 876} tii[25,98] := {1069, 1113} tii[25,99] := {339, 556} tii[25,100] := {809, 955} tii[25,101] := {434, 692} tii[25,102] := {877, 1034} tii[25,103] := {972} tii[25,104] := {1044} tii[25,105] := {891} tii[25,106] := {775, 932} tii[25,107] := {791, 959} tii[25,108] := {907, 1026} tii[25,109] := {789} tii[25,110] := {655, 837} tii[25,111] := {1067} tii[25,112] := {574, 734} tii[25,113] := {1017, 1095} tii[25,114] := {673, 872} tii[25,115] := {808, 954} tii[25,116] := {561, 810} tii[25,117] := {873, 1033} tii[25,118] := {1014} tii[25,119] := {945, 1060} tii[25,120] := {867, 1036} tii[25,121] := {508} tii[25,122] := {895} tii[25,123] := {723} tii[25,124] := {859} tii[25,125] := {643} tii[25,126] := {259, 924} tii[25,127] := {657} tii[25,128] := {980} tii[25,129] := {664} tii[25,130] := {836} tii[25,131] := {471, 1063} tii[25,132] := {139, 773} tii[25,133] := {804} tii[25,134] := {953} tii[25,135] := {618, 1103} tii[25,136] := {200, 905} tii[25,137] := {768} tii[25,138] := {371, 826} tii[25,139] := {1042} tii[25,140] := {886} tii[25,141] := {317, 714} tii[25,142] := {788} tii[25,143] := {931} tii[25,144] := {380, 594} tii[25,145] := {595, 1009} tii[25,146] := {983} tii[25,147] := {404, 637} tii[25,148] := {405, 852} tii[25,149] := {1023} tii[25,150] := {551, 743} tii[25,151] := {744, 1075} tii[25,152] := {1006} tii[25,153] := {841} tii[25,154] := {716, 1051} tii[25,155] := {1072} tii[25,156] := {738, 922} tii[25,157] := {645, 996} tii[25,158] := {864, 1090} tii[25,159] := {923, 1111} tii[25,160] := {101, 769} tii[25,161] := {507} tii[25,162] := {223, 882} tii[25,163] := {397} tii[25,164] := {894} tii[25,165] := {37, 576} tii[25,166] := {523} tii[25,167] := {244, 974} tii[25,168] := {722} tii[25,169] := {304, 986} tii[25,170] := {64, 704} tii[25,171] := {683} tii[25,172] := {357, 1047} tii[25,173] := {858} tii[25,174] := {165, 642} tii[25,175] := {640} tii[25,176] := {504, 712} tii[25,177] := {276, 925} tii[25,178] := {978} tii[25,179] := {514, 720} tii[25,180] := {531} tii[25,181] := {125, 513} tii[25,182] := {777} tii[25,183] := {896} tii[25,184] := {389} tii[25,185] := {167, 346} tii[25,186] := {441, 589} tii[25,187] := {347, 890} tii[25,188] := {14, 449} tii[25,189] := {721, 934} tii[25,190] := {832} tii[25,191] := {180, 878} tii[25,192] := {682, 856} tii[25,193] := {183, 681} tii[25,194] := {182, 440} tii[25,195] := {902} tii[25,196] := {359, 1020} tii[25,197] := {553} tii[25,198] := {296, 481} tii[25,199] := {501, 537} tii[25,200] := {538, 740} tii[25,201] := {482, 990} tii[25,202] := {32, 583} tii[25,203] := {949} tii[25,204] := {857, 1025} tii[25,205] := {384, 597} tii[25,206] := {600} tii[25,207] := {465, 936} tii[25,208] := {518} tii[25,209] := {928} tii[25,210] := {830, 993} tii[25,211] := {35, 328} tii[25,212] := {938} tii[25,213] := {478, 1068} tii[25,214] := {321, 477} tii[25,215] := {376, 848} tii[25,216] := {480, 709} tii[25,217] := {557, 746} tii[25,218] := {772, 917} tii[25,219] := {678} tii[25,220] := {1019} tii[25,221] := {61, 241} tii[25,222] := {850, 1000} tii[25,223] := {620, 1028} tii[25,224] := {62, 460} tii[25,225] := {958, 1054} tii[25,226] := {710, 1079} tii[25,227] := {629, 868} tii[25,228] := {107, 566} tii[25,229] := {1001, 1094} tii[25,230] := {127, 506} tii[25,231] := {767} tii[25,232] := {568, 713} tii[25,233] := {1041} tii[25,234] := {454} tii[25,235] := {92, 378} tii[25,236] := {885} tii[25,237] := {273, 783} tii[25,238] := {930} tii[25,239] := {133, 272} tii[25,240] := {636, 668} tii[25,241] := {669, 851} tii[25,242] := {148, 549} tii[25,243] := {147, 314} tii[25,244] := {982} tii[25,245] := {421, 910} tii[25,246] := {1022} tii[25,247] := {235, 420} tii[25,248] := {74, 173} tii[25,249] := {387, 839} tii[25,250] := {1013} tii[25,251] := {778} tii[25,252] := {50, 268} tii[25,253] := {1005} tii[25,254] := {929, 1050} tii[25,255] := {534} tii[25,256] := {569, 728} tii[25,257] := {729, 941} tii[25,258] := {944, 1058} tii[25,259] := {51, 111} tii[25,260] := {324, 736} tii[25,261] := {1071} tii[25,262] := {87, 426} tii[25,263] := {86, 217} tii[25,264] := {413, 634} tii[25,265] := {151, 298} tii[25,266] := {560, 956} tii[25,267] := {903} tii[25,268] := {881, 995} tii[25,269] := {1029, 1089} tii[25,270] := {48, 141} tii[25,271] := {143, 496} tii[25,272] := {203, 431} tii[25,273] := {635, 1035} tii[25,274] := {865, 1032} tii[25,275] := {1059, 1110} tii[25,276] := {400} tii[25,277] := {269, 726} tii[25,278] := {1062} tii[25,279] := {969, 1052} tii[25,280] := {294, 498} tii[25,281] := {218, 610} tii[25,282] := {1102} tii[25,283] := {427, 862} tii[25,284] := {202, 433} tii[25,285] := {499, 965} tii[25,286] := {1092, 1118} tii[25,287] := {142, 490} tii[25,288] := {367, 875} tii[25,289] := {373} tii[25,290] := {785} tii[25,291] := {136, 815} tii[25,292] := {388} tii[25,293] := {596} tii[25,294] := {198, 914} tii[25,295] := {552} tii[25,296] := {745} tii[25,297] := {503} tii[25,298] := {370, 587} tii[25,299] := {892} tii[25,300] := {650} tii[25,301] := {176, 883} tii[25,302] := {39, 577} tii[25,303] := {787} tii[25,304] := {270} tii[25,305] := {717} tii[25,306] := {379, 592} tii[25,307] := {315, 463} tii[25,308] := {593, 835} tii[25,309] := {795} tii[25,310] := {108, 813} tii[25,311] := {67, 705} tii[25,312] := {250, 987} tii[25,313] := {418} tii[25,314] := {853} tii[25,315] := {550, 741} tii[25,316] := {369, 402} tii[25,317] := {403, 612} tii[25,318] := {742, 952} tii[25,319] := {828} tii[25,320] := {382} tii[25,321] := {72, 451} tii[25,322] := {265, 468} tii[25,323] := {840} tii[25,324] := {715, 915} tii[25,325] := {353, 1045} tii[25,326] := {946} tii[25,327] := {115, 344} tii[25,328] := {116, 584} tii[25,329] := {213, 352} tii[25,330] := {546} tii[25,331] := {737, 920} tii[25,332] := {423, 615} tii[25,333] := {644, 819} tii[25,334] := {863, 997} tii[25,335] := {179, 695} tii[25,336] := {493, 755} tii[25,337] := {921, 1057} tii[25,338] := {211, 372} tii[25,339] := {639} tii[25,340] := {106, 774} tii[25,341] := {437, 588} tii[25,342] := {977} tii[25,343] := {580} tii[25,344] := {219, 390} tii[25,345] := {172} tii[25,346] := {154, 261} tii[25,347] := {776} tii[25,348] := {391, 660} tii[25,349] := {831} tii[25,350] := {338, 554} tii[25,351] := {58, 697} tii[25,352] := {163, 906} tii[25,353] := {297} tii[25,354] := {500, 535} tii[25,355] := {536, 739} tii[25,356] := {208, 231} tii[25,357] := {232, 416} tii[25,358] := {901} tii[25,359] := {555, 807} tii[25,360] := {948} tii[25,361] := {134, 274} tii[25,362] := {169, 348} tii[25,363] := {128, 520} tii[25,364] := {937} tii[25,365] := {651} tii[25,366] := {264} tii[25,367] := {927} tii[25,368] := {829, 992} tii[25,369] := {667} tii[25,370] := {522, 724} tii[25,371] := {94, 170} tii[25,372] := {44, 585} tii[25,373] := {95, 188} tii[25,374] := {438, 601} tii[25,375] := {602, 845} tii[25,376] := {248, 981} tii[25,377] := {849, 998} tii[25,378] := {236, 422} tii[25,379] := {129, 247} tii[25,380] := {415} tii[25,381] := {1018} tii[25,382] := {190, 688} tii[25,383] := {189, 445} tii[25,384] := {300, 483} tii[25,385] := {447, 608} tii[25,386] := {544, 764} tii[25,387] := {796} tii[25,388] := {771, 916} tii[25,389] := {957, 1053} tii[25,390] := {130, 149} tii[25,391] := {150, 301} tii[25,392] := {690, 860} tii[25,393] := {308, 563} tii[25,394] := {117, 331} tii[25,395] := {279, 759} tii[25,396] := {751, 961} tii[25,397] := {363, 627} tii[25,398] := {78, 91} tii[25,399] := {228, 364} tii[25,400] := {999, 1093} tii[25,401] := {765, 962} tii[25,402] := {75, 174} tii[25,403] := {381} tii[25,404] := {386, 599} tii[25,405] := {533} tii[25,406] := {1004} tii[25,407] := {210, 350} tii[25,408] := {53, 112} tii[25,409] := {351, 900} tii[25,410] := {879, 994} tii[25,411] := {545} tii[25,412] := {152, 299} tii[25,413] := {323, 479} tii[25,414] := {1070} tii[25,415] := {559, 748} tii[25,416] := {412, 632} tii[25,417] := {207, 432} tii[25,418] := {396, 866} tii[25,419] := {26, 68} tii[25,420] := {305, 564} tii[25,421] := {633, 870} tii[25,422] := {491, 757} tii[25,423] := {1056, 1112} tii[25,424] := {226, 361} tii[25,425] := {123, 310} tii[25,426] := {497, 761} tii[25,427] := {573} tii[25,428] := {913} tii[25,429] := {341, 512} tii[25,430] := {701} tii[25,431] := {781} tii[25,432] := {817} tii[25,433] := {439, 455} tii[25,434] := {456, 680} tii[25,435] := {908} tii[25,436] := {888} tii[25,437] := {156, 266} tii[25,438] := {578} tii[25,439] := {780, 935} tii[25,440] := {897} tii[25,441] := {342, 539} tii[25,442] := {540, 792} tii[25,443] := {985} tii[25,444] := {234, 424} tii[25,445] := {214, 233} tii[25,446] := {794, 966} tii[25,447] := {703} tii[25,448] := {699, 847} tii[25,449] := {911, 1027} tii[25,450] := {138, 153} tii[25,451] := {334, 494} tii[25,452] := {691, 912} tii[25,453] := {967, 1078} tii[25,454] := {666} tii[25,455] := {450} tii[25,456] := {521, 725} tii[25,457] := {973} tii[25,458] := {239, 408} tii[25,459] := {409, 671} tii[25,460] := {814, 940} tii[25,461] := {543, 762} tii[25,462] := {446, 609} tii[25,463] := {581} tii[25,464] := {1046} tii[25,465] := {689, 861} tii[25,466] := {429, 693} tii[25,467] := {97, 201} tii[25,468] := {453, 623} tii[25,469] := {562, 811} tii[25,470] := {1031, 1105} tii[25,471] := {763, 964} tii[25,472] := {332, 489} tii[25,473] := {309, 567} tii[25,474] := {631, 874} tii[25,475] := {887} tii[25,476] := {698, 844} tii[25,477] := {984} tii[25,478] := {452, 622} tii[25,479] := {960, 1080} tii[25,480] := {760, 968} tii[25,481] := {329} tii[25,482] := {428} tii[25,483] := {394} tii[25,484] := {524} tii[25,485] := {79, 649} tii[25,486] := {281} tii[25,487] := {684} tii[25,488] := {486} tii[25,489] := {121, 803} tii[25,490] := {654} tii[25,491] := {131, 519} tii[25,492] := {607} tii[25,493] := {799} tii[25,494] := {192, 687} tii[25,495] := {191, 444} tii[25,496] := {280, 758} tii[25,497] := {527} tii[25,498] := {177, 827} tii[25,499] := {271} tii[25,500] := {3, 326} tii[25,501] := {401} tii[25,502] := {621} tii[25,503] := {109, 766} tii[25,504] := {252, 947} tii[25,505] := {419} tii[25,506] := {11, 459} tii[25,507] := {779} tii[25,508] := {267, 470} tii[25,509] := {13, 222} tii[25,510] := {215, 590} tii[25,511] := {383} tii[25,512] := {541} tii[25,513] := {733} tii[25,514] := {355, 1016} tii[25,515] := {85, 696} tii[25,516] := {29, 158} tii[25,517] := {30, 340} tii[25,518] := {904} tii[25,519] := {425, 617} tii[25,520] := {547} tii[25,521] := {292, 509} tii[25,522] := {293, 749} tii[25,523] := {216, 354} tii[25,524] := {57, 435} tii[25,525] := {199, 393} tii[25,526] := {495, 756} tii[25,527] := {399, 822} tii[25,528] := {516} tii[25,529] := {7, 135} tii[25,530] := {843} tii[25,531] := {475, 942} tii[25,532] := {676} tii[25,533] := {318, 474} tii[25,534] := {20, 237} tii[25,535] := {19, 96} tii[25,536] := {43, 312} tii[25,537] := {529, 919} tii[25,538] := {5, 55} tii[25,539] := {626, 871} tii[25,540] := {16, 206} tii[25,541] := {56, 647} tii[25,542] := {395} tii[25,543] := {104} tii[25,544] := {28, 570} tii[25,545] := {100, 801} tii[25,546] := {282} tii[25,547] := {487} tii[25,548] := {193} tii[25,549] := {70, 385} tii[25,550] := {653} tii[25,551] := {102, 243} tii[25,552] := {320, 464} tii[25,553] := {168} tii[25,554] := {146, 812} tii[25,555] := {17, 461} tii[25,556] := {406} tii[25,557] := {161, 899} tii[25,558] := {606} tii[25,559] := {114, 558} tii[25,560] := {113, 322} tii[25,561] := {798} tii[25,562] := {375, 410} tii[25,563] := {411, 619} tii[25,564] := {295} tii[25,565] := {195, 356} tii[25,566] := {71, 160} tii[25,567] := {63, 225} tii[25,568] := {178, 630} tii[25,569] := {275, 303} tii[25,570] := {253, 492} tii[25,571] := {532, 708} tii[25,572] := {36, 105} tii[25,573] := {652} tii[25,574] := {23, 171} tii[25,575] := {263} tii[25,576] := {442, 604} tii[25,577] := {286} tii[25,578] := {24, 60} tii[25,579] := {605, 846} tii[25,580] := {246, 793} tii[25,581] := {414} tii[25,582] := {4, 343} tii[25,583] := {731} tii[25,584] := {47, 302} tii[25,585] := {46, 132} tii[25,586] := {90, 194} tii[25,587] := {797} tii[25,588] := {126, 245} tii[25,589] := {124, 307} tii[25,590] := {278, 753} tii[25,591] := {31, 159} tii[25,592] := {224, 358} tii[25,593] := {662, 821} tii[25,594] := {362, 628} tii[25,595] := {21, 80} tii[25,596] := {83, 368} tii[25,597] := {754, 963} tii[25,598] := {8, 33} tii[25,599] := {69, 205} tii[25,600] := {6, 41} tii[25,601] := {42, 255} tii[25,602] := {220} tii[25,603] := {187, 672} tii[25,604] := {842} tii[25,605] := {93, 186} tii[25,606] := {337} tii[25,607] := {227, 624} tii[25,608] := {306, 565} tii[25,609] := {25, 65} tii[25,610] := {784, 918} tii[25,611] := {122, 311} tii[25,612] := {81, 366} tii[25,613] := {277} tii[25,614] := {181} tii[25,615] := {360} tii[25,616] := {517} tii[25,617] := {212, 345} tii[25,618] := {84, 706} tii[25,619] := {285} tii[25,620] := {476} tii[25,621] := {677} tii[25,622] := {260, 290} tii[25,623] := {291, 485} tii[25,624] := {175, 197} tii[25,625] := {398, 586} tii[25,626] := {515} tii[25,627] := {52, 103} tii[25,628] := {18, 462} tii[25,629] := {184} tii[25,630] := {603} tii[25,631] := {316, 472} tii[25,632] := {473, 732} tii[25,633] := {675} tii[25,634] := {73, 88} tii[25,635] := {89, 196} tii[25,636] := {66, 242} tii[25,637] := {137, 249} tii[25,638] := {528, 707} tii[25,639] := {625, 869} tii[25,640] := {40, 49} tii[25,641] := {145, 256} tii[25,642] := {15, 22} tii[25,643] := {82, 164} tii[25,644] := {327} tii[25,645] := {155, 287} tii[25,646] := {110} tii[25,647] := {288, 542} tii[25,648] := {730} tii[25,649] := {457} tii[25,650] := {54, 119} tii[25,651] := {333, 488} tii[25,652] := {77, 162} tii[25,653] := {661, 820} tii[25,654] := {430, 694} tii[25,655] := {9, 34} tii[25,656] := {144, 254} tii[25,657] := {204, 436} tii[25,658] := {670} tii[25,659] := {579, 752} tii[25,660] := {229, 365} tii[25,661] := {230} tii[25,662] := {407} tii[25,663] := {45, 572} tii[25,664] := {120, 330} tii[25,665] := {0, 240} tii[25,666] := {185} tii[25,667] := {10, 98} tii[25,668] := {140, 251} tii[25,669] := {1, 27} tii[25,670] := {59} tii[25,671] := {38, 99} tii[25,672] := {2, 12} cell#140 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {868} tii[19,2] := {905, 906} tii[19,3] := {956} tii[19,4] := {726, 988} tii[19,5] := {939, 995} tii[19,6] := {979, 1003} tii[19,7] := {884, 1005} tii[19,8] := {938, 1007} tii[19,9] := {803} tii[19,10] := {872, 873} tii[19,11] := {176} tii[19,12] := {933} tii[19,13] := {705} tii[19,14] := {480} tii[19,15] := {613, 972} tii[19,16] := {786, 787} tii[19,17] := {315, 316} tii[19,18] := {903, 989} tii[19,19] := {461, 462} tii[19,20] := {968, 1000} tii[19,21] := {779} tii[19,22] := {679, 875} tii[19,23] := {674} tii[19,24] := {314, 546} tii[19,25] := {723, 912} tii[19,26] := {806, 1002} tii[19,27] := {567, 758} tii[19,28] := {460, 697} tii[19,29] := {850, 954} tii[19,30] := {882, 1006} tii[19,31] := {790, 913} tii[19,32] := {688, 844} tii[19,33] := {864, 955} tii[19,34] := {867} tii[19,35] := {558, 934} tii[19,36] := {825, 959} tii[19,37] := {922, 982} tii[19,38] := {778} tii[19,39] := {435, 874} tii[19,40] := {673} tii[19,41] := {138, 545} tii[19,42] := {734, 987} tii[19,43] := {722, 910} tii[19,44] := {236, 696} tii[19,45] := {566, 756} tii[19,46] := {821, 998} tii[19,47] := {849, 952} tii[19,48] := {562, 911} tii[19,49] := {611, 876} tii[19,50] := {500, 794} tii[19,51] := {450, 842} tii[19,52] := {660, 953} tii[19,53] := {752, 931} tii[19,54] := {857, 858} tii[19,55] := {618, 957} tii[19,56] := {717, 980} tii[19,57] := {564, 908} tii[19,58] := {452, 839} tii[19,59] := {662, 950} tii[19,60] := {523, 926} tii[19,61] := {207} tii[19,62] := {777} tii[19,63] := {828, 829} tii[19,64] := {557} tii[19,65] := {378, 379} tii[19,66] := {510, 511} tii[19,67] := {822} tii[19,68] := {727, 907} tii[19,69] := {725} tii[19,70] := {377, 603} tii[19,71] := {804, 940} tii[19,72] := {619, 810} tii[19,73] := {509, 747} tii[19,74] := {888, 973} tii[19,75] := {830, 941} tii[19,76] := {894, 974} tii[19,77] := {738, 887} tii[19,78] := {111} tii[19,79] := {594} tii[19,80] := {302} tii[19,81] := {216, 217} tii[19,82] := {676} tii[19,83] := {369} tii[19,84] := {677, 678} tii[19,85] := {489, 490} tii[19,86] := {341, 342} tii[19,87] := {634, 635} tii[19,88] := {417} tii[19,89] := {901} tii[19,90] := {64} tii[19,91] := {666} tii[19,92] := {785} tii[19,93] := {547} tii[19,94] := {43} tii[19,95] := {883, 975} tii[19,96] := {559, 789} tii[19,97] := {556} tii[19,98] := {215, 420} tii[19,99] := {827} tii[19,100] := {275, 718} tii[19,101] := {140, 141} tii[19,102] := {614, 958} tii[19,103] := {268} tii[19,104] := {607, 608} tii[19,105] := {610, 835} tii[19,106] := {72, 73} tii[19,107] := {691} tii[19,108] := {944, 993} tii[19,109] := {445, 643} tii[19,110] := {340, 580} tii[19,111] := {735, 890} tii[19,112] := {392, 848} tii[19,113] := {238, 239} tii[19,114] := {748, 749} tii[19,115] := {751, 899} tii[19,116] := {720, 721} tii[19,117] := {88, 212} tii[19,118] := {805, 961} tii[19,119] := {682, 836} tii[19,120] := {729, 976} tii[19,121] := {320} tii[19,122] := {54, 179} tii[19,123] := {709, 917} tii[19,124] := {846, 847} tii[19,125] := {569, 744} tii[19,126] := {772, 900} tii[19,127] := {232, 412} tii[19,128] := {816, 994} tii[19,129] := {624, 943} tii[19,130] := {162, 347} tii[19,131] := {889, 984} tii[19,132] := {252, 413} tii[19,133] := {947, 948} tii[19,134] := {544} tii[19,135] := {904} tii[19,136] := {434} tii[19,137] := {139, 305} tii[19,138] := {436, 680} tii[19,139] := {376, 823} tii[19,140] := {491, 732} tii[19,141] := {237, 457} tii[19,142] := {325, 518} tii[19,143] := {837, 945} tii[19,144] := {508, 921} tii[19,145] := {636, 819} tii[19,146] := {831, 996} tii[19,147] := {87, 211} tii[19,148] := {380, 683} tii[19,149] := {563, 733} tii[19,150] := {319} tii[19,151] := {484, 902} tii[19,152] := {885, 977} tii[19,153] := {53, 178} tii[19,154] := {895, 1004} tii[19,155] := {284, 570} tii[19,156] := {739, 978} tii[19,157] := {451, 628} tii[19,158] := {661, 820} tii[19,159] := {161, 346} tii[19,160] := {630, 967} tii[19,161] := {231, 407} tii[19,162] := {512, 773} tii[19,163] := {164, 355} tii[19,164] := {251, 408} tii[19,165] := {648, 649} tii[19,166] := {812, 999} tii[19,167] := {442, 617} tii[19,168] := {808, 997} tii[19,169] := {334, 504} tii[19,170] := {540, 716} tii[19,171] := {406, 654} tii[19,172] := {249, 400} tii[19,173] := {259} tii[19,174] := {596} tii[19,175] := {431, 432} tii[19,176] := {583, 584} tii[19,177] := {363} tii[19,178] := {112} tii[19,179] := {869} tii[19,180] := {706} tii[19,181] := {478} tii[19,182] := {370} tii[19,183] := {218, 219} tii[19,184] := {77} tii[19,185] := {494, 935} tii[19,186] := {553, 554} tii[19,187] := {826, 962} tii[19,188] := {784} tii[19,189] := {191, 668} tii[19,190] := {597} tii[19,191] := {343, 344} tii[19,192] := {122, 123} tii[19,193] := {698, 699} tii[19,194] := {923, 985} tii[19,195] := {687, 854} tii[19,196] := {286, 801} tii[19,197] := {671, 672} tii[19,198] := {143, 311} tii[19,199] := {441} tii[19,200] := {724, 936} tii[19,201] := {616, 963} tii[19,202] := {94, 263} tii[19,203] := {798, 799} tii[19,204] := {333, 538} tii[19,205] := {241, 465} tii[19,206] := {622, 878} tii[19,207] := {715, 986} tii[19,208] := {503, 919} tii[19,209] := {851, 971} tii[19,210] := {357, 539} tii[19,211] := {927, 928} tii[19,212] := {665} tii[19,213] := {260} tii[19,214] := {125} tii[19,215] := {595} tii[19,216] := {871} tii[19,217] := {555} tii[19,218] := {83, 419} tii[19,219] := {366} tii[19,220] := {318, 788} tii[19,221] := {609, 833} tii[19,222] := {429, 430} tii[19,223] := {274, 780} tii[19,224] := {187, 188} tii[19,225] := {157, 579} tii[19,226] := {444, 641} tii[19,227] := {481} tii[19,228] := {750, 897} tii[19,229] := {581, 582} tii[19,230] := {793, 924} tii[19,231] := {391, 881} tii[19,232] := {492, 791} tii[19,233] := {561} tii[19,234] := {265} tii[19,235] := {550, 551} tii[19,236] := {220, 428} tii[19,237] := {612, 877} tii[19,238] := {730, 990} tii[19,239] := {46, 309} tii[19,240] := {373, 870} tii[19,241] := {438} tii[19,242] := {440, 834} tii[19,243] := {226, 227} tii[19,244] := {449, 657} tii[19,245] := {387, 689} tii[19,246] := {838, 965} tii[19,247] := {27, 261} tii[19,248] := {694, 695} tii[19,249] := {817, 1001} tii[19,250] := {637, 865} tii[19,251] := {625, 966} tii[19,252] := {98, 463} tii[19,253] := {372} tii[19,254] := {154, 365} tii[19,255] := {501, 795} tii[19,256] := {506, 937} tii[19,257] := {345, 586} tii[19,258] := {753, 932} tii[19,259] := {330, 529} tii[19,260] := {332, 742} tii[19,261] := {537, 898} tii[19,262] := {762, 763} tii[19,263] := {350, 591} tii[19,264] := {168, 530} tii[19,265] := {244, 471} tii[19,266] := {473, 658} tii[19,267] := {859, 860} tii[19,268] := {711, 992} tii[19,269] := {381, 685} tii[19,270] := {322, 731} tii[19,271] := {426, 670} tii[19,272] := {710, 991} tii[19,273] := {230, 476} tii[19,274] := {621, 843} tii[19,275] := {285, 572} tii[19,276] := {234, 626} tii[19,277] := {578, 797} tii[19,278] := {513, 775} tii[19,279] := {416, 818} tii[19,280] := {293, 767} tii[19,281] := {652, 653} tii[19,282] := {589, 759} tii[19,283] := {766, 930} tii[19,284] := {202, 470} tii[19,285] := {167, 517} tii[19,286] := {534, 535} tii[19,287] := {783} tii[19,288] := {214, 667} tii[19,289] := {339, 800} tii[19,290] := {686, 852} tii[19,291] := {86, 427} tii[19,292] := {560} tii[19,293] := {307, 781} tii[19,294] := {684, 960} tii[19,295] := {736, 915} tii[19,296] := {160, 585} tii[19,297] := {52, 364} tii[19,298] := {455, 879} tii[19,299] := {448, 655} tii[19,300] := {774, 983} tii[19,301] := {571, 916} tii[19,302] := {250, 656} tii[19,303] := {349, 590} tii[19,304] := {650, 969} tii[19,305] := {443, 832} tii[19,306] := {209, 669} tii[19,307] := {629, 964} tii[19,308] := {89, 475} tii[19,309] := {335, 740} tii[19,310] := {620, 841} tii[19,311] := {337, 796} tii[19,312] := {541, 896} tii[19,313] := {405, 861} tii[19,314] := {352, 757} tii[19,315] := {398, 701} tii[19,316] := {248, 640} tii[19,317] := {524, 929} tii[19,318] := {295, 771} tii[19,319] := {505, 914} tii[19,320] := {351, 755} tii[19,321] := {134} tii[19,322] := {437} tii[19,323] := {276, 277} tii[19,324] := {110} tii[19,325] := {393, 394} tii[19,326] := {146, 147} tii[19,327] := {193, 375} tii[19,328] := {495} tii[19,329] := {129, 304} tii[19,330] := {389, 601} tii[19,331] := {288, 514} tii[19,332] := {403, 602} tii[19,333] := {303} tii[19,334] := {34} tii[19,335] := {175} tii[19,336] := {84, 85} tii[19,337] := {23} tii[19,338] := {675} tii[19,339] := {421} tii[19,340] := {487, 488} tii[19,341] := {186} tii[19,342] := {158, 159} tii[19,343] := {38, 39} tii[19,344] := {224, 225} tii[19,345] := {573} tii[19,346] := {632, 633} tii[19,347] := {615} tii[19,348] := {604, 605} tii[19,349] := {278, 486} tii[19,350] := {47, 137} tii[19,351] := {707, 909} tii[19,352] := {223} tii[19,353] := {306} tii[19,354] := {12} tii[19,355] := {280, 281} tii[19,356] := {502, 713} tii[19,357] := {156, 300} tii[19,358] := {28, 114} tii[19,359] := {745, 746} tii[19,360] := {99, 243} tii[19,361] := {809, 951} tii[19,362] := {20, 21} tii[19,363] := {598, 840} tii[19,364] := {198, 418} tii[19,365] := {395, 639} tii[19,366] := {454} tii[19,367] := {892, 893} tii[19,368] := {169, 301} tii[19,369] := {522, 714} tii[19,370] := {397, 647} tii[19,371] := {11, 36} tii[19,372] := {26, 82} tii[19,373] := {485, 719} tii[19,374] := {145} tii[19,375] := {56, 163} tii[19,376] := {283, 542} tii[19,377] := {14, 66} tii[19,378] := {708, 886} tii[19,379] := {631, 845} tii[19,380] := {97, 205} tii[19,381] := {813, 949} tii[19,382] := {646, 811} tii[19,383] := {60, 171} tii[19,384] := {105, 206} tii[19,385] := {5, 35} tii[19,386] := {63, 133} tii[19,387] := {177} tii[19,388] := {76} tii[19,389] := {479} tii[19,390] := {257} tii[19,391] := {264} tii[19,392] := {312, 313} tii[19,393] := {120, 121} tii[19,394] := {371} tii[19,395] := {323, 324} tii[19,396] := {458, 459} tii[19,397] := {422} tii[19,398] := {142, 310} tii[19,399] := {24} tii[19,400] := {439} tii[19,401] := {424, 425} tii[19,402] := {728} tii[19,403] := {192, 606} tii[19,404] := {181} tii[19,405] := {493, 792} tii[19,406] := {148, 149} tii[19,407] := {382, 383} tii[19,408] := {40, 41} tii[19,409] := {331, 531} tii[19,410] := {574} tii[19,411] := {623, 814} tii[19,412] := {93, 262} tii[19,413] := {576, 577} tii[19,414] := {240, 464} tii[19,415] := {287, 754} tii[19,416] := {128, 543} tii[19,417] := {388, 690} tii[19,418] := {638, 866} tii[19,419] := {271} tii[19,420] := {402, 815} tii[19,421] := {22, 70} tii[19,422] := {356, 532} tii[19,423] := {515, 761} tii[19,424] := {764, 765} tii[19,425] := {245, 472} tii[19,426] := {222} tii[19,427] := {48, 136} tii[19,428] := {374, 824} tii[19,429] := {279, 565} tii[19,430] := {308, 549} tii[19,431] := {115} tii[19,432] := {807, 942} tii[19,433] := {91, 92} tii[19,434] := {151, 362} tii[19,435] := {195, 664} tii[19,436] := {155, 298} tii[19,437] := {496, 497} tii[19,438] := {199, 453} tii[19,439] := {499, 743} tii[19,440] := {29, 113} tii[19,441] := {456, 693} tii[19,442] := {100, 242} tii[19,443] := {507, 920} tii[19,444] := {396, 663} tii[19,445] := {189} tii[19,446] := {102, 253} tii[19,447] := {30, 117} tii[19,448] := {599, 856} tii[19,449] := {527, 528} tii[19,450] := {469, 644} tii[19,451] := {651, 863} tii[19,452] := {521, 891} tii[19,453] := {712, 981} tii[19,454] := {131, 354} tii[19,455] := {170, 299} tii[19,456] := {17, 68} tii[19,457] := {165, 358} tii[19,458] := {410, 411} tii[19,459] := {108, 204} tii[19,460] := {61, 174} tii[19,461] := {210, 423} tii[19,462] := {90, 258} tii[19,463] := {282, 776} tii[19,464] := {386, 627} tii[19,465] := {338, 575} tii[19,466] := {645, 946} tii[19,467] := {353, 519} tii[19,468] := {201, 467} tii[19,469] := {32, 116} tii[19,470] := {525, 768} tii[19,471] := {296, 536} tii[19,472] := {173, 294} tii[19,473] := {190} tii[19,474] := {269, 270} tii[19,475] := {367} tii[19,476] := {44} tii[19,477] := {126, 552} tii[19,478] := {681} tii[19,479] := {326, 327} tii[19,480] := {74, 75} tii[19,481] := {482} tii[19,482] := {568, 769} tii[19,483] := {200, 700} tii[19,484] := {78, 477} tii[19,485] := {292, 770} tii[19,486] := {42, 119} tii[19,487] := {466, 703} tii[19,488] := {182} tii[19,489] := {273, 782} tii[19,490] := {25, 213} tii[19,491] := {321} tii[19,492] := {152, 153} tii[19,493] := {446, 447} tii[19,494] := {737, 918} tii[19,495] := {127, 593} tii[19,496] := {390, 880} tii[19,497] := {272} tii[19,498] := {55, 348} tii[19,499] := {233, 414} tii[19,500] := {13, 180} tii[19,501] := {58, 185} tii[19,502] := {516, 802} tii[19,503] := {246, 474} tii[19,504] := {166, 359} tii[19,505] := {401, 855} tii[19,506] := {104, 415} tii[19,507] := {600, 970} tii[19,508] := {6, 118} tii[19,509] := {62, 297} tii[19,510] := {106, 256} tii[19,511] := {135, 548} tii[19,512] := {49, 361} tii[19,513] := {498, 741} tii[19,514] := {328, 329} tii[19,515] := {194, 704} tii[19,516] := {235, 692} tii[19,517] := {520, 925} tii[19,518] := {289, 587} tii[19,519] := {247, 642} tii[19,520] := {16, 183} tii[19,521] := {101, 267} tii[19,522] := {399, 702} tii[19,523] := {404, 862} tii[19,524] := {132, 360} tii[19,525] := {203, 659} tii[19,526] := {107, 409} tii[19,527] := {150, 592} tii[19,528] := {468, 853} tii[19,529] := {31, 266} tii[19,530] := {172, 533} tii[19,531] := {65} tii[19,532] := {95, 96} tii[19,533] := {57, 144} tii[19,534] := {208} tii[19,535] := {4} tii[19,536] := {196, 197} tii[19,537] := {9, 10} tii[19,538] := {336} tii[19,539] := {79, 221} tii[19,540] := {291, 526} tii[19,541] := {3, 19} tii[19,542] := {0, 8} tii[19,543] := {67} tii[19,544] := {50, 51} tii[19,545] := {384, 385} tii[19,546] := {124} tii[19,547] := {15, 69} tii[19,548] := {130, 317} tii[19,549] := {483, 760} tii[19,550] := {103, 254} tii[19,551] := {33, 109} tii[19,552] := {1, 18} tii[19,553] := {228, 229} tii[19,554] := {59, 184} tii[19,555] := {80, 433} tii[19,556] := {290, 588} tii[19,557] := {81, 255} tii[19,558] := {7, 37} tii[19,559] := {45, 368} tii[19,560] := {2, 71} cell#141 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {868} tii[19,2] := {905, 906} tii[19,3] := {956} tii[19,4] := {726, 988} tii[19,5] := {939, 995} tii[19,6] := {979, 1003} tii[19,7] := {884, 1005} tii[19,8] := {938, 1007} tii[19,9] := {803} tii[19,10] := {872, 873} tii[19,11] := {176} tii[19,12] := {933} tii[19,13] := {705} tii[19,14] := {480} tii[19,15] := {613, 972} tii[19,16] := {786, 787} tii[19,17] := {315, 316} tii[19,18] := {903, 989} tii[19,19] := {461, 462} tii[19,20] := {968, 1000} tii[19,21] := {779} tii[19,22] := {679, 875} tii[19,23] := {674} tii[19,24] := {314, 546} tii[19,25] := {723, 912} tii[19,26] := {806, 1002} tii[19,27] := {567, 758} tii[19,28] := {460, 697} tii[19,29] := {850, 954} tii[19,30] := {882, 1006} tii[19,31] := {790, 913} tii[19,32] := {688, 844} tii[19,33] := {864, 955} tii[19,34] := {867} tii[19,35] := {558, 934} tii[19,36] := {825, 959} tii[19,37] := {922, 982} tii[19,38] := {778} tii[19,39] := {435, 874} tii[19,40] := {673} tii[19,41] := {138, 545} tii[19,42] := {734, 987} tii[19,43] := {722, 910} tii[19,44] := {236, 696} tii[19,45] := {566, 756} tii[19,46] := {821, 998} tii[19,47] := {849, 952} tii[19,48] := {562, 911} tii[19,49] := {611, 876} tii[19,50] := {500, 794} tii[19,51] := {450, 842} tii[19,52] := {660, 953} tii[19,53] := {752, 931} tii[19,54] := {857, 858} tii[19,55] := {618, 957} tii[19,56] := {717, 980} tii[19,57] := {564, 908} tii[19,58] := {452, 839} tii[19,59] := {662, 950} tii[19,60] := {523, 926} tii[19,61] := {207} tii[19,62] := {777} tii[19,63] := {828, 829} tii[19,64] := {557} tii[19,65] := {378, 379} tii[19,66] := {510, 511} tii[19,67] := {822} tii[19,68] := {727, 907} tii[19,69] := {725} tii[19,70] := {377, 603} tii[19,71] := {804, 940} tii[19,72] := {619, 810} tii[19,73] := {509, 747} tii[19,74] := {888, 973} tii[19,75] := {830, 941} tii[19,76] := {894, 974} tii[19,77] := {738, 887} tii[19,78] := {111} tii[19,79] := {594} tii[19,80] := {302} tii[19,81] := {216, 217} tii[19,82] := {676} tii[19,83] := {369} tii[19,84] := {677, 678} tii[19,85] := {489, 490} tii[19,86] := {341, 342} tii[19,87] := {634, 635} tii[19,88] := {417} tii[19,89] := {901} tii[19,90] := {64} tii[19,91] := {666} tii[19,92] := {785} tii[19,93] := {547} tii[19,94] := {43} tii[19,95] := {883, 975} tii[19,96] := {559, 789} tii[19,97] := {556} tii[19,98] := {215, 420} tii[19,99] := {827} tii[19,100] := {275, 718} tii[19,101] := {140, 141} tii[19,102] := {614, 958} tii[19,103] := {268} tii[19,104] := {607, 608} tii[19,105] := {610, 835} tii[19,106] := {72, 73} tii[19,107] := {691} tii[19,108] := {944, 993} tii[19,109] := {445, 643} tii[19,110] := {340, 580} tii[19,111] := {735, 890} tii[19,112] := {392, 848} tii[19,113] := {238, 239} tii[19,114] := {748, 749} tii[19,115] := {751, 899} tii[19,116] := {720, 721} tii[19,117] := {88, 212} tii[19,118] := {805, 961} tii[19,119] := {682, 836} tii[19,120] := {729, 976} tii[19,121] := {320} tii[19,122] := {54, 179} tii[19,123] := {709, 917} tii[19,124] := {846, 847} tii[19,125] := {569, 744} tii[19,126] := {772, 900} tii[19,127] := {232, 412} tii[19,128] := {816, 994} tii[19,129] := {624, 943} tii[19,130] := {162, 347} tii[19,131] := {889, 984} tii[19,132] := {252, 413} tii[19,133] := {947, 948} tii[19,134] := {544} tii[19,135] := {904} tii[19,136] := {434} tii[19,137] := {139, 305} tii[19,138] := {436, 680} tii[19,139] := {376, 823} tii[19,140] := {491, 732} tii[19,141] := {237, 457} tii[19,142] := {325, 518} tii[19,143] := {837, 945} tii[19,144] := {508, 921} tii[19,145] := {636, 819} tii[19,146] := {831, 996} tii[19,147] := {87, 211} tii[19,148] := {380, 683} tii[19,149] := {563, 733} tii[19,150] := {319} tii[19,151] := {484, 902} tii[19,152] := {885, 977} tii[19,153] := {53, 178} tii[19,154] := {895, 1004} tii[19,155] := {284, 570} tii[19,156] := {739, 978} tii[19,157] := {451, 628} tii[19,158] := {661, 820} tii[19,159] := {161, 346} tii[19,160] := {630, 967} tii[19,161] := {231, 407} tii[19,162] := {512, 773} tii[19,163] := {164, 355} tii[19,164] := {251, 408} tii[19,165] := {648, 649} tii[19,166] := {812, 999} tii[19,167] := {442, 617} tii[19,168] := {808, 997} tii[19,169] := {334, 504} tii[19,170] := {540, 716} tii[19,171] := {406, 654} tii[19,172] := {249, 400} tii[19,173] := {259} tii[19,174] := {596} tii[19,175] := {431, 432} tii[19,176] := {583, 584} tii[19,177] := {363} tii[19,178] := {112} tii[19,179] := {869} tii[19,180] := {706} tii[19,181] := {478} tii[19,182] := {370} tii[19,183] := {218, 219} tii[19,184] := {77} tii[19,185] := {494, 935} tii[19,186] := {553, 554} tii[19,187] := {826, 962} tii[19,188] := {784} tii[19,189] := {191, 668} tii[19,190] := {597} tii[19,191] := {343, 344} tii[19,192] := {122, 123} tii[19,193] := {698, 699} tii[19,194] := {923, 985} tii[19,195] := {687, 854} tii[19,196] := {286, 801} tii[19,197] := {671, 672} tii[19,198] := {143, 311} tii[19,199] := {441} tii[19,200] := {724, 936} tii[19,201] := {616, 963} tii[19,202] := {94, 263} tii[19,203] := {798, 799} tii[19,204] := {333, 538} tii[19,205] := {241, 465} tii[19,206] := {622, 878} tii[19,207] := {715, 986} tii[19,208] := {503, 919} tii[19,209] := {851, 971} tii[19,210] := {357, 539} tii[19,211] := {927, 928} tii[19,212] := {665} tii[19,213] := {260} tii[19,214] := {125} tii[19,215] := {595} tii[19,216] := {871} tii[19,217] := {555} tii[19,218] := {83, 419} tii[19,219] := {366} tii[19,220] := {318, 788} tii[19,221] := {609, 833} tii[19,222] := {429, 430} tii[19,223] := {274, 780} tii[19,224] := {187, 188} tii[19,225] := {157, 579} tii[19,226] := {444, 641} tii[19,227] := {481} tii[19,228] := {750, 897} tii[19,229] := {581, 582} tii[19,230] := {793, 924} tii[19,231] := {391, 881} tii[19,232] := {492, 791} tii[19,233] := {561} tii[19,234] := {265} tii[19,235] := {550, 551} tii[19,236] := {220, 428} tii[19,237] := {612, 877} tii[19,238] := {730, 990} tii[19,239] := {46, 309} tii[19,240] := {373, 870} tii[19,241] := {438} tii[19,242] := {440, 834} tii[19,243] := {226, 227} tii[19,244] := {449, 657} tii[19,245] := {387, 689} tii[19,246] := {838, 965} tii[19,247] := {27, 261} tii[19,248] := {694, 695} tii[19,249] := {817, 1001} tii[19,250] := {637, 865} tii[19,251] := {625, 966} tii[19,252] := {98, 463} tii[19,253] := {372} tii[19,254] := {154, 365} tii[19,255] := {501, 795} tii[19,256] := {506, 937} tii[19,257] := {345, 586} tii[19,258] := {753, 932} tii[19,259] := {330, 529} tii[19,260] := {332, 742} tii[19,261] := {537, 898} tii[19,262] := {762, 763} tii[19,263] := {350, 591} tii[19,264] := {168, 530} tii[19,265] := {244, 471} tii[19,266] := {473, 658} tii[19,267] := {859, 860} tii[19,268] := {711, 992} tii[19,269] := {381, 685} tii[19,270] := {322, 731} tii[19,271] := {426, 670} tii[19,272] := {710, 991} tii[19,273] := {230, 476} tii[19,274] := {621, 843} tii[19,275] := {285, 572} tii[19,276] := {234, 626} tii[19,277] := {578, 797} tii[19,278] := {513, 775} tii[19,279] := {416, 818} tii[19,280] := {293, 767} tii[19,281] := {652, 653} tii[19,282] := {589, 759} tii[19,283] := {766, 930} tii[19,284] := {202, 470} tii[19,285] := {167, 517} tii[19,286] := {534, 535} tii[19,287] := {783} tii[19,288] := {214, 667} tii[19,289] := {339, 800} tii[19,290] := {686, 852} tii[19,291] := {86, 427} tii[19,292] := {560} tii[19,293] := {307, 781} tii[19,294] := {684, 960} tii[19,295] := {736, 915} tii[19,296] := {160, 585} tii[19,297] := {52, 364} tii[19,298] := {455, 879} tii[19,299] := {448, 655} tii[19,300] := {774, 983} tii[19,301] := {571, 916} tii[19,302] := {250, 656} tii[19,303] := {349, 590} tii[19,304] := {650, 969} tii[19,305] := {443, 832} tii[19,306] := {209, 669} tii[19,307] := {629, 964} tii[19,308] := {89, 475} tii[19,309] := {335, 740} tii[19,310] := {620, 841} tii[19,311] := {337, 796} tii[19,312] := {541, 896} tii[19,313] := {405, 861} tii[19,314] := {352, 757} tii[19,315] := {398, 701} tii[19,316] := {248, 640} tii[19,317] := {524, 929} tii[19,318] := {295, 771} tii[19,319] := {505, 914} tii[19,320] := {351, 755} tii[19,321] := {134} tii[19,322] := {437} tii[19,323] := {276, 277} tii[19,324] := {110} tii[19,325] := {393, 394} tii[19,326] := {146, 147} tii[19,327] := {193, 375} tii[19,328] := {495} tii[19,329] := {129, 304} tii[19,330] := {389, 601} tii[19,331] := {288, 514} tii[19,332] := {403, 602} tii[19,333] := {303} tii[19,334] := {34} tii[19,335] := {175} tii[19,336] := {84, 85} tii[19,337] := {23} tii[19,338] := {675} tii[19,339] := {421} tii[19,340] := {487, 488} tii[19,341] := {186} tii[19,342] := {158, 159} tii[19,343] := {38, 39} tii[19,344] := {224, 225} tii[19,345] := {573} tii[19,346] := {632, 633} tii[19,347] := {615} tii[19,348] := {604, 605} tii[19,349] := {278, 486} tii[19,350] := {47, 137} tii[19,351] := {707, 909} tii[19,352] := {223} tii[19,353] := {306} tii[19,354] := {12} tii[19,355] := {280, 281} tii[19,356] := {502, 713} tii[19,357] := {156, 300} tii[19,358] := {28, 114} tii[19,359] := {745, 746} tii[19,360] := {99, 243} tii[19,361] := {809, 951} tii[19,362] := {20, 21} tii[19,363] := {598, 840} tii[19,364] := {198, 418} tii[19,365] := {395, 639} tii[19,366] := {454} tii[19,367] := {892, 893} tii[19,368] := {169, 301} tii[19,369] := {522, 714} tii[19,370] := {397, 647} tii[19,371] := {11, 36} tii[19,372] := {26, 82} tii[19,373] := {485, 719} tii[19,374] := {145} tii[19,375] := {56, 163} tii[19,376] := {283, 542} tii[19,377] := {14, 66} tii[19,378] := {708, 886} tii[19,379] := {631, 845} tii[19,380] := {97, 205} tii[19,381] := {813, 949} tii[19,382] := {646, 811} tii[19,383] := {60, 171} tii[19,384] := {105, 206} tii[19,385] := {5, 35} tii[19,386] := {63, 133} tii[19,387] := {177} tii[19,388] := {76} tii[19,389] := {479} tii[19,390] := {257} tii[19,391] := {264} tii[19,392] := {312, 313} tii[19,393] := {120, 121} tii[19,394] := {371} tii[19,395] := {323, 324} tii[19,396] := {458, 459} tii[19,397] := {422} tii[19,398] := {142, 310} tii[19,399] := {24} tii[19,400] := {439} tii[19,401] := {424, 425} tii[19,402] := {728} tii[19,403] := {192, 606} tii[19,404] := {181} tii[19,405] := {493, 792} tii[19,406] := {148, 149} tii[19,407] := {382, 383} tii[19,408] := {40, 41} tii[19,409] := {331, 531} tii[19,410] := {574} tii[19,411] := {623, 814} tii[19,412] := {93, 262} tii[19,413] := {576, 577} tii[19,414] := {240, 464} tii[19,415] := {287, 754} tii[19,416] := {128, 543} tii[19,417] := {388, 690} tii[19,418] := {638, 866} tii[19,419] := {271} tii[19,420] := {402, 815} tii[19,421] := {22, 70} tii[19,422] := {356, 532} tii[19,423] := {515, 761} tii[19,424] := {764, 765} tii[19,425] := {245, 472} tii[19,426] := {222} tii[19,427] := {48, 136} tii[19,428] := {374, 824} tii[19,429] := {279, 565} tii[19,430] := {308, 549} tii[19,431] := {115} tii[19,432] := {807, 942} tii[19,433] := {91, 92} tii[19,434] := {151, 362} tii[19,435] := {195, 664} tii[19,436] := {155, 298} tii[19,437] := {496, 497} tii[19,438] := {199, 453} tii[19,439] := {499, 743} tii[19,440] := {29, 113} tii[19,441] := {456, 693} tii[19,442] := {100, 242} tii[19,443] := {507, 920} tii[19,444] := {396, 663} tii[19,445] := {189} tii[19,446] := {102, 253} tii[19,447] := {30, 117} tii[19,448] := {599, 856} tii[19,449] := {527, 528} tii[19,450] := {469, 644} tii[19,451] := {651, 863} tii[19,452] := {521, 891} tii[19,453] := {712, 981} tii[19,454] := {131, 354} tii[19,455] := {170, 299} tii[19,456] := {17, 68} tii[19,457] := {165, 358} tii[19,458] := {410, 411} tii[19,459] := {108, 204} tii[19,460] := {61, 174} tii[19,461] := {210, 423} tii[19,462] := {90, 258} tii[19,463] := {282, 776} tii[19,464] := {386, 627} tii[19,465] := {338, 575} tii[19,466] := {645, 946} tii[19,467] := {353, 519} tii[19,468] := {201, 467} tii[19,469] := {32, 116} tii[19,470] := {525, 768} tii[19,471] := {296, 536} tii[19,472] := {173, 294} tii[19,473] := {190} tii[19,474] := {269, 270} tii[19,475] := {367} tii[19,476] := {44} tii[19,477] := {126, 552} tii[19,478] := {681} tii[19,479] := {326, 327} tii[19,480] := {74, 75} tii[19,481] := {482} tii[19,482] := {568, 769} tii[19,483] := {200, 700} tii[19,484] := {78, 477} tii[19,485] := {292, 770} tii[19,486] := {42, 119} tii[19,487] := {466, 703} tii[19,488] := {182} tii[19,489] := {273, 782} tii[19,490] := {25, 213} tii[19,491] := {321} tii[19,492] := {152, 153} tii[19,493] := {446, 447} tii[19,494] := {737, 918} tii[19,495] := {127, 593} tii[19,496] := {390, 880} tii[19,497] := {272} tii[19,498] := {55, 348} tii[19,499] := {233, 414} tii[19,500] := {13, 180} tii[19,501] := {58, 185} tii[19,502] := {516, 802} tii[19,503] := {246, 474} tii[19,504] := {166, 359} tii[19,505] := {401, 855} tii[19,506] := {104, 415} tii[19,507] := {600, 970} tii[19,508] := {6, 118} tii[19,509] := {62, 297} tii[19,510] := {106, 256} tii[19,511] := {135, 548} tii[19,512] := {49, 361} tii[19,513] := {498, 741} tii[19,514] := {328, 329} tii[19,515] := {194, 704} tii[19,516] := {235, 692} tii[19,517] := {520, 925} tii[19,518] := {289, 587} tii[19,519] := {247, 642} tii[19,520] := {16, 183} tii[19,521] := {101, 267} tii[19,522] := {399, 702} tii[19,523] := {404, 862} tii[19,524] := {132, 360} tii[19,525] := {203, 659} tii[19,526] := {107, 409} tii[19,527] := {150, 592} tii[19,528] := {468, 853} tii[19,529] := {31, 266} tii[19,530] := {172, 533} tii[19,531] := {65} tii[19,532] := {95, 96} tii[19,533] := {57, 144} tii[19,534] := {208} tii[19,535] := {4} tii[19,536] := {196, 197} tii[19,537] := {9, 10} tii[19,538] := {336} tii[19,539] := {79, 221} tii[19,540] := {291, 526} tii[19,541] := {3, 19} tii[19,542] := {0, 8} tii[19,543] := {67} tii[19,544] := {50, 51} tii[19,545] := {384, 385} tii[19,546] := {124} tii[19,547] := {15, 69} tii[19,548] := {130, 317} tii[19,549] := {483, 760} tii[19,550] := {103, 254} tii[19,551] := {33, 109} tii[19,552] := {1, 18} tii[19,553] := {228, 229} tii[19,554] := {59, 184} tii[19,555] := {80, 433} tii[19,556] := {290, 588} tii[19,557] := {81, 255} tii[19,558] := {7, 37} tii[19,559] := {45, 368} tii[19,560] := {2, 71} cell#142 , |C| = 420 special orbit = [3, 3, 3, 3, 3, 1, 1] special rep = [[1, 1, 1], [2, 2, 1]] , dim = 280 cell rep = phi[[1, 1, 1],[2, 2, 1]]+phi[[1, 1],[2, 2, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[11,1] := {358} tii[11,2] := {115, 399} tii[11,3] := {328} tii[11,4] := {262} tii[11,5] := {171, 416} tii[11,6] := {215, 419} tii[11,7] := {357} tii[11,8] := {329} tii[11,9] := {240, 395} tii[11,10] := {286, 410} tii[11,11] := {354} tii[11,12] := {342, 384} tii[11,13] := {146} tii[11,14] := {297} tii[11,15] := {205} tii[11,16] := {252} tii[11,17] := {176} tii[11,18] := {89, 380} tii[11,19] := {331} tii[11,20] := {226} tii[11,21] := {192} tii[11,22] := {139, 408} tii[11,23] := {68, 359} tii[11,24] := {21, 277} tii[11,25] := {242} tii[11,26] := {180, 417} tii[11,27] := {35, 321} tii[11,28] := {288} tii[11,29] := {298} tii[11,30] := {225} tii[11,31] := {86, 379} tii[11,32] := {268} tii[11,33] := {122, 403} tii[11,34] := {60, 372} tii[11,35] := {261} tii[11,36] := {170, 396} tii[11,37] := {276} tii[11,38] := {214, 411} tii[11,39] := {320} tii[11,40] := {293} tii[11,41] := {291} tii[11,42] := {140, 378} tii[11,43] := {273, 335} tii[11,44] := {104, 371} tii[11,45] := {333} tii[11,46] := {181, 402} tii[11,47] := {210, 388} tii[11,48] := {145} tii[11,49] := {90, 381} tii[11,50] := {31, 313} tii[11,51] := {296} tii[11,52] := {159} tii[11,53] := {204} tii[11,54] := {50, 351} tii[11,55] := {251} tii[11,56] := {112, 398} tii[11,57] := {263} tii[11,58] := {190} tii[11,59] := {152, 413} tii[11,60] := {80, 393} tii[11,61] := {230} tii[11,62] := {295} tii[11,63] := {129} tii[11,64] := {203, 376} tii[11,65] := {45, 345} tii[11,66] := {239} tii[11,67] := {250, 400} tii[11,68] := {70, 375} tii[11,69] := {285} tii[11,70] := {63, 352} tii[11,71] := {227} tii[11,72] := {142, 409} tii[11,73] := {325} tii[11,74] := {256} tii[11,75] := {158} tii[11,76] := {172, 353} tii[11,77] := {93, 382} tii[11,78] := {183, 418} tii[11,79] := {309, 362} tii[11,80] := {133, 341} tii[11,81] := {108, 407} tii[11,82] := {195} tii[11,83] := {299} tii[11,84] := {216, 383} tii[11,85] := {153, 414} tii[11,86] := {246, 365} tii[11,87] := {294} tii[11,88] := {189} tii[11,89] := {136, 415} tii[11,90] := {274, 336} tii[11,91] := {229} tii[11,92] := {245, 305} tii[11,93] := {275} tii[11,94] := {319} tii[11,95] := {290} tii[11,96] := {206, 377} tii[11,97] := {332} tii[11,98] := {253, 401} tii[11,99] := {164, 370} tii[11,100] := {282, 387} tii[11,101] := {257} tii[11,102] := {200, 390} tii[11,103] := {300} tii[11,104] := {315, 366} tii[11,105] := {116} tii[11,106] := {44} tii[11,107] := {69} tii[11,108] := {143} tii[11,109] := {184} tii[11,110] := {107} tii[11,111] := {160} tii[11,112] := {13, 241} tii[11,113] := {49, 330} tii[11,114] := {62} tii[11,115] := {23, 287} tii[11,116] := {92} tii[11,117] := {264} tii[11,118] := {175} tii[11,119] := {191} tii[11,120] := {65, 355} tii[11,121] := {84} tii[11,122] := {10, 207} tii[11,123] := {219} tii[11,124] := {231} tii[11,125] := {43, 343} tii[11,126] := {95, 385} tii[11,127] := {5, 165} tii[11,128] := {138} tii[11,129] := {120} tii[11,130] := {18, 254} tii[11,131] := {186} tii[11,132] := {27, 283} tii[11,133] := {224} tii[11,134] := {85, 327} tii[11,135] := {168} tii[11,136] := {59, 311} tii[11,137] := {121, 364} tii[11,138] := {267} tii[11,139] := {147, 339} tii[11,140] := {53, 281} tii[11,141] := {82} tii[11,142] := {102} tii[11,143] := {32, 312} tii[11,144] := {118} tii[11,145] := {51, 350} tii[11,146] := {109} tii[11,147] := {46, 323} tii[11,148] := {111, 397} tii[11,149] := {16, 243} tii[11,150] := {193} tii[11,151] := {208} tii[11,152] := {128} tii[11,153] := {149} tii[11,154] := {71, 360} tii[11,155] := {151, 412} tii[11,156] := {255} tii[11,157] := {28, 289} tii[11,158] := {81, 392} tii[11,159] := {169} tii[11,160] := {9, 198} tii[11,161] := {162} tii[11,162] := {220} tii[11,163] := {123, 404} tii[11,164] := {39, 318} tii[11,165] := {260} tii[11,166] := {259} tii[11,167] := {110, 356} tii[11,168] := {127} tii[11,169] := {157} tii[11,170] := {33, 292} tii[11,171] := {238, 303} tii[11,172] := {106, 406} tii[11,173] := {12, 237} tii[11,174] := {202} tii[11,175] := {79, 344} tii[11,176] := {302} tii[11,177] := {161} tii[11,178] := {194} tii[11,179] := {150, 386} tii[11,180] := {52, 334} tii[11,181] := {232} tii[11,182] := {177, 368} tii[11,183] := {96, 389} tii[11,184] := {48, 348} tii[11,185] := {209, 269} tii[11,186] := {74, 317} tii[11,187] := {148, 340} tii[11,188] := {188} tii[11,189] := {134, 391} tii[11,190] := {236} tii[11,191] := {228} tii[11,192] := {97, 347} tii[11,193] := {244, 304} tii[11,194] := {61} tii[11,195] := {91} tii[11,196] := {26, 278} tii[11,197] := {83} tii[11,198] := {174} tii[11,199] := {40, 322} tii[11,200] := {15, 234} tii[11,201] := {119} tii[11,202] := {218} tii[11,203] := {137} tii[11,204] := {55, 349} tii[11,205] := {185} tii[11,206] := {47, 324} tii[11,207] := {223} tii[11,208] := {100} tii[11,209] := {141, 326} tii[11,210] := {19, 272} tii[11,211] := {167} tii[11,212] := {72, 361} tii[11,213] := {105, 310} tii[11,214] := {266} tii[11,215] := {130} tii[11,216] := {182, 363} tii[11,217] := {124, 405} tii[11,218] := {66, 374} tii[11,219] := {196} tii[11,220] := {211, 338} tii[11,221] := {98, 280} tii[11,222] := {179, 306} tii[11,223] := {77} tii[11,224] := {222} tii[11,225] := {166, 369} tii[11,226] := {30, 308} tii[11,227] := {199} tii[11,228] := {265} tii[11,229] := {103} tii[11,230] := {88, 394} tii[11,231] := {125, 314} tii[11,232] := {279, 337} tii[11,233] := {163} tii[11,234] := {212, 270} tii[11,235] := {235} tii[11,236] := {155, 346} tii[11,237] := {38} tii[11,238] := {56} tii[11,239] := {24} tii[11,240] := {76} tii[11,241] := {64} tii[11,242] := {6, 173} tii[11,243] := {29} tii[11,244] := {3, 135} tii[11,245] := {94} tii[11,246] := {11, 217} tii[11,247] := {154} tii[11,248] := {87} tii[11,249] := {17, 247} tii[11,250] := {1, 126} tii[11,251] := {25, 213} tii[11,252] := {101} tii[11,253] := {22, 258} tii[11,254] := {7, 201} tii[11,255] := {42} tii[11,256] := {131} tii[11,257] := {36, 301} tii[11,258] := {114} tii[11,259] := {34, 316} tii[11,260] := {2, 156} tii[11,261] := {197} tii[11,262] := {73, 367} tii[11,263] := {117, 307} tii[11,264] := {37, 249} tii[11,265] := {57} tii[11,266] := {58} tii[11,267] := {20, 271} tii[11,268] := {78} tii[11,269] := {67, 373} tii[11,270] := {4, 187} tii[11,271] := {144} tii[11,272] := {132} tii[11,273] := {178, 233} tii[11,274] := {54, 284} tii[11,275] := {41} tii[11,276] := {8, 221} tii[11,277] := {113} tii[11,278] := {75, 248} tii[11,279] := {14} tii[11,280] := {0, 99} cell#143 , |C| = 105 special orbit = [9, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[4], [1, 1, 1, 1]] , dim = 70 cell rep = phi[[4],[1, 1, 1, 1]]+phi[[],[5, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 35*X+35*X^2 TII subcells: tii[42,1] := {101} tii[42,2] := {85} tii[42,3] := {96} tii[42,4] := {86} tii[42,5] := {97, 98} tii[42,6] := {80} tii[42,7] := {88} tii[42,8] := {81} tii[42,9] := {92, 93} tii[42,10] := {102} tii[42,11] := {87} tii[42,12] := {99, 100} tii[42,13] := {82} tii[42,14] := {94, 95} tii[42,15] := {103, 104} tii[42,16] := {60} tii[42,17] := {68} tii[42,18] := {61} tii[42,19] := {76, 77} tii[42,20] := {89} tii[42,21] := {67} tii[42,22] := {83, 84} tii[42,23] := {62} tii[42,24] := {78, 79} tii[42,25] := {90, 91} tii[42,26] := {70} tii[42,27] := {46} tii[42,28] := {65, 66} tii[42,29] := {42} tii[42,30] := {58, 59} tii[42,31] := {74, 75} tii[42,32] := {24} tii[42,33] := {37, 38} tii[42,34] := {52, 53} tii[42,35] := {34, 71} tii[42,36] := {39} tii[42,37] := {47} tii[42,38] := {40} tii[42,39] := {54, 55} tii[42,40] := {69} tii[42,41] := {45} tii[42,42] := {63, 64} tii[42,43] := {41} tii[42,44] := {56, 57} tii[42,45] := {72, 73} tii[42,46] := {48} tii[42,47] := {27} tii[42,48] := {43, 44} tii[42,49] := {23} tii[42,50] := {35, 36} tii[42,51] := {50, 51} tii[42,52] := {12} tii[42,53] := {21, 22} tii[42,54] := {32, 33} tii[42,55] := {18, 49} tii[42,56] := {28} tii[42,57] := {14} tii[42,58] := {25, 26} tii[42,59] := {11} tii[42,60] := {19, 20} tii[42,61] := {30, 31} tii[42,62] := {5} tii[42,63] := {9, 10} tii[42,64] := {16, 17} tii[42,65] := {8, 29} tii[42,66] := {1} tii[42,67] := {3, 4} tii[42,68] := {6, 7} tii[42,69] := {2, 15} tii[42,70] := {0, 13} cell#144 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {205} tii[32,2] := {285} tii[32,3] := {295, 337} tii[32,4] := {330, 353} tii[32,5] := {186} tii[32,6] := {252} tii[32,7] := {134} tii[32,8] := {167} tii[32,9] := {279, 325} tii[32,10] := {135, 233} tii[32,11] := {312, 351} tii[32,12] := {290} tii[32,13] := {258} tii[32,14] := {296, 346} tii[32,15] := {207, 308} tii[32,16] := {331, 364} tii[32,17] := {280, 357} tii[32,18] := {236, 341} tii[32,19] := {313, 372} tii[32,20] := {335, 377} tii[32,21] := {137} tii[32,22] := {210} tii[32,23] := {92} tii[32,24] := {122} tii[32,25] := {239, 299} tii[32,26] := {93, 184} tii[32,27] := {283, 334} tii[32,28] := {54} tii[32,29] := {254} tii[32,30] := {216} tii[32,31] := {83} tii[32,32] := {259, 324} tii[32,33] := {157, 271} tii[32,34] := {55, 132} tii[32,35] := {309, 350} tii[32,36] := {127} tii[32,37] := {240, 344} tii[32,38] := {190, 319} tii[32,39] := {78, 181} tii[32,40] := {284, 362} tii[32,41] := {56, 223} tii[32,42] := {311, 369} tii[32,43] := {289} tii[32,44] := {257} tii[32,45] := {219, 345} tii[32,46] := {208, 307} tii[32,47] := {274, 363} tii[32,48] := {217} tii[32,49] := {195, 356} tii[32,50] := {142, 340} tii[32,51] := {160, 272} tii[32,52] := {246, 371} tii[32,53] := {113, 302} tii[32,54] := {282, 376} tii[32,55] := {146, 366} tii[32,56] := {100, 354} tii[32,57] := {201, 378} tii[32,58] := {61, 338} tii[32,59] := {242, 381} tii[32,60] := {277, 383} tii[32,61] := {95} tii[32,62] := {163} tii[32,63] := {58} tii[32,64] := {84} tii[32,65] := {193, 260} tii[32,66] := {59, 133} tii[32,67] := {244, 310} tii[32,68] := {212} tii[32,69] := {28} tii[32,70] := {170} tii[32,71] := {52} tii[32,72] := {218, 298} tii[32,73] := {114, 227} tii[32,74] := {29, 88} tii[32,75] := {273, 333} tii[32,76] := {86} tii[32,77] := {194, 322} tii[32,78] := {141, 292} tii[32,79] := {50, 131} tii[32,80] := {245, 348} tii[32,81] := {30, 177} tii[32,82] := {281, 359} tii[32,83] := {21} tii[32,84] := {253} tii[32,85] := {38} tii[32,86] := {215} tii[32,87] := {172, 323} tii[32,88] := {22, 75} tii[32,89] := {158, 270} tii[32,90] := {229, 349} tii[32,91] := {171} tii[32,92] := {71} tii[32,93] := {145, 343} tii[32,94] := {99, 318} tii[32,95] := {118, 228} tii[32,96] := {35, 111} tii[32,97] := {200, 361} tii[32,98] := {76, 263} tii[32,99] := {23, 150} tii[32,100] := {241, 368} tii[32,101] := {104} tii[32,102] := {103, 355} tii[32,103] := {67, 153} tii[32,104] := {66, 339} tii[32,105] := {152, 370} tii[32,106] := {32, 316} tii[32,107] := {33, 198} tii[32,108] := {197, 375} tii[32,109] := {25, 238} tii[32,110] := {237, 380} tii[32,111] := {211} tii[32,112] := {169} tii[32,113] := {125, 297} tii[32,114] := {115, 226} tii[32,115] := {179, 332} tii[32,116] := {124} tii[32,117] := {102, 321} tii[32,118] := {65, 291} tii[32,119] := {80, 178} tii[32,120] := {151, 347} tii[32,121] := {48, 221} tii[32,122] := {196, 358} tii[32,123] := {85} tii[32,124] := {69, 342} tii[32,125] := {51, 130} tii[32,126] := {36, 317} tii[32,127] := {109, 360} tii[32,128] := {15, 288} tii[32,129] := {26, 176} tii[32,130] := {148, 367} tii[32,131] := {14, 213} tii[32,132] := {191, 374} tii[32,133] := {39, 352} tii[32,134] := {18, 336} tii[32,135] := {72, 365} tii[32,136] := {6, 314} tii[32,137] := {106, 373} tii[32,138] := {3, 286} tii[32,139] := {143, 379} tii[32,140] := {165, 382} tii[32,141] := {155} tii[32,142] := {204} tii[32,143] := {156, 249} tii[32,144] := {89} tii[32,145] := {248} tii[32,146] := {121} tii[32,147] := {206, 287} tii[32,148] := {90, 183} tii[32,149] := {174} tii[32,150] := {250, 315} tii[32,151] := {116, 231} tii[32,152] := {91, 265} tii[32,153] := {43} tii[32,154] := {214} tii[32,155] := {68} tii[32,156] := {187, 276} tii[32,157] := {44, 112} tii[32,158] := {105} tii[32,159] := {220} tii[32,160] := {235, 306} tii[32,161] := {159, 275} tii[32,162] := {64, 154} tii[32,163] := {45, 199} tii[32,164] := {136, 303} tii[32,165] := {147} tii[32,166] := {251, 329} tii[32,167] := {101, 202} tii[32,168] := {188, 327} tii[32,169] := {62, 243} tii[32,170] := {47, 278} tii[32,171] := {8} tii[32,172] := {168} tii[32,173] := {20} tii[32,174] := {138, 234} tii[32,175] := {9, 42} tii[32,176] := {41} tii[32,177] := {175} tii[32,178] := {189, 269} tii[32,179] := {117, 232} tii[32,180] := {17, 74} tii[32,181] := {10, 108} tii[32,182] := {94, 266} tii[32,183] := {70} tii[32,184] := {173} tii[32,185] := {37, 110} tii[32,186] := {209, 305} tii[32,187] := {119, 230} tii[32,188] := {16, 149} tii[32,189] := {139, 301} tii[32,190] := {77, 264} tii[32,191] := {12, 192} tii[32,192] := {57, 294} tii[32,193] := {40} tii[32,194] := {162, 328} tii[32,195] := {19, 73} tii[32,196] := {7, 107} tii[32,197] := {98, 326} tii[32,198] := {46, 320} tii[32,199] := {4, 144} tii[32,200] := {1, 166} tii[32,201] := {123} tii[32,202] := {96, 185} tii[32,203] := {128} tii[32,204] := {140, 225} tii[32,205] := {79, 182} tii[32,206] := {60, 224} tii[32,207] := {126} tii[32,208] := {161, 268} tii[32,209] := {81, 180} tii[32,210] := {97, 262} tii[32,211] := {49, 222} tii[32,212] := {31, 256} tii[32,213] := {53} tii[32,214] := {120, 304} tii[32,215] := {27, 87} tii[32,216] := {13, 129} tii[32,217] := {63, 300} tii[32,218] := {24, 293} tii[32,219] := {5, 164} tii[32,220] := {2, 203} tii[32,221] := {82, 267} tii[32,222] := {34, 261} tii[32,223] := {11, 255} tii[32,224] := {0, 247} cell#145 , |C| = 105 special orbit = [9, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[4], [1, 1, 1, 1]] , dim = 70 cell rep = phi[[4],[1, 1, 1, 1]]+phi[[],[5, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 35*X+35*X^2 TII subcells: tii[42,1] := {101} tii[42,2] := {85} tii[42,3] := {96} tii[42,4] := {86} tii[42,5] := {97, 98} tii[42,6] := {80} tii[42,7] := {88} tii[42,8] := {81} tii[42,9] := {92, 93} tii[42,10] := {102} tii[42,11] := {87} tii[42,12] := {99, 100} tii[42,13] := {82} tii[42,14] := {94, 95} tii[42,15] := {103, 104} tii[42,16] := {60} tii[42,17] := {68} tii[42,18] := {61} tii[42,19] := {76, 77} tii[42,20] := {89} tii[42,21] := {67} tii[42,22] := {83, 84} tii[42,23] := {62} tii[42,24] := {78, 79} tii[42,25] := {90, 91} tii[42,26] := {70} tii[42,27] := {46} tii[42,28] := {65, 66} tii[42,29] := {42} tii[42,30] := {58, 59} tii[42,31] := {74, 75} tii[42,32] := {24} tii[42,33] := {37, 38} tii[42,34] := {52, 53} tii[42,35] := {34, 71} tii[42,36] := {39} tii[42,37] := {47} tii[42,38] := {40} tii[42,39] := {54, 55} tii[42,40] := {69} tii[42,41] := {45} tii[42,42] := {63, 64} tii[42,43] := {41} tii[42,44] := {56, 57} tii[42,45] := {72, 73} tii[42,46] := {48} tii[42,47] := {27} tii[42,48] := {43, 44} tii[42,49] := {23} tii[42,50] := {35, 36} tii[42,51] := {50, 51} tii[42,52] := {12} tii[42,53] := {21, 22} tii[42,54] := {32, 33} tii[42,55] := {18, 49} tii[42,56] := {28} tii[42,57] := {14} tii[42,58] := {25, 26} tii[42,59] := {11} tii[42,60] := {19, 20} tii[42,61] := {30, 31} tii[42,62] := {5} tii[42,63] := {9, 10} tii[42,64] := {16, 17} tii[42,65] := {8, 29} tii[42,66] := {1} tii[42,67] := {3, 4} tii[42,68] := {6, 7} tii[42,69] := {2, 15} tii[42,70] := {0, 13} cell#146 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {205} tii[32,2] := {285} tii[32,3] := {295, 337} tii[32,4] := {330, 353} tii[32,5] := {186} tii[32,6] := {252} tii[32,7] := {134} tii[32,8] := {167} tii[32,9] := {279, 325} tii[32,10] := {135, 233} tii[32,11] := {312, 351} tii[32,12] := {290} tii[32,13] := {258} tii[32,14] := {296, 346} tii[32,15] := {207, 308} tii[32,16] := {331, 364} tii[32,17] := {280, 357} tii[32,18] := {236, 341} tii[32,19] := {313, 372} tii[32,20] := {335, 377} tii[32,21] := {137} tii[32,22] := {210} tii[32,23] := {92} tii[32,24] := {122} tii[32,25] := {239, 299} tii[32,26] := {93, 184} tii[32,27] := {283, 334} tii[32,28] := {54} tii[32,29] := {254} tii[32,30] := {216} tii[32,31] := {83} tii[32,32] := {259, 324} tii[32,33] := {157, 271} tii[32,34] := {55, 132} tii[32,35] := {309, 350} tii[32,36] := {127} tii[32,37] := {240, 344} tii[32,38] := {190, 319} tii[32,39] := {78, 181} tii[32,40] := {284, 362} tii[32,41] := {56, 223} tii[32,42] := {311, 369} tii[32,43] := {289} tii[32,44] := {257} tii[32,45] := {219, 345} tii[32,46] := {208, 307} tii[32,47] := {274, 363} tii[32,48] := {217} tii[32,49] := {195, 356} tii[32,50] := {142, 340} tii[32,51] := {160, 272} tii[32,52] := {246, 371} tii[32,53] := {113, 302} tii[32,54] := {282, 376} tii[32,55] := {146, 366} tii[32,56] := {100, 354} tii[32,57] := {201, 378} tii[32,58] := {61, 338} tii[32,59] := {242, 381} tii[32,60] := {277, 383} tii[32,61] := {95} tii[32,62] := {163} tii[32,63] := {58} tii[32,64] := {84} tii[32,65] := {193, 260} tii[32,66] := {59, 133} tii[32,67] := {244, 310} tii[32,68] := {212} tii[32,69] := {28} tii[32,70] := {170} tii[32,71] := {52} tii[32,72] := {218, 298} tii[32,73] := {114, 227} tii[32,74] := {29, 88} tii[32,75] := {273, 333} tii[32,76] := {86} tii[32,77] := {194, 322} tii[32,78] := {141, 292} tii[32,79] := {50, 131} tii[32,80] := {245, 348} tii[32,81] := {30, 177} tii[32,82] := {281, 359} tii[32,83] := {21} tii[32,84] := {253} tii[32,85] := {38} tii[32,86] := {215} tii[32,87] := {172, 323} tii[32,88] := {22, 75} tii[32,89] := {158, 270} tii[32,90] := {229, 349} tii[32,91] := {171} tii[32,92] := {71} tii[32,93] := {145, 343} tii[32,94] := {99, 318} tii[32,95] := {118, 228} tii[32,96] := {35, 111} tii[32,97] := {200, 361} tii[32,98] := {76, 263} tii[32,99] := {23, 150} tii[32,100] := {241, 368} tii[32,101] := {104} tii[32,102] := {103, 355} tii[32,103] := {67, 153} tii[32,104] := {66, 339} tii[32,105] := {152, 370} tii[32,106] := {32, 316} tii[32,107] := {33, 198} tii[32,108] := {197, 375} tii[32,109] := {25, 238} tii[32,110] := {237, 380} tii[32,111] := {211} tii[32,112] := {169} tii[32,113] := {125, 297} tii[32,114] := {115, 226} tii[32,115] := {179, 332} tii[32,116] := {124} tii[32,117] := {102, 321} tii[32,118] := {65, 291} tii[32,119] := {80, 178} tii[32,120] := {151, 347} tii[32,121] := {48, 221} tii[32,122] := {196, 358} tii[32,123] := {85} tii[32,124] := {69, 342} tii[32,125] := {51, 130} tii[32,126] := {36, 317} tii[32,127] := {109, 360} tii[32,128] := {15, 288} tii[32,129] := {26, 176} tii[32,130] := {148, 367} tii[32,131] := {14, 213} tii[32,132] := {191, 374} tii[32,133] := {39, 352} tii[32,134] := {18, 336} tii[32,135] := {72, 365} tii[32,136] := {6, 314} tii[32,137] := {106, 373} tii[32,138] := {3, 286} tii[32,139] := {143, 379} tii[32,140] := {165, 382} tii[32,141] := {155} tii[32,142] := {204} tii[32,143] := {156, 249} tii[32,144] := {89} tii[32,145] := {248} tii[32,146] := {121} tii[32,147] := {206, 287} tii[32,148] := {90, 183} tii[32,149] := {174} tii[32,150] := {250, 315} tii[32,151] := {116, 231} tii[32,152] := {91, 265} tii[32,153] := {43} tii[32,154] := {214} tii[32,155] := {68} tii[32,156] := {187, 276} tii[32,157] := {44, 112} tii[32,158] := {105} tii[32,159] := {220} tii[32,160] := {235, 306} tii[32,161] := {159, 275} tii[32,162] := {64, 154} tii[32,163] := {45, 199} tii[32,164] := {136, 303} tii[32,165] := {147} tii[32,166] := {251, 329} tii[32,167] := {101, 202} tii[32,168] := {188, 327} tii[32,169] := {62, 243} tii[32,170] := {47, 278} tii[32,171] := {8} tii[32,172] := {168} tii[32,173] := {20} tii[32,174] := {138, 234} tii[32,175] := {9, 42} tii[32,176] := {41} tii[32,177] := {175} tii[32,178] := {189, 269} tii[32,179] := {117, 232} tii[32,180] := {17, 74} tii[32,181] := {10, 108} tii[32,182] := {94, 266} tii[32,183] := {70} tii[32,184] := {173} tii[32,185] := {37, 110} tii[32,186] := {209, 305} tii[32,187] := {119, 230} tii[32,188] := {16, 149} tii[32,189] := {139, 301} tii[32,190] := {77, 264} tii[32,191] := {12, 192} tii[32,192] := {57, 294} tii[32,193] := {40} tii[32,194] := {162, 328} tii[32,195] := {19, 73} tii[32,196] := {7, 107} tii[32,197] := {98, 326} tii[32,198] := {46, 320} tii[32,199] := {4, 144} tii[32,200] := {1, 166} tii[32,201] := {123} tii[32,202] := {96, 185} tii[32,203] := {128} tii[32,204] := {140, 225} tii[32,205] := {79, 182} tii[32,206] := {60, 224} tii[32,207] := {126} tii[32,208] := {161, 268} tii[32,209] := {81, 180} tii[32,210] := {97, 262} tii[32,211] := {49, 222} tii[32,212] := {31, 256} tii[32,213] := {53} tii[32,214] := {120, 304} tii[32,215] := {27, 87} tii[32,216] := {13, 129} tii[32,217] := {63, 300} tii[32,218] := {24, 293} tii[32,219] := {5, 164} tii[32,220] := {2, 203} tii[32,221] := {82, 267} tii[32,222] := {34, 261} tii[32,223] := {11, 255} tii[32,224] := {0, 247} cell#147 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {613} tii[25,2] := {732} tii[25,3] := {186, 870} tii[25,4] := {706} tii[25,5] := {457} tii[25,6] := {816} tii[25,7] := {351, 1003} tii[25,8] := {483, 1061} tii[25,9] := {331, 869} tii[25,10] := {794} tii[25,11] := {642} tii[25,12] := {889} tii[25,13] := {341, 723} tii[25,14] := {532, 1002} tii[25,15] := {473, 849} tii[25,16] := {670, 1060} tii[25,17] := {867} tii[25,18] := {955} tii[25,19] := {797} tii[25,20] := {708, 1000} tii[25,21] := {696, 908} tii[25,22] := {834, 1058} tii[25,23] := {997} tii[25,24] := {939, 1055} tii[25,25] := {609} tii[25,26] := {256, 937} tii[25,27] := {892} tii[25,28] := {361} tii[25,29] := {440, 1045} tii[25,30] := {578, 1086} tii[25,31] := {418, 788} tii[25,32] := {231, 989} tii[25,33] := {705} tii[25,34] := {548} tii[25,35] := {279} tii[25,36] := {111, 882} tii[25,37] := {960} tii[25,38] := {260, 626} tii[25,39] := {632, 946} tii[25,40] := {406, 1072} tii[25,41] := {178, 978} tii[25,42] := {379, 761} tii[25,43] := {766, 1023} tii[25,44] := {506, 1103} tii[25,45] := {311, 1032} tii[25,46] := {787} tii[25,47] := {360} tii[25,48] := {235, 994} tii[25,49] := {129, 437} tii[25,50] := {1008} tii[25,51] := {707} tii[25,52] := {798, 945} tii[25,53] := {500, 1093} tii[25,54] := {326, 1052} tii[25,55] := {159, 932} tii[25,56] := {215, 575} tii[25,57] := {601, 833} tii[25,58] := {909, 1022} tii[25,59] := {600, 1113} tii[25,60] := {434} tii[25,61] := {594, 1106} tii[25,62] := {1040} tii[25,63] := {495, 1090} tii[25,64] := {337, 572} tii[25,65] := {993, 1081} tii[25,66] := {692, 1117} tii[25,67] := {779, 1118} tii[25,68] := {508, 868} tii[25,69] := {793} tii[25,70] := {1010} tii[25,71] := {641} tii[25,72] := {340, 722} tii[25,73] := {726, 1001} tii[25,74] := {472, 848} tii[25,75] := {851, 1059} tii[25,76] := {493, 934} tii[25,77] := {866} tii[25,78] := {549} tii[25,79] := {404, 873} tii[25,80] := {1048} tii[25,81] := {796} tii[25,82] := {875, 999} tii[25,83] := {261, 627} tii[25,84] := {689, 1042} tii[25,85] := {504, 969} tii[25,86] := {309, 784} tii[25,87] := {695, 907} tii[25,88] := {971, 1057} tii[25,89] := {380, 763} tii[25,90] := {782, 1083} tii[25,91] := {622} tii[25,92] := {237, 713} tii[25,93] := {777, 1067} tii[25,94] := {1070} tii[25,95] := {161, 606} tii[25,96] := {686, 1033} tii[25,97] := {516, 757} tii[25,98] := {1036, 1101} tii[25,99] := {328, 839} tii[25,100] := {862, 1098} tii[25,101] := {410, 893} tii[25,102] := {930, 1107} tii[25,103] := {933} tii[25,104] := {1074} tii[25,105] := {872} tii[25,106] := {941, 1041} tii[25,107] := {783, 968} tii[25,108] := {1018, 1082} tii[25,109] := {799} tii[25,110] := {928, 1068} tii[25,111] := {1092} tii[25,112] := {857, 1034} tii[25,113] := {1066, 1112} tii[25,114] := {697, 911} tii[25,115] := {987, 1099} tii[25,116] := {683, 957} tii[25,117] := {1031, 1108} tii[25,118] := {1105} tii[25,119] := {1089, 1116} tii[25,120] := {1088, 1119} tii[25,121] := {124} tii[25,122] := {363} tii[25,123] := {272} tii[25,124] := {391} tii[25,125] := {185} tii[25,126] := {123, 789} tii[25,127] := {201} tii[25,128] := {456} tii[25,129] := {362} tii[25,130] := {350} tii[25,131] := {271, 947} tii[25,132] := {42, 631} tii[25,133] := {303} tii[25,134] := {482} tii[25,135] := {390, 1024} tii[25,136] := {95, 768} tii[25,137] := {253} tii[25,138] := {184, 700} tii[25,139] := {547} tii[25,140] := {342} tii[25,141] := {127, 625} tii[25,142] := {454} tii[25,143] := {436} tii[25,144] := {190, 531} tii[25,145] := {349, 884} tii[25,146] := {474} tii[25,147] := {71, 554} tii[25,148] := {213, 760} tii[25,149] := {573} tii[25,150] := {292, 669} tii[25,151] := {481, 980} tii[25,152] := {521} tii[25,153] := {527} tii[25,154] := {431, 814} tii[25,155] := {658} tii[25,156] := {425, 665} tii[25,157] := {334, 748} tii[25,158] := {569, 925} tii[25,159] := {643, 856} tii[25,160] := {162, 936} tii[25,161] := {255} tii[25,162] := {83, 725} tii[25,163] := {204} tii[25,164] := {551} tii[25,165] := {64, 809} tii[25,166] := {270} tii[25,167] := {317, 1044} tii[25,168] := {439} tii[25,169] := {154, 853} tii[25,170] := {117, 920} tii[25,171] := {389} tii[25,172] := {415, 1085} tii[25,173] := {577} tii[25,174] := {230, 988} tii[25,175] := {330} tii[25,176] := {254, 790} tii[25,177] := {136, 808} tii[25,178] := {640} tii[25,179] := {262, 630} tii[25,180] := {278} tii[25,181] := {163, 940} tii[25,182] := {428} tii[25,183] := {550} tii[25,184] := {202} tii[25,185] := {77, 348} tii[25,186] := {187, 721} tii[25,187] := {405, 1071} tii[25,188] := {31, 724} tii[25,189] := {438, 948} tii[25,190] := {529} tii[25,191] := {88, 740} tii[25,192] := {381, 765} tii[25,193] := {244, 1017} tii[25,194] := {100, 863} tii[25,195] := {566} tii[25,196] := {222, 919} tii[25,197] := {304} tii[25,198] := {148, 480} tii[25,199] := {119, 649} tii[25,200] := {289, 847} tii[25,201] := {505, 1102} tii[25,202] := {70, 850} tii[25,203] := {666} tii[25,204] := {576, 1025} tii[25,205] := {197, 538} tii[25,206] := {347} tii[25,207] := {498, 1091} tii[25,208] := {268} tii[25,209] := {615} tii[25,210] := {523, 886} tii[25,211] := {63, 804} tii[25,212] := {623} tii[25,213] := {287, 967} tii[25,214] := {126, 469} tii[25,215] := {400, 1065} tii[25,216] := {257, 479} tii[25,217] := {299, 676} tii[25,218] := {421, 832} tii[25,219] := {387} tii[25,220] := {749} tii[25,221] := {28, 703} tii[25,222] := {517, 758} tii[25,223] := {598, 1111} tii[25,224] := {116, 916} tii[25,225] := {661, 982} tii[25,226] := {690, 1114} tii[25,227] := {365, 587} tii[25,228] := {171, 961} tii[25,229] := {733, 926} tii[25,230] := {310, 935} tii[25,231] := {416} tii[25,232] := {258, 807} tii[25,233] := {731} tii[25,234] := {359} tii[25,235] := {234, 874} tii[25,236] := {519} tii[25,237] := {499, 1043} tii[25,238] := {628} tii[25,239] := {128, 435} tii[25,240] := {179, 742} tii[25,241] := {377, 918} tii[25,242] := {325, 970} tii[25,243] := {158, 785} tii[25,244] := {657} tii[25,245] := {599, 1084} tii[25,246] := {762} tii[25,247] := {214, 574} tii[25,248] := {105, 522} tii[25,249] := {593, 1069} tii[25,250] := {718} tii[25,251] := {430} tii[25,252] := {164, 802} tii[25,253] := {710} tii[25,254] := {616, 950} tii[25,255] := {433} tii[25,256] := {252, 652} tii[25,257] := {464, 966} tii[25,258] := {612, 844} tii[25,259] := {56, 420} tii[25,260] := {494, 1035} tii[25,261] := {835} tii[25,262] := {245, 913} tii[25,263] := {101, 702} tii[25,264] := {336, 571} tii[25,265] := {172, 660} tii[25,266] := {691, 1100} tii[25,267] := {568} tii[25,268] := {510, 905} tii[25,269] := {751, 1027} tii[25,270] := {53, 636} tii[25,271] := {319, 958} tii[25,272] := {238, 734} tii[25,273] := {778, 1109} tii[25,274] := {546, 773} tii[25,275] := {817, 983} tii[25,276] := {520} tii[25,277] := {687, 1039} tii[25,278] := {800} tii[25,279] := {602, 964} tii[25,280] := {417, 659} tii[25,281] := {590, 992} tii[25,282] := {910} tii[25,283] := {780, 1080} tii[25,284] := {398, 736} tii[25,285] := {859, 1096} tii[25,286] := {888, 1028} tii[25,287] := {491, 953} tii[25,288] := {927, 1076} tii[25,289] := {333} tii[25,290] := {455} tii[25,291] := {137, 811} tii[25,292] := {200} tii[25,293] := {535} tii[25,294] := {223, 923} tii[25,295] := {302} tii[25,296] := {672} tii[25,297] := {419} tii[25,298] := {332, 699} tii[25,299] := {543} tii[25,300] := {339} tii[25,301] := {199, 881} tii[25,302] := {65, 810} tii[25,303] := {453} tii[25,304] := {138} tii[25,305] := {633} tii[25,306] := {189, 530} tii[25,307] := {259, 624} tii[25,308] := {533, 883} tii[25,309] := {471} tii[25,310] := {144, 826} tii[25,311] := {118, 921} tii[25,312] := {301, 977} tii[25,313] := {224} tii[25,314] := {767} tii[25,315] := {291, 668} tii[25,316] := {180, 553} tii[25,317] := {378, 759} tii[25,318] := {671, 979} tii[25,319] := {715} tii[25,320] := {193} tii[25,321] := {109, 878} tii[25,322] := {133, 441} tii[25,323] := {526} tii[25,324] := {618, 813} tii[25,325] := {373, 1016} tii[25,326] := {840} tii[25,327] := {60, 792} tii[25,328] := {176, 975} tii[25,329] := {75, 374} tii[25,330] := {295} tii[25,331] := {424, 664} tii[25,332] := {219, 579} tii[25,333] := {512, 747} tii[25,334] := {753, 924} tii[25,335] := {242, 1011} tii[25,336] := {281, 488} tii[25,337] := {818, 984} tii[25,338] := {399, 865} tii[25,339] := {509} tii[25,340] := {168, 944} tii[25,341] := {338, 719} tii[25,342] := {639} tii[25,343] := {452} tii[25,344] := {188, 528} tii[25,345] := {84} tii[25,346] := {315, 795} tii[25,347] := {427} tii[25,348] := {595, 998} tii[25,349] := {727} tii[25,350] := {290, 667} tii[25,351] := {113, 899} tii[25,352] := {249, 1021} tii[25,353] := {155} tii[25,354] := {250, 647} tii[25,355] := {470, 845} tii[25,356] := {228, 694} tii[25,357] := {413, 906} tii[25,358] := {565} tii[25,359] := {693, 1056} tii[25,360] := {852} tii[25,361] := {165, 617} tii[25,362] := {80, 352} tii[25,363] := {167, 943} tii[25,364] := {621} tii[25,365] := {343} tii[25,366] := {131} tii[25,367] := {805} tii[25,368] := {712, 885} tii[25,369] := {525} tii[25,370] := {688, 1037} tii[25,371] := {236, 711} tii[25,372] := {68, 828} tii[25,373] := {102, 511} tii[25,374] := {181, 555} tii[25,375] := {561, 901} tii[25,376] := {324, 1051} tii[25,377] := {515, 756} tii[25,378] := {246, 752} tii[25,379] := {39, 288} tii[25,380] := {217} tii[25,381] := {915} tii[25,382] := {248, 1020} tii[25,383] := {104, 871} tii[25,384] := {151, 484} tii[25,385] := {591, 990} tii[25,386] := {423, 663} tii[25,387] := {475} tii[25,388] := {607, 831} tii[25,389] := {838, 981} tii[25,390] := {160, 605} tii[25,391] := {327, 837} tii[25,392] := {781, 1078} tii[25,393] := {320, 819} tii[25,394] := {66, 815} tii[25,395] := {322, 1049} tii[25,396] := {449, 679} tii[25,397] := {206, 397} tii[25,398] := {98, 539} tii[25,399] := {409, 890} tii[25,400] := {891, 1029} tii[25,401] := {860, 1094} tii[25,402] := {107, 524} tii[25,403] := {192} tii[25,404] := {776, 996} tii[25,405] := {614} tii[25,406] := {876} tii[25,407] := {73, 370} tii[25,408] := {58, 422} tii[25,409] := {412, 1077} tii[25,410] := {698, 900} tii[25,411] := {294} tii[25,412] := {174, 662} tii[25,413] := {685, 938} tii[25,414] := {972} tii[25,415] := {861, 1054} tii[25,416] := {507, 750} tii[25,417] := {240, 735} tii[25,418] := {408, 1073} tii[25,419] := {25, 355} tii[25,420] := {492, 822} tii[25,421] := {929, 1075} tii[25,422] := {277, 487} tii[25,423] := {954, 1062} tii[25,424] := {588, 887} tii[25,425] := {314, 645} tii[25,426] := {985, 1097} tii[25,427] := {604} tii[25,428] := {730} tii[25,429] := {426, 806} tii[25,430] := {518} tii[25,431] := {812} tii[25,432] := {656} tii[25,433] := {329, 741} tii[25,434] := {564, 917} tii[25,435] := {922} tii[25,436] := {879} tii[25,437] := {316, 801} tii[25,438] := {429} tii[25,439] := {803, 949} tii[25,440] := {717} tii[25,441] := {251, 651} tii[25,442] := {654, 965} tii[25,443] := {974} tii[25,444] := {414, 912} tii[25,445] := {229, 701} tii[25,446] := {611, 843} tii[25,447] := {567} tii[25,448] := {704, 904} tii[25,449] := {914, 1026} tii[25,450] := {157, 635} tii[25,451] := {502, 956} tii[25,452] := {545, 772} tii[25,453] := {959, 1063} tii[25,454] := {709} tii[25,455] := {344} tii[25,456] := {858, 1038} tii[25,457] := {942} tii[25,458] := {182, 557} tii[25,459] := {597, 1013} tii[25,460] := {786, 963} tii[25,461] := {603, 836} tii[25,462] := {775, 991} tii[25,463] := {476} tii[25,464] := {1019} tii[25,465] := {931, 1079} tii[25,466] := {589, 895} tii[25,467] := {99, 540} tii[25,468] := {596, 1004} tii[25,469] := {450, 680} tii[25,470] := {1007, 1087} tii[25,471] := {986, 1095} tii[25,472] := {684, 952} tii[25,473] := {497, 824} tii[25,474] := {1030, 1110} tii[25,475] := {995} tii[25,476] := {864, 1012} tii[25,477] := {1053} tii[25,478] := {774, 1005} tii[25,479] := {1047, 1104} tii[25,480] := {1064, 1115} tii[25,481] := {44} tii[25,482] := {97} tii[25,483] := {82} tii[25,484] := {139} tii[25,485] := {17, 534} tii[25,486] := {48} tii[25,487] := {225} tii[25,488] := {153} tii[25,489] := {52, 673} tii[25,490] := {195} tii[25,491] := {41, 443} tii[25,492] := {211} tii[25,493] := {297} tii[25,494] := {94, 581} tii[25,495] := {16, 375} tii[25,496] := {142, 490} tii[25,497] := {135} tii[25,498] := {81, 720} tii[25,499] := {140} tii[25,500] := {12, 629} tii[25,501] := {87} tii[25,502] := {221} tii[25,503] := {49, 648} tii[25,504] := {152, 846} tii[25,505] := {226} tii[25,506] := {36, 764} tii[25,507] := {267} tii[25,508] := {134, 442} tii[25,509] := {30, 714} tii[25,510] := {79, 537} tii[25,511] := {194} tii[25,512] := {146} tii[25,513] := {286} tii[25,514] := {210, 902} tii[25,515] := {21, 556} tii[25,516] := {9, 608} tii[25,517] := {69, 841} tii[25,518] := {386} tii[25,519] := {220, 580} tii[25,520] := {296} tii[25,521] := {38, 468} tii[25,522] := {150, 675} tii[25,523] := {76, 376} tii[25,524] := {112, 894} tii[25,525] := {18, 394} tii[25,526] := {282, 489} tii[25,527] := {205, 586} tii[25,528] := {265} tii[25,529] := {62, 620} tii[25,530] := {369} tii[25,531] := {285, 830} tii[25,532] := {384} tii[25,533] := {122, 463} tii[25,534] := {115, 755} tii[25,535] := {27, 514} tii[25,536] := {170, 821} tii[25,537] := {274, 678} tii[25,538] := {8, 448} tii[25,539] := {358, 584} tii[25,540] := {233, 738} tii[25,541] := {110, 880} tii[25,542] := {198} tii[25,543] := {43} tii[25,544] := {67, 827} tii[25,545] := {177, 976} tii[25,546] := {143} tii[25,547] := {300} tii[25,548] := {96} tii[25,549] := {108, 877} tii[25,550] := {346} tii[25,551] := {40, 273} tii[25,552] := {132, 634} tii[25,553] := {78} tii[25,554] := {50, 650} tii[25,555] := {34, 744} tii[25,556] := {209} tii[25,557] := {243, 1015} tii[25,558] := {372} tii[25,559] := {175, 973} tii[25,560] := {59, 791} tii[25,561] := {478} tii[25,562] := {74, 563} tii[25,563] := {218, 769} tii[25,564] := {149} tii[25,565] := {93, 392} tii[25,566] := {15, 212} tii[25,567] := {32, 728} tii[25,568] := {241, 1009} tii[25,569] := {45, 485} tii[25,570] := {141, 308} tii[25,571] := {280, 682} tii[25,572] := {61, 432} tii[25,573] := {345} tii[25,574] := {106, 716} tii[25,575] := {130} tii[25,576] := {183, 560} tii[25,577] := {147} tii[25,578] := {26, 335} tii[25,579] := {371, 903} tii[25,580] := {323, 1050} tii[25,581] := {216} tii[25,582] := {14, 653} tii[25,583] := {460} tii[25,584] := {173, 842} tii[25,585] := {57, 610} tii[25,586] := {114, 570} tii[25,587] := {477} tii[25,588] := {37, 284} tii[25,589] := {169, 644} tii[25,590] := {318, 1046} tii[25,591] := {13, 637} tii[25,592] := {86, 395} tii[25,593] := {354, 771} tii[25,594] := {203, 396} tii[25,595] := {24, 544} tii[25,596] := {239, 896} tii[25,597] := {451, 681} tii[25,598] := {7, 275} tii[25,599] := {232, 552} tii[25,600] := {10, 458} tii[25,601] := {313, 825} tii[25,602] := {191} tii[25,603] := {411, 1014} tii[25,604] := {559} tii[25,605] := {72, 368} tii[25,606] := {293} tii[25,607] := {407, 1006} tii[25,608] := {276, 486} tii[25,609] := {23, 353} tii[25,610] := {444, 855} tii[25,611] := {312, 646} tii[25,612] := {401, 898} tii[25,613] := {269} tii[25,614] := {208} tii[25,615] := {388} tii[25,616] := {266} tii[25,617] := {196, 536} tii[25,618] := {89, 743} tii[25,619] := {145} tii[25,620] := {466} tii[25,621] := {385} tii[25,622] := {125, 467} tii[25,623] := {298, 674} tii[25,624] := {85, 393} tii[25,625] := {364, 585} tii[25,626] := {264} tii[25,627] := {166, 619} tii[25,628] := {35, 745} tii[25,629] := {90} tii[25,630] := {562} tii[25,631] := {121, 461} tii[25,632] := {465, 829} tii[25,633] := {383} tii[25,634] := {103, 513} tii[25,635] := {247, 754} tii[25,636] := {33, 729} tii[25,637] := {46, 305} tii[25,638] := {446, 677} tii[25,639] := {357, 583} tii[25,640] := {55, 447} tii[25,641] := {321, 820} tii[25,642] := {29, 366} tii[25,643] := {403, 737} tii[25,644] := {263} tii[25,645] := {120, 459} tii[25,646] := {51} tii[25,647] := {503, 962} tii[25,648] := {655} tii[25,649] := {382} tii[25,650] := {54, 445} tii[25,651] := {501, 951} tii[25,652] := {19, 227} tii[25,653] := {542, 770} tii[25,654] := {356, 582} tii[25,655] := {11, 283} tii[25,656] := {496, 823} tii[25,657] := {402, 739} tii[25,658] := {746} tii[25,659] := {638, 854} tii[25,660] := {592, 897} tii[25,661] := {20} tii[25,662] := {91} tii[25,663] := {6, 462} tii[25,664] := {4, 306} tii[25,665] := {3, 558} tii[25,666] := {92} tii[25,667] := {2, 541} tii[25,668] := {47, 307} tii[25,669] := {0, 367} tii[25,670] := {22} tii[25,671] := {5, 156} tii[25,672] := {1, 207} cell#148 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {613} tii[25,2] := {732} tii[25,3] := {186, 870} tii[25,4] := {706} tii[25,5] := {457} tii[25,6] := {816} tii[25,7] := {351, 1003} tii[25,8] := {483, 1061} tii[25,9] := {331, 869} tii[25,10] := {794} tii[25,11] := {642} tii[25,12] := {889} tii[25,13] := {341, 723} tii[25,14] := {532, 1002} tii[25,15] := {473, 849} tii[25,16] := {670, 1060} tii[25,17] := {867} tii[25,18] := {955} tii[25,19] := {797} tii[25,20] := {708, 1000} tii[25,21] := {696, 908} tii[25,22] := {834, 1058} tii[25,23] := {997} tii[25,24] := {939, 1055} tii[25,25] := {609} tii[25,26] := {256, 937} tii[25,27] := {892} tii[25,28] := {361} tii[25,29] := {440, 1045} tii[25,30] := {578, 1086} tii[25,31] := {418, 788} tii[25,32] := {231, 989} tii[25,33] := {705} tii[25,34] := {548} tii[25,35] := {279} tii[25,36] := {111, 882} tii[25,37] := {960} tii[25,38] := {260, 626} tii[25,39] := {632, 946} tii[25,40] := {406, 1072} tii[25,41] := {178, 978} tii[25,42] := {379, 761} tii[25,43] := {766, 1023} tii[25,44] := {506, 1103} tii[25,45] := {311, 1032} tii[25,46] := {787} tii[25,47] := {360} tii[25,48] := {235, 994} tii[25,49] := {129, 437} tii[25,50] := {1008} tii[25,51] := {707} tii[25,52] := {798, 945} tii[25,53] := {500, 1093} tii[25,54] := {326, 1052} tii[25,55] := {159, 932} tii[25,56] := {215, 575} tii[25,57] := {601, 833} tii[25,58] := {909, 1022} tii[25,59] := {600, 1113} tii[25,60] := {434} tii[25,61] := {594, 1106} tii[25,62] := {1040} tii[25,63] := {495, 1090} tii[25,64] := {337, 572} tii[25,65] := {993, 1081} tii[25,66] := {692, 1117} tii[25,67] := {779, 1118} tii[25,68] := {508, 868} tii[25,69] := {793} tii[25,70] := {1010} tii[25,71] := {641} tii[25,72] := {340, 722} tii[25,73] := {726, 1001} tii[25,74] := {472, 848} tii[25,75] := {851, 1059} tii[25,76] := {493, 934} tii[25,77] := {866} tii[25,78] := {549} tii[25,79] := {404, 873} tii[25,80] := {1048} tii[25,81] := {796} tii[25,82] := {875, 999} tii[25,83] := {261, 627} tii[25,84] := {689, 1042} tii[25,85] := {504, 969} tii[25,86] := {309, 784} tii[25,87] := {695, 907} tii[25,88] := {971, 1057} tii[25,89] := {380, 763} tii[25,90] := {782, 1083} tii[25,91] := {622} tii[25,92] := {237, 713} tii[25,93] := {777, 1067} tii[25,94] := {1070} tii[25,95] := {161, 606} tii[25,96] := {686, 1033} tii[25,97] := {516, 757} tii[25,98] := {1036, 1101} tii[25,99] := {328, 839} tii[25,100] := {862, 1098} tii[25,101] := {410, 893} tii[25,102] := {930, 1107} tii[25,103] := {933} tii[25,104] := {1074} tii[25,105] := {872} tii[25,106] := {941, 1041} tii[25,107] := {783, 968} tii[25,108] := {1018, 1082} tii[25,109] := {799} tii[25,110] := {928, 1068} tii[25,111] := {1092} tii[25,112] := {857, 1034} tii[25,113] := {1066, 1112} tii[25,114] := {697, 911} tii[25,115] := {987, 1099} tii[25,116] := {683, 957} tii[25,117] := {1031, 1108} tii[25,118] := {1105} tii[25,119] := {1089, 1116} tii[25,120] := {1088, 1119} tii[25,121] := {124} tii[25,122] := {363} tii[25,123] := {272} tii[25,124] := {391} tii[25,125] := {185} tii[25,126] := {123, 789} tii[25,127] := {201} tii[25,128] := {456} tii[25,129] := {362} tii[25,130] := {350} tii[25,131] := {271, 947} tii[25,132] := {42, 631} tii[25,133] := {303} tii[25,134] := {482} tii[25,135] := {390, 1024} tii[25,136] := {95, 768} tii[25,137] := {253} tii[25,138] := {184, 700} tii[25,139] := {547} tii[25,140] := {342} tii[25,141] := {127, 625} tii[25,142] := {454} tii[25,143] := {436} tii[25,144] := {190, 531} tii[25,145] := {349, 884} tii[25,146] := {474} tii[25,147] := {71, 554} tii[25,148] := {213, 760} tii[25,149] := {573} tii[25,150] := {292, 669} tii[25,151] := {481, 980} tii[25,152] := {521} tii[25,153] := {527} tii[25,154] := {431, 814} tii[25,155] := {658} tii[25,156] := {425, 665} tii[25,157] := {334, 748} tii[25,158] := {569, 925} tii[25,159] := {643, 856} tii[25,160] := {162, 936} tii[25,161] := {255} tii[25,162] := {83, 725} tii[25,163] := {204} tii[25,164] := {551} tii[25,165] := {64, 809} tii[25,166] := {270} tii[25,167] := {317, 1044} tii[25,168] := {439} tii[25,169] := {154, 853} tii[25,170] := {117, 920} tii[25,171] := {389} tii[25,172] := {415, 1085} tii[25,173] := {577} tii[25,174] := {230, 988} tii[25,175] := {330} tii[25,176] := {254, 790} tii[25,177] := {136, 808} tii[25,178] := {640} tii[25,179] := {262, 630} tii[25,180] := {278} tii[25,181] := {163, 940} tii[25,182] := {428} tii[25,183] := {550} tii[25,184] := {202} tii[25,185] := {77, 348} tii[25,186] := {187, 721} tii[25,187] := {405, 1071} tii[25,188] := {31, 724} tii[25,189] := {438, 948} tii[25,190] := {529} tii[25,191] := {88, 740} tii[25,192] := {381, 765} tii[25,193] := {244, 1017} tii[25,194] := {100, 863} tii[25,195] := {566} tii[25,196] := {222, 919} tii[25,197] := {304} tii[25,198] := {148, 480} tii[25,199] := {119, 649} tii[25,200] := {289, 847} tii[25,201] := {505, 1102} tii[25,202] := {70, 850} tii[25,203] := {666} tii[25,204] := {576, 1025} tii[25,205] := {197, 538} tii[25,206] := {347} tii[25,207] := {498, 1091} tii[25,208] := {268} tii[25,209] := {615} tii[25,210] := {523, 886} tii[25,211] := {63, 804} tii[25,212] := {623} tii[25,213] := {287, 967} tii[25,214] := {126, 469} tii[25,215] := {400, 1065} tii[25,216] := {257, 479} tii[25,217] := {299, 676} tii[25,218] := {421, 832} tii[25,219] := {387} tii[25,220] := {749} tii[25,221] := {28, 703} tii[25,222] := {517, 758} tii[25,223] := {598, 1111} tii[25,224] := {116, 916} tii[25,225] := {661, 982} tii[25,226] := {690, 1114} tii[25,227] := {365, 587} tii[25,228] := {171, 961} tii[25,229] := {733, 926} tii[25,230] := {310, 935} tii[25,231] := {416} tii[25,232] := {258, 807} tii[25,233] := {731} tii[25,234] := {359} tii[25,235] := {234, 874} tii[25,236] := {519} tii[25,237] := {499, 1043} tii[25,238] := {628} tii[25,239] := {128, 435} tii[25,240] := {179, 742} tii[25,241] := {377, 918} tii[25,242] := {325, 970} tii[25,243] := {158, 785} tii[25,244] := {657} tii[25,245] := {599, 1084} tii[25,246] := {762} tii[25,247] := {214, 574} tii[25,248] := {105, 522} tii[25,249] := {593, 1069} tii[25,250] := {718} tii[25,251] := {430} tii[25,252] := {164, 802} tii[25,253] := {710} tii[25,254] := {616, 950} tii[25,255] := {433} tii[25,256] := {252, 652} tii[25,257] := {464, 966} tii[25,258] := {612, 844} tii[25,259] := {56, 420} tii[25,260] := {494, 1035} tii[25,261] := {835} tii[25,262] := {245, 913} tii[25,263] := {101, 702} tii[25,264] := {336, 571} tii[25,265] := {172, 660} tii[25,266] := {691, 1100} tii[25,267] := {568} tii[25,268] := {510, 905} tii[25,269] := {751, 1027} tii[25,270] := {53, 636} tii[25,271] := {319, 958} tii[25,272] := {238, 734} tii[25,273] := {778, 1109} tii[25,274] := {546, 773} tii[25,275] := {817, 983} tii[25,276] := {520} tii[25,277] := {687, 1039} tii[25,278] := {800} tii[25,279] := {602, 964} tii[25,280] := {417, 659} tii[25,281] := {590, 992} tii[25,282] := {910} tii[25,283] := {780, 1080} tii[25,284] := {398, 736} tii[25,285] := {859, 1096} tii[25,286] := {888, 1028} tii[25,287] := {491, 953} tii[25,288] := {927, 1076} tii[25,289] := {333} tii[25,290] := {455} tii[25,291] := {137, 811} tii[25,292] := {200} tii[25,293] := {535} tii[25,294] := {223, 923} tii[25,295] := {302} tii[25,296] := {672} tii[25,297] := {419} tii[25,298] := {332, 699} tii[25,299] := {543} tii[25,300] := {339} tii[25,301] := {199, 881} tii[25,302] := {65, 810} tii[25,303] := {453} tii[25,304] := {138} tii[25,305] := {633} tii[25,306] := {189, 530} tii[25,307] := {259, 624} tii[25,308] := {533, 883} tii[25,309] := {471} tii[25,310] := {144, 826} tii[25,311] := {118, 921} tii[25,312] := {301, 977} tii[25,313] := {224} tii[25,314] := {767} tii[25,315] := {291, 668} tii[25,316] := {180, 553} tii[25,317] := {378, 759} tii[25,318] := {671, 979} tii[25,319] := {715} tii[25,320] := {193} tii[25,321] := {109, 878} tii[25,322] := {133, 441} tii[25,323] := {526} tii[25,324] := {618, 813} tii[25,325] := {373, 1016} tii[25,326] := {840} tii[25,327] := {60, 792} tii[25,328] := {176, 975} tii[25,329] := {75, 374} tii[25,330] := {295} tii[25,331] := {424, 664} tii[25,332] := {219, 579} tii[25,333] := {512, 747} tii[25,334] := {753, 924} tii[25,335] := {242, 1011} tii[25,336] := {281, 488} tii[25,337] := {818, 984} tii[25,338] := {399, 865} tii[25,339] := {509} tii[25,340] := {168, 944} tii[25,341] := {338, 719} tii[25,342] := {639} tii[25,343] := {452} tii[25,344] := {188, 528} tii[25,345] := {84} tii[25,346] := {315, 795} tii[25,347] := {427} tii[25,348] := {595, 998} tii[25,349] := {727} tii[25,350] := {290, 667} tii[25,351] := {113, 899} tii[25,352] := {249, 1021} tii[25,353] := {155} tii[25,354] := {250, 647} tii[25,355] := {470, 845} tii[25,356] := {228, 694} tii[25,357] := {413, 906} tii[25,358] := {565} tii[25,359] := {693, 1056} tii[25,360] := {852} tii[25,361] := {165, 617} tii[25,362] := {80, 352} tii[25,363] := {167, 943} tii[25,364] := {621} tii[25,365] := {343} tii[25,366] := {131} tii[25,367] := {805} tii[25,368] := {712, 885} tii[25,369] := {525} tii[25,370] := {688, 1037} tii[25,371] := {236, 711} tii[25,372] := {68, 828} tii[25,373] := {102, 511} tii[25,374] := {181, 555} tii[25,375] := {561, 901} tii[25,376] := {324, 1051} tii[25,377] := {515, 756} tii[25,378] := {246, 752} tii[25,379] := {39, 288} tii[25,380] := {217} tii[25,381] := {915} tii[25,382] := {248, 1020} tii[25,383] := {104, 871} tii[25,384] := {151, 484} tii[25,385] := {591, 990} tii[25,386] := {423, 663} tii[25,387] := {475} tii[25,388] := {607, 831} tii[25,389] := {838, 981} tii[25,390] := {160, 605} tii[25,391] := {327, 837} tii[25,392] := {781, 1078} tii[25,393] := {320, 819} tii[25,394] := {66, 815} tii[25,395] := {322, 1049} tii[25,396] := {449, 679} tii[25,397] := {206, 397} tii[25,398] := {98, 539} tii[25,399] := {409, 890} tii[25,400] := {891, 1029} tii[25,401] := {860, 1094} tii[25,402] := {107, 524} tii[25,403] := {192} tii[25,404] := {776, 996} tii[25,405] := {614} tii[25,406] := {876} tii[25,407] := {73, 370} tii[25,408] := {58, 422} tii[25,409] := {412, 1077} tii[25,410] := {698, 900} tii[25,411] := {294} tii[25,412] := {174, 662} tii[25,413] := {685, 938} tii[25,414] := {972} tii[25,415] := {861, 1054} tii[25,416] := {507, 750} tii[25,417] := {240, 735} tii[25,418] := {408, 1073} tii[25,419] := {25, 355} tii[25,420] := {492, 822} tii[25,421] := {929, 1075} tii[25,422] := {277, 487} tii[25,423] := {954, 1062} tii[25,424] := {588, 887} tii[25,425] := {314, 645} tii[25,426] := {985, 1097} tii[25,427] := {604} tii[25,428] := {730} tii[25,429] := {426, 806} tii[25,430] := {518} tii[25,431] := {812} tii[25,432] := {656} tii[25,433] := {329, 741} tii[25,434] := {564, 917} tii[25,435] := {922} tii[25,436] := {879} tii[25,437] := {316, 801} tii[25,438] := {429} tii[25,439] := {803, 949} tii[25,440] := {717} tii[25,441] := {251, 651} tii[25,442] := {654, 965} tii[25,443] := {974} tii[25,444] := {414, 912} tii[25,445] := {229, 701} tii[25,446] := {611, 843} tii[25,447] := {567} tii[25,448] := {704, 904} tii[25,449] := {914, 1026} tii[25,450] := {157, 635} tii[25,451] := {502, 956} tii[25,452] := {545, 772} tii[25,453] := {959, 1063} tii[25,454] := {709} tii[25,455] := {344} tii[25,456] := {858, 1038} tii[25,457] := {942} tii[25,458] := {182, 557} tii[25,459] := {597, 1013} tii[25,460] := {786, 963} tii[25,461] := {603, 836} tii[25,462] := {775, 991} tii[25,463] := {476} tii[25,464] := {1019} tii[25,465] := {931, 1079} tii[25,466] := {589, 895} tii[25,467] := {99, 540} tii[25,468] := {596, 1004} tii[25,469] := {450, 680} tii[25,470] := {1007, 1087} tii[25,471] := {986, 1095} tii[25,472] := {684, 952} tii[25,473] := {497, 824} tii[25,474] := {1030, 1110} tii[25,475] := {995} tii[25,476] := {864, 1012} tii[25,477] := {1053} tii[25,478] := {774, 1005} tii[25,479] := {1047, 1104} tii[25,480] := {1064, 1115} tii[25,481] := {44} tii[25,482] := {97} tii[25,483] := {82} tii[25,484] := {139} tii[25,485] := {17, 534} tii[25,486] := {48} tii[25,487] := {225} tii[25,488] := {153} tii[25,489] := {52, 673} tii[25,490] := {195} tii[25,491] := {41, 443} tii[25,492] := {211} tii[25,493] := {297} tii[25,494] := {94, 581} tii[25,495] := {16, 375} tii[25,496] := {142, 490} tii[25,497] := {135} tii[25,498] := {81, 720} tii[25,499] := {140} tii[25,500] := {12, 629} tii[25,501] := {87} tii[25,502] := {221} tii[25,503] := {49, 648} tii[25,504] := {152, 846} tii[25,505] := {226} tii[25,506] := {36, 764} tii[25,507] := {267} tii[25,508] := {134, 442} tii[25,509] := {30, 714} tii[25,510] := {79, 537} tii[25,511] := {194} tii[25,512] := {146} tii[25,513] := {286} tii[25,514] := {210, 902} tii[25,515] := {21, 556} tii[25,516] := {9, 608} tii[25,517] := {69, 841} tii[25,518] := {386} tii[25,519] := {220, 580} tii[25,520] := {296} tii[25,521] := {38, 468} tii[25,522] := {150, 675} tii[25,523] := {76, 376} tii[25,524] := {112, 894} tii[25,525] := {18, 394} tii[25,526] := {282, 489} tii[25,527] := {205, 586} tii[25,528] := {265} tii[25,529] := {62, 620} tii[25,530] := {369} tii[25,531] := {285, 830} tii[25,532] := {384} tii[25,533] := {122, 463} tii[25,534] := {115, 755} tii[25,535] := {27, 514} tii[25,536] := {170, 821} tii[25,537] := {274, 678} tii[25,538] := {8, 448} tii[25,539] := {358, 584} tii[25,540] := {233, 738} tii[25,541] := {110, 880} tii[25,542] := {198} tii[25,543] := {43} tii[25,544] := {67, 827} tii[25,545] := {177, 976} tii[25,546] := {143} tii[25,547] := {300} tii[25,548] := {96} tii[25,549] := {108, 877} tii[25,550] := {346} tii[25,551] := {40, 273} tii[25,552] := {132, 634} tii[25,553] := {78} tii[25,554] := {50, 650} tii[25,555] := {34, 744} tii[25,556] := {209} tii[25,557] := {243, 1015} tii[25,558] := {372} tii[25,559] := {175, 973} tii[25,560] := {59, 791} tii[25,561] := {478} tii[25,562] := {74, 563} tii[25,563] := {218, 769} tii[25,564] := {149} tii[25,565] := {93, 392} tii[25,566] := {15, 212} tii[25,567] := {32, 728} tii[25,568] := {241, 1009} tii[25,569] := {45, 485} tii[25,570] := {141, 308} tii[25,571] := {280, 682} tii[25,572] := {61, 432} tii[25,573] := {345} tii[25,574] := {106, 716} tii[25,575] := {130} tii[25,576] := {183, 560} tii[25,577] := {147} tii[25,578] := {26, 335} tii[25,579] := {371, 903} tii[25,580] := {323, 1050} tii[25,581] := {216} tii[25,582] := {14, 653} tii[25,583] := {460} tii[25,584] := {173, 842} tii[25,585] := {57, 610} tii[25,586] := {114, 570} tii[25,587] := {477} tii[25,588] := {37, 284} tii[25,589] := {169, 644} tii[25,590] := {318, 1046} tii[25,591] := {13, 637} tii[25,592] := {86, 395} tii[25,593] := {354, 771} tii[25,594] := {203, 396} tii[25,595] := {24, 544} tii[25,596] := {239, 896} tii[25,597] := {451, 681} tii[25,598] := {7, 275} tii[25,599] := {232, 552} tii[25,600] := {10, 458} tii[25,601] := {313, 825} tii[25,602] := {191} tii[25,603] := {411, 1014} tii[25,604] := {559} tii[25,605] := {72, 368} tii[25,606] := {293} tii[25,607] := {407, 1006} tii[25,608] := {276, 486} tii[25,609] := {23, 353} tii[25,610] := {444, 855} tii[25,611] := {312, 646} tii[25,612] := {401, 898} tii[25,613] := {269} tii[25,614] := {208} tii[25,615] := {388} tii[25,616] := {266} tii[25,617] := {196, 536} tii[25,618] := {89, 743} tii[25,619] := {145} tii[25,620] := {466} tii[25,621] := {385} tii[25,622] := {125, 467} tii[25,623] := {298, 674} tii[25,624] := {85, 393} tii[25,625] := {364, 585} tii[25,626] := {264} tii[25,627] := {166, 619} tii[25,628] := {35, 745} tii[25,629] := {90} tii[25,630] := {562} tii[25,631] := {121, 461} tii[25,632] := {465, 829} tii[25,633] := {383} tii[25,634] := {103, 513} tii[25,635] := {247, 754} tii[25,636] := {33, 729} tii[25,637] := {46, 305} tii[25,638] := {446, 677} tii[25,639] := {357, 583} tii[25,640] := {55, 447} tii[25,641] := {321, 820} tii[25,642] := {29, 366} tii[25,643] := {403, 737} tii[25,644] := {263} tii[25,645] := {120, 459} tii[25,646] := {51} tii[25,647] := {503, 962} tii[25,648] := {655} tii[25,649] := {382} tii[25,650] := {54, 445} tii[25,651] := {501, 951} tii[25,652] := {19, 227} tii[25,653] := {542, 770} tii[25,654] := {356, 582} tii[25,655] := {11, 283} tii[25,656] := {496, 823} tii[25,657] := {402, 739} tii[25,658] := {746} tii[25,659] := {638, 854} tii[25,660] := {592, 897} tii[25,661] := {20} tii[25,662] := {91} tii[25,663] := {6, 462} tii[25,664] := {4, 306} tii[25,665] := {3, 558} tii[25,666] := {92} tii[25,667] := {2, 541} tii[25,668] := {47, 307} tii[25,669] := {0, 367} tii[25,670] := {22} tii[25,671] := {5, 156} tii[25,672] := {1, 207} cell#149 , |C| = 588 special orbit = [5, 4, 4, 1, 1, 1, 1] special rep = [[2, 2], [2, 1, 1]] , dim = 420 cell rep = phi[[2, 2],[2, 1, 1]]+phi[[1],[3, 3, 1]] TII depth = 5 TII multiplicity polynomial = 252*X+168*X^2 TII subcells: tii[21,1] := {435} tii[21,2] := {143} tii[21,3] := {479} tii[21,4] := {339} tii[21,5] := {254} tii[21,6] := {518} tii[21,7] := {443} tii[21,8] := {361, 362} tii[21,9] := {424, 425} tii[21,10] := {546} tii[21,11] := {516} tii[21,12] := {539, 540} tii[21,13] := {199} tii[21,14] := {519} tii[21,15] := {396} tii[21,16] := {316} tii[21,17] := {178} tii[21,18] := {548} tii[21,19] := {82} tii[21,20] := {484} tii[21,21] := {358} tii[21,22] := {418, 419} tii[21,23] := {472, 473} tii[21,24] := {234} tii[21,25] := {566} tii[21,26] := {416} tii[21,27] := {176} tii[21,28] := {331, 332} tii[21,29] := {545} tii[21,30] := {220, 221} tii[21,31] := {407, 408} tii[21,32] := {561, 562} tii[21,33] := {465} tii[21,34] := {495, 496} tii[21,35] := {377} tii[21,36] := {567} tii[21,37] := {520} tii[21,38] := {468, 469} tii[21,39] := {512, 513} tii[21,40] := {355} tii[21,41] := {578} tii[21,42] := {507} tii[21,43] := {292} tii[21,44] := {565} tii[21,45] := {441, 442} tii[21,46] := {340, 341} tii[21,47] := {575, 576} tii[21,48] := {501, 502} tii[21,49] := {538} tii[21,50] := {482, 483} tii[21,51] := {433, 434} tii[21,52] := {558, 559} tii[21,53] := {533, 534} tii[21,54] := {552, 553} tii[21,55] := {585} tii[21,56] := {577} tii[21,57] := {583, 584} tii[21,58] := {574} tii[21,59] := {581, 582} tii[21,60] := {586, 587} tii[21,61] := {95} tii[21,62] := {276} tii[21,63] := {54} tii[21,64] := {142} tii[21,65] := {94} tii[21,66] := {338} tii[21,67] := {147} tii[21,68] := {275} tii[21,69] := {33} tii[21,70] := {229} tii[21,71] := {196} tii[21,72] := {140} tii[21,73] := {393} tii[21,74] := {260} tii[21,75] := {337} tii[21,76] := {91} tii[21,77] := {239, 240} tii[21,78] := {344} tii[21,79] := {129, 130} tii[21,80] := {309, 310} tii[21,81] := {381} tii[21,82] := {422, 423} tii[21,83] := {124} tii[21,84] := {92} tii[21,85] := {198} tii[21,86] := {61} tii[21,87] := {46} tii[21,88] := {296} tii[21,89] := {395} tii[21,90] := {203} tii[21,91] := {288} tii[21,92] := {55} tii[21,93] := {177} tii[21,94] := {255} tii[21,95] := {197} tii[21,96] := {101} tii[21,97] := {31} tii[21,98] := {444} tii[21,99] := {299, 300} tii[21,100] := {357} tii[21,101] := {122} tii[21,102] := {324} tii[21,103] := {394} tii[21,104] := {22} tii[21,105] := {148} tii[21,106] := {264, 265} tii[21,107] := {139} tii[21,108] := {71} tii[21,109] := {369, 370} tii[21,110] := {159, 160} tii[21,111] := {400} tii[21,112] := {230} tii[21,113] := {348, 349} tii[21,114] := {184, 185} tii[21,115] := {202} tii[21,116] := {241, 242} tii[21,117] := {413} tii[21,118] := {44} tii[21,119] := {436} tii[21,120] := {188, 189} tii[21,121] := {287} tii[21,122] := {449, 450} tii[21,123] := {68, 69} tii[21,124] := {470, 471} tii[21,125] := {311, 312} tii[21,126] := {375, 376} tii[21,127] := {233} tii[21,128] := {317} tii[21,129] := {194} tii[21,130] := {485} tii[21,131] := {415} tii[21,132] := {175} tii[21,133] := {383} tii[21,134] := {329, 330} tii[21,135] := {243, 244} tii[21,136] := {218, 219} tii[21,137] := {452} tii[21,138] := {405, 406} tii[21,139] := {385, 386} tii[21,140] := {464} tii[21,141] := {478} tii[21,142] := {323} tii[21,143] := {121} tii[21,144] := {305, 306} tii[21,145] := {508, 509} tii[21,146] := {319, 320} tii[21,147] := {493, 494} tii[21,148] := {157, 158} tii[21,149] := {454, 455} tii[21,150] := {399} tii[21,151] := {207, 208} tii[21,152] := {487, 488} tii[21,153] := {474, 475} tii[21,154] := {505} tii[21,155] := {528, 529} tii[21,156] := {549, 550} tii[21,157] := {257} tii[21,158] := {141} tii[21,159] := {104} tii[21,160] := {446} tii[21,161] := {266} tii[21,162] := {350} tii[21,163] := {93} tii[21,164] := {318} tii[21,165] := {256} tii[21,166] := {150} tii[21,167] := {486} tii[21,168] := {58} tii[21,169] := {384} tii[21,170] := {47} tii[21,171] := {445} tii[21,172] := {204} tii[21,173] := {363, 364} tii[21,174] := {195} tii[21,175] := {116} tii[21,176] := {453} tii[21,177] := {289} tii[21,178] := {426, 427} tii[21,179] := {245, 246} tii[21,180] := {263} tii[21,181] := {80} tii[21,182] := {301, 302} tii[21,183] := {480} tii[21,184] := {347} tii[21,185] := {113, 114} tii[21,186] := {249, 250} tii[21,187] := {510, 511} tii[21,188] := {371, 372} tii[21,189] := {430, 431} tii[21,190] := {78} tii[21,191] := {293} tii[21,192] := {378} tii[21,193] := {127} tii[21,194] := {253} tii[21,195] := {45} tii[21,196] := {521} tii[21,197] := {466} tii[21,198] := {389, 390} tii[21,199] := {180} tii[21,200] := {232} tii[21,201] := {438} tii[21,202] := {84} tii[21,203] := {458, 459} tii[21,204] := {238} tii[21,205] := {303, 304} tii[21,206] := {279, 280} tii[21,207] := {498} tii[21,208] := {439, 440} tii[21,209] := {125} tii[21,210] := {21} tii[21,211] := {236} tii[21,212] := {267, 268} tii[21,213] := {517} tii[21,214] := {382} tii[21,215] := {506} tii[21,216] := {174} tii[21,217] := {167, 168} tii[21,218] := {379, 380} tii[21,219] := {367, 368} tii[21,220] := {298} tii[21,221] := {541, 542} tii[21,222] := {499, 500} tii[21,223] := {49} tii[21,224] := {225, 226} tii[21,225] := {351, 352} tii[21,226] := {530, 531} tii[21,227] := {451} tii[21,228] := {216, 217} tii[21,229] := {522, 523} tii[21,230] := {119, 120} tii[21,231] := {411, 412} tii[21,232] := {514, 515} tii[21,233] := {269, 270} tii[21,234] := {387, 388} tii[21,235] := {537} tii[21,236] := {295} tii[21,237] := {283, 284} tii[21,238] := {321, 322} tii[21,239] := {360} tii[21,240] := {456, 457} tii[21,241] := {556, 557} tii[21,242] := {568, 569} tii[21,243] := {489, 490} tii[21,244] := {462, 463} tii[21,245] := {273, 274} tii[21,246] := {526, 527} tii[21,247] := {432} tii[21,248] := {551} tii[21,249] := {315} tii[21,250] := {481} tii[21,251] := {532} tii[21,252] := {365, 366} tii[21,253] := {231} tii[21,254] := {437} tii[21,255] := {547} tii[21,256] := {420, 421} tii[21,257] := {277, 278} tii[21,258] := {563, 564} tii[21,259] := {497} tii[21,260] := {333, 334} tii[21,261] := {543, 544} tii[21,262] := {560} tii[21,263] := {414} tii[21,264] := {397, 398} tii[21,265] := {572, 573} tii[21,266] := {467} tii[21,267] := {579, 580} tii[21,268] := {391, 392} tii[21,269] := {535, 536} tii[21,270] := {570, 571} tii[21,271] := {34} tii[21,272] := {28} tii[21,273] := {60} tii[21,274] := {12} tii[21,275] := {14} tii[21,276] := {99} tii[21,277] := {38} tii[21,278] := {171} tii[21,279] := {146} tii[21,280] := {29} tii[21,281] := {228} tii[21,282] := {50, 51} tii[21,283] := {27} tii[21,284] := {30} tii[21,285] := {100} tii[21,286] := {59} tii[21,287] := {11} tii[21,288] := {98} tii[21,289] := {9} tii[21,290] := {70} tii[21,291] := {37} tii[21,292] := {170} tii[21,293] := {201} tii[21,294] := {56} tii[21,295] := {182, 183} tii[21,296] := {19} tii[21,297] := {145} tii[21,298] := {4} tii[21,299] := {109} tii[21,300] := {85, 86} tii[21,301] := {286} tii[21,302] := {35, 36} tii[21,303] := {227} tii[21,304] := {251, 252} tii[21,305] := {131, 132} tii[21,306] := {15} tii[21,307] := {313, 314} tii[21,308] := {52, 53} tii[21,309] := {200} tii[21,310] := {42} tii[21,311] := {285} tii[21,312] := {186, 187} tii[21,313] := {64, 65} tii[21,314] := {373, 374} tii[21,315] := {102, 103} tii[21,316] := {43} tii[21,317] := {81} tii[21,318] := {57} tii[21,319] := {149} tii[21,320] := {20} tii[21,321] := {126} tii[21,322] := {48} tii[21,323] := {115} tii[21,324] := {181} tii[21,325] := {13} tii[21,326] := {7} tii[21,327] := {79} tii[21,328] := {262} tii[21,329] := {96} tii[21,330] := {179} tii[21,331] := {205, 206} tii[21,332] := {163} tii[21,333] := {111, 112} tii[21,334] := {39} tii[21,335] := {133, 134} tii[21,336] := {237} tii[21,337] := {346} tii[21,338] := {290, 291} tii[21,339] := {23} tii[21,340] := {165, 166} tii[21,341] := {73, 74} tii[21,342] := {353, 354} tii[21,343] := {89, 90} tii[21,344] := {261} tii[21,345] := {77} tii[21,346] := {327, 328} tii[21,347] := {2} tii[21,348] := {235} tii[21,349] := {247, 248} tii[21,350] := {110} tii[21,351] := {107, 108} tii[21,352] := {258, 259} tii[21,353] := {297} tii[21,354] := {403, 404} tii[21,355] := {345} tii[21,356] := {10} tii[21,357] := {222, 223} tii[21,358] := {151, 152} tii[21,359] := {135, 136} tii[21,360] := {447, 448} tii[21,361] := {409, 410} tii[21,362] := {428, 429} tii[21,363] := {210, 211} tii[21,364] := {40, 41} tii[21,365] := {491, 492} tii[21,366] := {105, 106} tii[21,367] := {294} tii[21,368] := {359} tii[21,369] := {281, 282} tii[21,370] := {460, 461} tii[21,371] := {271, 272} tii[21,372] := {524, 525} tii[21,373] := {209} tii[21,374] := {97} tii[21,375] := {169} tii[21,376] := {32} tii[21,377] := {326} tii[21,378] := {144} tii[21,379] := {224} tii[21,380] := {72} tii[21,381] := {402} tii[21,382] := {190, 191} tii[21,383] := {137, 138} tii[21,384] := {8} tii[21,385] := {325} tii[21,386] := {123} tii[21,387] := {164} tii[21,388] := {307, 308} tii[21,389] := {24} tii[21,390] := {401} tii[21,391] := {161, 162} tii[21,392] := {192, 193} tii[21,393] := {75, 76} tii[21,394] := {212, 213} tii[21,395] := {476, 477} tii[21,396] := {155, 156} tii[21,397] := {356} tii[21,398] := {342, 343} tii[21,399] := {128} tii[21,400] := {417} tii[21,401] := {335, 336} tii[21,402] := {172, 173} tii[21,403] := {503, 504} tii[21,404] := {214, 215} tii[21,405] := {554, 555} tii[21,406] := {5} tii[21,407] := {16} tii[21,408] := {1} tii[21,409] := {67} tii[21,410] := {6} tii[21,411] := {25, 26} tii[21,412] := {0} tii[21,413] := {66} tii[21,414] := {3} tii[21,415] := {87, 88} tii[21,416] := {17, 18} tii[21,417] := {62, 63} tii[21,418] := {83} tii[21,419] := {117, 118} tii[21,420] := {153, 154} cell#150 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {257} tii[32,2] := {141} tii[32,3] := {134, 244} tii[32,4] := {189, 296} tii[32,5] := {312} tii[32,6] := {121} tii[32,7] := {255} tii[32,8] := {297} tii[32,9] := {95, 211} tii[32,10] := {256, 351} tii[32,11] := {165, 254} tii[32,12] := {170} tii[32,13] := {202} tii[32,14] := {149, 265} tii[32,15] := {171, 280} tii[32,16] := {222, 309} tii[32,17] := {205, 316} tii[32,18] := {140, 349} tii[32,19] := {278, 350} tii[32,20] := {324, 371} tii[32,21] := {352} tii[32,22] := {73} tii[32,23] := {310} tii[32,24] := {340} tii[32,25] := {57, 154} tii[32,26] := {311, 374} tii[32,27] := {110, 194} tii[32,28] := {281} tii[32,29] := {116} tii[32,30] := {144} tii[32,31] := {318} tii[32,32] := {94, 207} tii[32,33] := {117, 221} tii[32,34] := {282, 362} tii[32,35] := {164, 252} tii[32,36] := {355} tii[32,37] := {147, 260} tii[32,38] := {88, 303} tii[32,39] := {314, 377} tii[32,40] := {219, 304} tii[32,41] := {283, 382} tii[32,42] := {266, 344} tii[32,43] := {167} tii[32,44] := {201} tii[32,45] := {56, 264} tii[32,46] := {168, 279} tii[32,47] := {109, 307} tii[32,48] := {262} tii[32,49] := {92, 315} tii[32,50] := {51, 347} tii[32,51] := {197, 331} tii[32,52] := {162, 348} tii[32,53] := {169, 358} tii[32,54] := {209, 369} tii[32,55] := {146, 353} tii[32,56] := {87, 372} tii[32,57] := {218, 373} tii[32,58] := {70, 380} tii[32,59] := {268, 381} tii[32,60] := {300, 383} tii[32,61] := {334} tii[32,62] := {38} tii[32,63] := {284} tii[32,64] := {319} tii[32,65] := {28, 100} tii[32,66] := {285, 363} tii[32,67] := {65, 137} tii[32,68] := {67} tii[32,69] := {240} tii[32,70] := {89} tii[32,71] := {288} tii[32,72] := {55, 151} tii[32,73] := {68, 163} tii[32,74] := {241, 339} tii[32,75] := {108, 192} tii[32,76] := {335} tii[32,77] := {91, 200} tii[32,78] := {50, 246} tii[32,79] := {287, 365} tii[32,80] := {161, 247} tii[32,81] := {242, 378} tii[32,82] := {208, 299} tii[32,83] := {183} tii[32,84] := {113} tii[32,85] := {232} tii[32,86] := {143} tii[32,87] := {27, 206} tii[32,88] := {184, 294} tii[32,89] := {114, 220} tii[32,90] := {64, 250} tii[32,91] := {203} tii[32,92] := {289} tii[32,93] := {53, 259} tii[32,94] := {25, 301} tii[32,95] := {138, 276} tii[32,96] := {230, 338} tii[32,97] := {107, 302} tii[32,98] := {115, 323} tii[32,99] := {185, 364} tii[32,100] := {152, 342} tii[32,101] := {234} tii[32,102] := {90, 313} tii[32,103] := {174, 293} tii[32,104] := {49, 345} tii[32,105] := {160, 346} tii[32,106] := {36, 366} tii[32,107] := {133, 337} tii[32,108] := {210, 367} tii[32,109] := {84, 360} tii[32,110] := {245, 379} tii[32,111] := {80} tii[32,112] := {124} tii[32,113] := {11, 178} tii[32,114] := {81, 182} tii[32,115] := {34, 225} tii[32,116] := {176} tii[32,117] := {26, 231} tii[32,118] := {10, 274} tii[32,119] := {119, 237} tii[32,120] := {63, 275} tii[32,121] := {82, 290} tii[32,122] := {99, 327} tii[32,123] := {125} tii[32,124] := {52, 286} tii[32,125] := {71, 180} tii[32,126] := {24, 329} tii[32,127] := {106, 330} tii[32,128] := {15, 356} tii[32,129] := {46, 235} tii[32,130] := {153, 357} tii[32,131] := {22, 270} tii[32,132] := {187, 375} tii[32,133] := {42, 229} tii[32,134] := {16, 272} tii[32,135] := {79, 273} tii[32,136] := {7, 321} tii[32,137] := {127, 322} tii[32,138] := {1, 269} tii[32,139] := {156, 354} tii[32,140] := {101, 317} tii[32,141] := {199} tii[32,142] := {150} tii[32,143] := {102, 190} tii[32,144] := {195} tii[32,145] := {96} tii[32,146] := {243} tii[32,147] := {59, 135} tii[32,148] := {196, 305} tii[32,149] := {186} tii[32,150] := {85, 188} tii[32,151] := {142, 248} tii[32,152] := {97, 295} tii[32,153] := {226} tii[32,154] := {77} tii[32,155] := {261} tii[32,156] := {45, 112} tii[32,157] := {227, 333} tii[32,158] := {320} tii[32,159] := {148} tii[32,160] := {60, 159} tii[32,161] := {122, 223} tii[32,162] := {258, 361} tii[32,163] := {228, 376} tii[32,164] := {78, 253} tii[32,165] := {263} tii[32,166] := {104, 216} tii[32,167] := {198, 332} tii[32,168] := {98, 308} tii[32,169] := {172, 359} tii[32,170] := {123, 370} tii[32,171] := {130} tii[32,172] := {43} tii[32,173] := {175} tii[32,174] := {20, 66} tii[32,175] := {131, 239} tii[32,176] := {233} tii[32,177] := {93} tii[32,178] := {31, 105} tii[32,179] := {74, 166} tii[32,180] := {173, 292} tii[32,181] := {132, 336} tii[32,182] := {44, 193} tii[32,183] := {177} tii[32,184] := {204} tii[32,185] := {120, 238} tii[32,186] := {61, 158} tii[32,187] := {139, 277} tii[32,188] := {83, 291} tii[32,189] := {58, 251} tii[32,190] := {118, 325} tii[32,191] := {48, 328} tii[32,192] := {75, 343} tii[32,193] := {126} tii[32,194] := {33, 215} tii[32,195] := {72, 181} tii[32,196] := {47, 236} tii[32,197] := {30, 306} tii[32,198] := {41, 368} tii[32,199] := {23, 271} tii[32,200] := {9, 213} tii[32,201] := {18} tii[32,202] := {6, 35} tii[32,203] := {54} tii[32,204] := {13, 62} tii[32,205] := {39, 111} tii[32,206] := {19, 136} tii[32,207] := {145} tii[32,208] := {32, 103} tii[32,209] := {86, 217} tii[32,210] := {29, 191} tii[32,211] := {69, 267} tii[32,212] := {40, 298} tii[32,213] := {76} tii[32,214] := {14, 157} tii[32,215] := {37, 129} tii[32,216] := {21, 179} tii[32,217] := {12, 249} tii[32,218] := {17, 341} tii[32,219] := {8, 214} tii[32,220] := {2, 155} tii[32,221] := {4, 128} tii[32,222] := {3, 224} tii[32,223] := {5, 326} tii[32,224] := {0, 212} cell#151 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {191} tii[24,2] := {234} tii[24,3] := {250} tii[24,4] := {187} tii[24,5] := {110} tii[24,6] := {225} tii[24,7] := {142} tii[24,8] := {248} tii[24,9] := {213} tii[24,10] := {183} tii[24,11] := {243} tii[24,12] := {206} tii[24,13] := {207} tii[24,14] := {261} tii[24,15] := {254} tii[24,16] := {238} tii[24,17] := {269} tii[24,18] := {274} tii[24,19] := {150} tii[24,20] := {69} tii[24,21] := {198} tii[24,22] := {98} tii[24,23] := {232} tii[24,24] := {186} tii[24,25] := {147} tii[24,26] := {33} tii[24,27] := {224} tii[24,28] := {174} tii[24,29] := {175} tii[24,30] := {58} tii[24,31] := {247} tii[24,32] := {64} tii[24,33] := {241} tii[24,34] := {93} tii[24,35] := {219} tii[24,36] := {92} tii[24,37] := {259} tii[24,38] := {125} tii[24,39] := {266} tii[24,40] := {212} tii[24,41] := {182} tii[24,42] := {242} tii[24,43] := {204} tii[24,44] := {205} tii[24,45] := {260} tii[24,46] := {145} tii[24,47] := {253} tii[24,48] := {237} tii[24,49] := {170} tii[24,50] := {171} tii[24,51] := {268} tii[24,52] := {199} tii[24,53] := {200} tii[24,54] := {273} tii[24,55] := {263} tii[24,56] := {251} tii[24,57] := {275} tii[24,58] := {235} tii[24,59] := {278} tii[24,60] := {279} tii[24,61] := {105} tii[24,62] := {34} tii[24,63] := {160} tii[24,64] := {60} tii[24,65] := {211} tii[24,66] := {149} tii[24,67] := {103} tii[24,68] := {13} tii[24,69] := {197} tii[24,70] := {133} tii[24,71] := {134} tii[24,72] := {29} tii[24,73] := {231} tii[24,74] := {32} tii[24,75] := {222} tii[24,76] := {57} tii[24,77] := {193} tii[24,78] := {56} tii[24,79] := {245} tii[24,80] := {85} tii[24,81] := {256} tii[24,82] := {185} tii[24,83] := {9} tii[24,84] := {146} tii[24,85] := {223} tii[24,86] := {21} tii[24,87] := {172} tii[24,88] := {173} tii[24,89] := {246} tii[24,90] := {101} tii[24,91] := {24} tii[24,92] := {240} tii[24,93] := {45} tii[24,94] := {218} tii[24,95] := {128} tii[24,96] := {129} tii[24,97] := {44} tii[24,98] := {258} tii[24,99] := {161} tii[24,100] := {162} tii[24,101] := {73} tii[24,102] := {265} tii[24,103] := {48} tii[24,104] := {252} tii[24,105] := {78} tii[24,106] := {77} tii[24,107] := {236} tii[24,108] := {267} tii[24,109] := {113} tii[24,110] := {216} tii[24,111] := {112} tii[24,112] := {272} tii[24,113] := {153} tii[24,114] := {277} tii[24,115] := {148} tii[24,116] := {102} tii[24,117] := {196} tii[24,118] := {131} tii[24,119] := {132} tii[24,120] := {230} tii[24,121] := {62} tii[24,122] := {221} tii[24,123] := {192} tii[24,124] := {88} tii[24,125] := {89} tii[24,126] := {244} tii[24,127] := {121} tii[24,128] := {122} tii[24,129] := {255} tii[24,130] := {31} tii[24,131] := {239} tii[24,132] := {54} tii[24,133] := {55} tii[24,134] := {217} tii[24,135] := {257} tii[24,136] := {190} tii[24,137] := {83} tii[24,138] := {84} tii[24,139] := {264} tii[24,140] := {119} tii[24,141] := {53} tii[24,142] := {271} tii[24,143] := {233} tii[24,144] := {214} tii[24,145] := {249} tii[24,146] := {184} tii[24,147] := {262} tii[24,148] := {152} tii[24,149] := {270} tii[24,150] := {276} tii[24,151] := {120} tii[24,152] := {157} tii[24,153] := {163} tii[24,154] := {68} tii[24,155] := {130} tii[24,156] := {189} tii[24,157] := {96} tii[24,158] := {106} tii[24,159] := {215} tii[24,160] := {139} tii[24,161] := {138} tii[24,162] := {168} tii[24,163] := {154} tii[24,164] := {25} tii[24,165] := {116} tii[24,166] := {181} tii[24,167] := {46} tii[24,168] := {49} tii[24,169] := {151} tii[24,170] := {75} tii[24,171] := {210} tii[24,172] := {80} tii[24,173] := {179} tii[24,174] := {180} tii[24,175] := {79} tii[24,176] := {143} tii[24,177] := {203} tii[24,178] := {114} tii[24,179] := {81} tii[24,180] := {229} tii[24,181] := {118} tii[24,182] := {117} tii[24,183] := {227} tii[24,184] := {156} tii[24,185] := {155} tii[24,186] := {188} tii[24,187] := {111} tii[24,188] := {1} tii[24,189] := {144} tii[24,190] := {76} tii[24,191] := {5} tii[24,192] := {8} tii[24,193] := {107} tii[24,194] := {40} tii[24,195] := {178} tii[24,196] := {20} tii[24,197] := {140} tii[24,198] := {141} tii[24,199] := {19} tii[24,200] := {37} tii[24,201] := {99} tii[24,202] := {169} tii[24,203] := {23} tii[24,204] := {104} tii[24,205] := {43} tii[24,206] := {42} tii[24,207] := {15} tii[24,208] := {209} tii[24,209] := {135} tii[24,210] := {136} tii[24,211] := {72} tii[24,212] := {59} tii[24,213] := {71} tii[24,214] := {202} tii[24,215] := {166} tii[24,216] := {167} tii[24,217] := {109} tii[24,218] := {126} tii[24,219] := {195} tii[24,220] := {7} tii[24,221] := {228} tii[24,222] := {17} tii[24,223] := {18} tii[24,224] := {36} tii[24,225] := {35} tii[24,226] := {226} tii[24,227] := {14} tii[24,228] := {67} tii[24,229] := {220} tii[24,230] := {50} tii[24,231] := {70} tii[24,232] := {100} tii[24,233] := {41} tii[24,234] := {65} tii[24,235] := {16} tii[24,236] := {137} tii[24,237] := {94} tii[24,238] := {95} tii[24,239] := {127} tii[24,240] := {61} tii[24,241] := {63} tii[24,242] := {4} tii[24,243] := {177} tii[24,244] := {90} tii[24,245] := {91} tii[24,246] := {30} tii[24,247] := {165} tii[24,248] := {123} tii[24,249] := {124} tii[24,250] := {86} tii[24,251] := {159} tii[24,252] := {12} tii[24,253] := {2} tii[24,254] := {208} tii[24,255] := {27} tii[24,256] := {28} tii[24,257] := {22} tii[24,258] := {51} tii[24,259] := {52} tii[24,260] := {201} tii[24,261] := {74} tii[24,262] := {194} tii[24,263] := {82} tii[24,264] := {26} tii[24,265] := {11} tii[24,266] := {66} tii[24,267] := {176} tii[24,268] := {164} tii[24,269] := {158} tii[24,270] := {108} tii[24,271] := {87} tii[24,272] := {39} tii[24,273] := {97} tii[24,274] := {10} tii[24,275] := {47} tii[24,276] := {115} tii[24,277] := {0} tii[24,278] := {6} tii[24,279] := {38} tii[24,280] := {3} cell#152 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {257} tii[32,2] := {141} tii[32,3] := {134, 244} tii[32,4] := {189, 296} tii[32,5] := {312} tii[32,6] := {121} tii[32,7] := {255} tii[32,8] := {297} tii[32,9] := {95, 211} tii[32,10] := {256, 351} tii[32,11] := {165, 254} tii[32,12] := {170} tii[32,13] := {202} tii[32,14] := {149, 265} tii[32,15] := {171, 280} tii[32,16] := {222, 309} tii[32,17] := {205, 316} tii[32,18] := {140, 349} tii[32,19] := {278, 350} tii[32,20] := {324, 371} tii[32,21] := {352} tii[32,22] := {73} tii[32,23] := {310} tii[32,24] := {340} tii[32,25] := {57, 154} tii[32,26] := {311, 374} tii[32,27] := {110, 194} tii[32,28] := {281} tii[32,29] := {116} tii[32,30] := {144} tii[32,31] := {318} tii[32,32] := {94, 207} tii[32,33] := {117, 221} tii[32,34] := {282, 362} tii[32,35] := {164, 252} tii[32,36] := {355} tii[32,37] := {147, 260} tii[32,38] := {88, 303} tii[32,39] := {314, 377} tii[32,40] := {219, 304} tii[32,41] := {283, 382} tii[32,42] := {266, 344} tii[32,43] := {167} tii[32,44] := {201} tii[32,45] := {56, 264} tii[32,46] := {168, 279} tii[32,47] := {109, 307} tii[32,48] := {262} tii[32,49] := {92, 315} tii[32,50] := {51, 347} tii[32,51] := {197, 331} tii[32,52] := {162, 348} tii[32,53] := {169, 358} tii[32,54] := {209, 369} tii[32,55] := {146, 353} tii[32,56] := {87, 372} tii[32,57] := {218, 373} tii[32,58] := {70, 380} tii[32,59] := {268, 381} tii[32,60] := {300, 383} tii[32,61] := {334} tii[32,62] := {38} tii[32,63] := {284} tii[32,64] := {319} tii[32,65] := {28, 100} tii[32,66] := {285, 363} tii[32,67] := {65, 137} tii[32,68] := {67} tii[32,69] := {240} tii[32,70] := {89} tii[32,71] := {288} tii[32,72] := {55, 151} tii[32,73] := {68, 163} tii[32,74] := {241, 339} tii[32,75] := {108, 192} tii[32,76] := {335} tii[32,77] := {91, 200} tii[32,78] := {50, 246} tii[32,79] := {287, 365} tii[32,80] := {161, 247} tii[32,81] := {242, 378} tii[32,82] := {208, 299} tii[32,83] := {183} tii[32,84] := {113} tii[32,85] := {232} tii[32,86] := {143} tii[32,87] := {27, 206} tii[32,88] := {184, 294} tii[32,89] := {114, 220} tii[32,90] := {64, 250} tii[32,91] := {203} tii[32,92] := {289} tii[32,93] := {53, 259} tii[32,94] := {25, 301} tii[32,95] := {138, 276} tii[32,96] := {230, 338} tii[32,97] := {107, 302} tii[32,98] := {115, 323} tii[32,99] := {185, 364} tii[32,100] := {152, 342} tii[32,101] := {234} tii[32,102] := {90, 313} tii[32,103] := {174, 293} tii[32,104] := {49, 345} tii[32,105] := {160, 346} tii[32,106] := {36, 366} tii[32,107] := {133, 337} tii[32,108] := {210, 367} tii[32,109] := {84, 360} tii[32,110] := {245, 379} tii[32,111] := {80} tii[32,112] := {124} tii[32,113] := {11, 178} tii[32,114] := {81, 182} tii[32,115] := {34, 225} tii[32,116] := {176} tii[32,117] := {26, 231} tii[32,118] := {10, 274} tii[32,119] := {119, 237} tii[32,120] := {63, 275} tii[32,121] := {82, 290} tii[32,122] := {99, 327} tii[32,123] := {125} tii[32,124] := {52, 286} tii[32,125] := {71, 180} tii[32,126] := {24, 329} tii[32,127] := {106, 330} tii[32,128] := {15, 356} tii[32,129] := {46, 235} tii[32,130] := {153, 357} tii[32,131] := {22, 270} tii[32,132] := {187, 375} tii[32,133] := {42, 229} tii[32,134] := {16, 272} tii[32,135] := {79, 273} tii[32,136] := {7, 321} tii[32,137] := {127, 322} tii[32,138] := {1, 269} tii[32,139] := {156, 354} tii[32,140] := {101, 317} tii[32,141] := {199} tii[32,142] := {150} tii[32,143] := {102, 190} tii[32,144] := {195} tii[32,145] := {96} tii[32,146] := {243} tii[32,147] := {59, 135} tii[32,148] := {196, 305} tii[32,149] := {186} tii[32,150] := {85, 188} tii[32,151] := {142, 248} tii[32,152] := {97, 295} tii[32,153] := {226} tii[32,154] := {77} tii[32,155] := {261} tii[32,156] := {45, 112} tii[32,157] := {227, 333} tii[32,158] := {320} tii[32,159] := {148} tii[32,160] := {60, 159} tii[32,161] := {122, 223} tii[32,162] := {258, 361} tii[32,163] := {228, 376} tii[32,164] := {78, 253} tii[32,165] := {263} tii[32,166] := {104, 216} tii[32,167] := {198, 332} tii[32,168] := {98, 308} tii[32,169] := {172, 359} tii[32,170] := {123, 370} tii[32,171] := {130} tii[32,172] := {43} tii[32,173] := {175} tii[32,174] := {20, 66} tii[32,175] := {131, 239} tii[32,176] := {233} tii[32,177] := {93} tii[32,178] := {31, 105} tii[32,179] := {74, 166} tii[32,180] := {173, 292} tii[32,181] := {132, 336} tii[32,182] := {44, 193} tii[32,183] := {177} tii[32,184] := {204} tii[32,185] := {120, 238} tii[32,186] := {61, 158} tii[32,187] := {139, 277} tii[32,188] := {83, 291} tii[32,189] := {58, 251} tii[32,190] := {118, 325} tii[32,191] := {48, 328} tii[32,192] := {75, 343} tii[32,193] := {126} tii[32,194] := {33, 215} tii[32,195] := {72, 181} tii[32,196] := {47, 236} tii[32,197] := {30, 306} tii[32,198] := {41, 368} tii[32,199] := {23, 271} tii[32,200] := {9, 213} tii[32,201] := {18} tii[32,202] := {6, 35} tii[32,203] := {54} tii[32,204] := {13, 62} tii[32,205] := {39, 111} tii[32,206] := {19, 136} tii[32,207] := {145} tii[32,208] := {32, 103} tii[32,209] := {86, 217} tii[32,210] := {29, 191} tii[32,211] := {69, 267} tii[32,212] := {40, 298} tii[32,213] := {76} tii[32,214] := {14, 157} tii[32,215] := {37, 129} tii[32,216] := {21, 179} tii[32,217] := {12, 249} tii[32,218] := {17, 341} tii[32,219] := {8, 214} tii[32,220] := {2, 155} tii[32,221] := {4, 128} tii[32,222] := {3, 224} tii[32,223] := {5, 326} tii[32,224] := {0, 212} cell#153 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {191} tii[24,2] := {234} tii[24,3] := {250} tii[24,4] := {187} tii[24,5] := {110} tii[24,6] := {225} tii[24,7] := {143} tii[24,8] := {248} tii[24,9] := {213} tii[24,10] := {183} tii[24,11] := {243} tii[24,12] := {207} tii[24,13] := {206} tii[24,14] := {261} tii[24,15] := {254} tii[24,16] := {238} tii[24,17] := {269} tii[24,18] := {274} tii[24,19] := {150} tii[24,20] := {69} tii[24,21] := {198} tii[24,22] := {99} tii[24,23] := {232} tii[24,24] := {186} tii[24,25] := {147} tii[24,26] := {33} tii[24,27] := {224} tii[24,28] := {175} tii[24,29] := {174} tii[24,30] := {59} tii[24,31] := {247} tii[24,32] := {64} tii[24,33] := {241} tii[24,34] := {92} tii[24,35] := {219} tii[24,36] := {93} tii[24,37] := {259} tii[24,38] := {126} tii[24,39] := {266} tii[24,40] := {212} tii[24,41] := {182} tii[24,42] := {242} tii[24,43] := {205} tii[24,44] := {204} tii[24,45] := {260} tii[24,46] := {145} tii[24,47] := {253} tii[24,48] := {237} tii[24,49] := {171} tii[24,50] := {170} tii[24,51] := {268} tii[24,52] := {200} tii[24,53] := {199} tii[24,54] := {273} tii[24,55] := {263} tii[24,56] := {251} tii[24,57] := {275} tii[24,58] := {235} tii[24,59] := {278} tii[24,60] := {279} tii[24,61] := {105} tii[24,62] := {34} tii[24,63] := {160} tii[24,64] := {61} tii[24,65] := {211} tii[24,66] := {149} tii[24,67] := {103} tii[24,68] := {13} tii[24,69] := {197} tii[24,70] := {134} tii[24,71] := {133} tii[24,72] := {30} tii[24,73] := {231} tii[24,74] := {32} tii[24,75] := {222} tii[24,76] := {56} tii[24,77] := {193} tii[24,78] := {57} tii[24,79] := {245} tii[24,80] := {86} tii[24,81] := {256} tii[24,82] := {185} tii[24,83] := {9} tii[24,84] := {146} tii[24,85] := {223} tii[24,86] := {22} tii[24,87] := {173} tii[24,88] := {172} tii[24,89] := {246} tii[24,90] := {101} tii[24,91] := {24} tii[24,92] := {240} tii[24,93] := {44} tii[24,94] := {218} tii[24,95] := {129} tii[24,96] := {128} tii[24,97] := {45} tii[24,98] := {258} tii[24,99] := {162} tii[24,100] := {161} tii[24,101] := {74} tii[24,102] := {265} tii[24,103] := {48} tii[24,104] := {252} tii[24,105] := {77} tii[24,106] := {78} tii[24,107] := {236} tii[24,108] := {267} tii[24,109] := {112} tii[24,110] := {216} tii[24,111] := {113} tii[24,112] := {272} tii[24,113] := {153} tii[24,114] := {277} tii[24,115] := {148} tii[24,116] := {102} tii[24,117] := {196} tii[24,118] := {132} tii[24,119] := {131} tii[24,120] := {230} tii[24,121] := {62} tii[24,122] := {221} tii[24,123] := {192} tii[24,124] := {89} tii[24,125] := {88} tii[24,126] := {244} tii[24,127] := {122} tii[24,128] := {121} tii[24,129] := {255} tii[24,130] := {31} tii[24,131] := {239} tii[24,132] := {55} tii[24,133] := {54} tii[24,134] := {217} tii[24,135] := {257} tii[24,136] := {190} tii[24,137] := {84} tii[24,138] := {83} tii[24,139] := {264} tii[24,140] := {119} tii[24,141] := {53} tii[24,142] := {271} tii[24,143] := {233} tii[24,144] := {214} tii[24,145] := {249} tii[24,146] := {184} tii[24,147] := {262} tii[24,148] := {152} tii[24,149] := {270} tii[24,150] := {276} tii[24,151] := {120} tii[24,152] := {157} tii[24,153] := {163} tii[24,154] := {68} tii[24,155] := {130} tii[24,156] := {189} tii[24,157] := {97} tii[24,158] := {106} tii[24,159] := {215} tii[24,160] := {138} tii[24,161] := {139} tii[24,162] := {168} tii[24,163] := {154} tii[24,164] := {25} tii[24,165] := {116} tii[24,166] := {181} tii[24,167] := {47} tii[24,168] := {49} tii[24,169] := {151} tii[24,170] := {75} tii[24,171] := {210} tii[24,172] := {79} tii[24,173] := {180} tii[24,174] := {179} tii[24,175] := {80} tii[24,176] := {142} tii[24,177] := {203} tii[24,178] := {115} tii[24,179] := {81} tii[24,180] := {229} tii[24,181] := {117} tii[24,182] := {118} tii[24,183] := {227} tii[24,184] := {155} tii[24,185] := {156} tii[24,186] := {188} tii[24,187] := {111} tii[24,188] := {1} tii[24,189] := {144} tii[24,190] := {76} tii[24,191] := {6} tii[24,192] := {8} tii[24,193] := {107} tii[24,194] := {40} tii[24,195] := {178} tii[24,196] := {19} tii[24,197] := {141} tii[24,198] := {140} tii[24,199] := {20} tii[24,200] := {38} tii[24,201] := {98} tii[24,202] := {169} tii[24,203] := {23} tii[24,204] := {104} tii[24,205] := {42} tii[24,206] := {43} tii[24,207] := {15} tii[24,208] := {209} tii[24,209] := {136} tii[24,210] := {135} tii[24,211] := {71} tii[24,212] := {58} tii[24,213] := {72} tii[24,214] := {202} tii[24,215] := {167} tii[24,216] := {166} tii[24,217] := {109} tii[24,218] := {125} tii[24,219] := {195} tii[24,220] := {7} tii[24,221] := {228} tii[24,222] := {18} tii[24,223] := {17} tii[24,224] := {35} tii[24,225] := {36} tii[24,226] := {226} tii[24,227] := {14} tii[24,228] := {67} tii[24,229] := {220} tii[24,230] := {50} tii[24,231] := {70} tii[24,232] := {100} tii[24,233] := {41} tii[24,234] := {65} tii[24,235] := {16} tii[24,236] := {137} tii[24,237] := {95} tii[24,238] := {94} tii[24,239] := {127} tii[24,240] := {60} tii[24,241] := {63} tii[24,242] := {4} tii[24,243] := {177} tii[24,244] := {91} tii[24,245] := {90} tii[24,246] := {29} tii[24,247] := {165} tii[24,248] := {124} tii[24,249] := {123} tii[24,250] := {85} tii[24,251] := {159} tii[24,252] := {12} tii[24,253] := {2} tii[24,254] := {208} tii[24,255] := {28} tii[24,256] := {27} tii[24,257] := {21} tii[24,258] := {52} tii[24,259] := {51} tii[24,260] := {201} tii[24,261] := {73} tii[24,262] := {194} tii[24,263] := {82} tii[24,264] := {26} tii[24,265] := {11} tii[24,266] := {66} tii[24,267] := {176} tii[24,268] := {164} tii[24,269] := {158} tii[24,270] := {108} tii[24,271] := {87} tii[24,272] := {39} tii[24,273] := {96} tii[24,274] := {10} tii[24,275] := {46} tii[24,276] := {114} tii[24,277] := {0} tii[24,278] := {5} tii[24,279] := {37} tii[24,280] := {3} cell#154 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {748} tii[17,2] := {830, 831} tii[17,3] := {232, 940} tii[17,4] := {721} tii[17,5] := {511} tii[17,6] := {781, 782} tii[17,7] := {370, 371, 1093, 1094} tii[17,8] := {485, 486, 1160, 1161} tii[17,9] := {821} tii[17,10] := {886, 887} tii[17,11] := {712} tii[17,12] := {538, 539, 971, 972} tii[17,13] := {793, 794} tii[17,14] := {696, 697, 1090, 1091} tii[17,15] := {965, 966} tii[17,16] := {858, 859, 1084, 1085} tii[17,17] := {173, 1027} tii[17,18] := {611} tii[17,19] := {668, 669} tii[17,20] := {407} tii[17,21] := {290, 291, 1156, 1157} tii[17,22] := {388, 389, 1204, 1205} tii[17,23] := {121, 1012} tii[17,24] := {716} tii[17,25] := {318} tii[17,26] := {73, 917} tii[17,27] := {779, 780} tii[17,28] := {602} tii[17,29] := {448, 449, 868, 869} tii[17,30] := {212, 213, 1120, 1121} tii[17,31] := {107, 108, 985, 986} tii[17,32] := {684, 685} tii[17,33] := {584, 585, 1001, 1002} tii[17,34] := {302, 303, 1198, 1199} tii[17,35] := {397} tii[17,36] := {284, 285, 1170, 1171} tii[17,37] := {864, 865} tii[17,38] := {206, 207, 1106, 1107} tii[17,39] := {468, 469} tii[17,40] := {751, 752, 997, 998} tii[17,41] := {382, 383, 1228, 1229} tii[17,42] := {460, 461, 1244, 1245} tii[17,43] := {820} tii[17,44] := {884, 885} tii[17,45] := {711} tii[17,46] := {536, 537, 969, 970} tii[17,47] := {791, 792} tii[17,48] := {694, 695, 1088, 1089} tii[17,49] := {599} tii[17,50] := {443, 444, 1048, 1049} tii[17,51] := {963, 964} tii[17,52] := {348, 349, 949, 950} tii[17,53] := {856, 857, 1082, 1083} tii[17,54] := {678, 679} tii[17,55] := {579, 580, 1148, 1149} tii[17,56] := {763, 764} tii[17,57] := {659, 660, 1184, 1185} tii[17,58] := {1044, 1045} tii[17,59] := {945, 946, 1144, 1145} tii[17,60] := {841, 842, 1180, 1181} tii[17,61] := {502} tii[17,62] := {122, 1103} tii[17,63] := {555, 556} tii[17,64] := {319} tii[17,65] := {214, 215, 1202, 1203} tii[17,66] := {304, 305, 1234, 1235} tii[17,67] := {79, 1092} tii[17,68] := {605} tii[17,69] := {666, 667} tii[17,70] := {247} tii[17,71] := {42, 1011} tii[17,72] := {497} tii[17,73] := {360, 361, 757, 758} tii[17,74] := {149, 150, 1174, 1175} tii[17,75] := {569, 570} tii[17,76] := {68, 69, 1068, 1069} tii[17,77] := {475, 476, 904, 905} tii[17,78] := {228, 229, 1232, 1233} tii[17,79] := {311} tii[17,80] := {755, 756} tii[17,81] := {210, 211, 1214, 1215} tii[17,82] := {145, 146, 1164, 1165} tii[17,83] := {637, 638, 902, 903} tii[17,84] := {378, 379} tii[17,85] := {300, 301, 1250, 1251} tii[17,86] := {374, 375, 1256, 1257} tii[17,87] := {62, 1013} tii[17,88] := {715} tii[17,89] := {197} tii[17,90] := {777, 778} tii[17,91] := {35, 918} tii[17,92] := {132, 133, 1122, 1123} tii[17,93] := {600} tii[17,94] := {446, 447, 866, 867} tii[17,95] := {57, 58, 987, 988} tii[17,96] := {192, 193, 1200, 1201} tii[17,97] := {680, 681} tii[17,98] := {582, 583, 999, 1000} tii[17,99] := {17, 813} tii[17,100] := {495} tii[17,101] := {358, 359, 957, 958} tii[17,102] := {263} tii[17,103] := {185, 186, 1172, 1173} tii[17,104] := {862, 863} tii[17,105] := {272, 273, 846, 847} tii[17,106] := {125, 126, 1108, 1109} tii[17,107] := {328, 329} tii[17,108] := {30, 31, 888, 889} tii[17,109] := {749, 750, 995, 996} tii[17,110] := {565, 566} tii[17,111] := {473, 474, 1076, 1077} tii[17,112] := {256, 257, 1230, 1231} tii[17,113] := {51, 52, 973, 974} tii[17,114] := {651, 652} tii[17,115] := {549, 550, 1128, 1129} tii[17,116] := {322, 323, 1246, 1247} tii[17,117] := {243, 244, 1212, 1213} tii[17,118] := {342} tii[17,119] := {955, 956} tii[17,120] := {177, 178, 1162, 1163} tii[17,121] := {419, 420} tii[17,122] := {335, 336, 1248, 1249} tii[17,123] := {844, 845, 1074, 1075} tii[17,124] := {119, 120, 1101, 1102} tii[17,125] := {509, 510} tii[17,126] := {738, 739, 1126, 1127} tii[17,127] := {411, 412, 1254, 1255} tii[17,128] := {503, 504, 1258, 1259} tii[17,129] := {819} tii[17,130] := {882, 883} tii[17,131] := {710} tii[17,132] := {534, 535, 967, 968} tii[17,133] := {789, 790} tii[17,134] := {692, 693, 1086, 1087} tii[17,135] := {961, 962} tii[17,136] := {598} tii[17,137] := {441, 442, 1046, 1047} tii[17,138] := {346, 347, 947, 948} tii[17,139] := {854, 855, 1080, 1081} tii[17,140] := {676, 677} tii[17,141] := {577, 578, 1146, 1147} tii[17,142] := {761, 762} tii[17,143] := {657, 658, 1182, 1183} tii[17,144] := {526} tii[17,145] := {401, 402, 1112, 1113} tii[17,146] := {1042, 1043} tii[17,147] := {623, 624} tii[17,148] := {308, 309, 1030, 1031} tii[17,149] := {523, 524, 1190, 1191} tii[17,150] := {943, 944, 1142, 1143} tii[17,151] := {230, 231, 936, 937} tii[17,152] := {839, 840, 1178, 1179} tii[17,153] := {724, 725} tii[17,154] := {620, 621, 1218, 1219} tii[17,155] := {822, 823} tii[17,156] := {719, 720, 1236, 1237} tii[17,157] := {1110, 1111} tii[17,158] := {1028, 1029, 1188, 1189} tii[17,159] := {934, 935, 1216, 1217} tii[17,160] := {915, 916, 1240, 1241} tii[17,161] := {271} tii[17,162] := {548} tii[17,163] := {431, 432} tii[17,164] := {530, 531} tii[17,165] := {350} tii[17,166] := {172, 843} tii[17,167] := {661} tii[17,168] := {445} tii[17,169] := {406} tii[17,170] := {528, 529} tii[17,171] := {288, 289, 1016, 1017} tii[17,172] := {115, 737} tii[17,173] := {581} tii[17,174] := {630, 631} tii[17,175] := {386, 387, 1099, 1100} tii[17,176] := {157, 158, 832, 833} tii[17,177] := {628, 629} tii[17,178] := {366, 367, 925, 926} tii[17,179] := {498} tii[17,180] := {733, 734} tii[17,181] := {278, 279, 834, 835} tii[17,182] := {571, 572} tii[17,183] := {481, 482, 1022, 1023} tii[17,184] := {557, 558, 931, 932} tii[17,185] := {310} tii[17,186] := {96, 920} tii[17,187] := {167, 836} tii[17,188] := {622} tii[17,189] := {403} tii[17,190] := {264} tii[17,191] := {456, 457} tii[17,192] := {61, 816} tii[17,193] := {187, 188, 1054, 1055} tii[17,194] := {220, 221, 927, 928} tii[17,195] := {525} tii[17,196] := {592, 593} tii[17,197] := {92, 93, 894, 895} tii[17,198] := {258, 259, 1154, 1155} tii[17,199] := {608} tii[17,200] := {312} tii[17,201] := {544, 545} tii[17,202] := {454, 455, 870, 871} tii[17,203] := {245, 246, 1118, 1119} tii[17,204] := {343} tii[17,205] := {34, 709} tii[17,206] := {296, 297, 1020, 1021} tii[17,207] := {688, 689} tii[17,208] := {702, 703} tii[17,209] := {179, 180, 1036, 1037} tii[17,210] := {423} tii[17,211] := {355, 356, 799, 800} tii[17,212] := {590, 591, 1003, 1004} tii[17,213] := {421, 422} tii[17,214] := {337, 338, 1196, 1197} tii[17,215] := {55, 56, 787, 788} tii[17,216] := {594, 595} tii[17,217] := {670, 671, 912, 913} tii[17,218] := {413, 414, 1224, 1225} tii[17,219] := {88, 89, 874, 875} tii[17,220] := {647, 648} tii[17,221] := {316, 317, 1050, 1051} tii[17,222] := {430} tii[17,223] := {439, 440, 900, 901} tii[17,224] := {805, 806} tii[17,225] := {236, 237, 951, 952} tii[17,226] := {427, 428, 1150, 1151} tii[17,227] := {521, 522} tii[17,228] := {775, 776, 1009, 1010} tii[17,229] := {618, 619} tii[17,230] := {515, 516, 1186, 1187} tii[17,231] := {170, 171, 880, 881} tii[17,232] := {612, 613, 1136, 1137} tii[17,233] := {235} tii[17,234] := {38, 919} tii[17,235] := {514} tii[17,236] := {116, 933} tii[17,237] := {141} tii[17,238] := {315} tii[17,239] := {372, 373} tii[17,240] := {18, 815} tii[17,241] := {86, 87, 1052, 1053} tii[17,242] := {426} tii[17,243] := {159, 160, 1018, 1019} tii[17,244] := {487, 488} tii[17,245] := {32, 33, 892, 893} tii[17,246] := {138, 139, 1152, 1153} tii[17,247] := {452, 453} tii[17,248] := {7, 708} tii[17,249] := {41, 814} tii[17,250] := {239} tii[17,251] := {368, 369, 759, 760} tii[17,252] := {196} tii[17,253] := {130, 131, 1116, 1117} tii[17,254] := {499} tii[17,255] := {224, 225, 1097, 1098} tii[17,256] := {588, 589} tii[17,257] := {66, 67, 890, 891} tii[17,258] := {573, 574} tii[17,259] := {80, 81, 1034, 1035} tii[17,260] := {250, 251} tii[17,261] := {14, 15, 785, 786} tii[17,262] := {331} tii[17,263] := {280, 281, 690, 691} tii[17,264] := {483, 484, 906, 907} tii[17,265] := {190, 191, 1194, 1195} tii[17,266] := {26, 27, 872, 873} tii[17,267] := {101, 102, 975, 976} tii[17,268] := {248, 249, 1222, 1223} tii[17,269] := {491, 492} tii[17,270] := {559, 560, 811, 812} tii[17,271] := {183, 184, 1168, 1169} tii[17,272] := {496} tii[17,273] := {262} tii[17,274] := {181} tii[17,275] := {362, 363, 959, 960} tii[17,276] := {1, 627} tii[17,277] := {542, 543} tii[17,278] := {123, 124, 1104, 1105} tii[17,279] := {254, 255, 1226, 1227} tii[17,280] := {161, 162, 1070, 1071} tii[17,281] := {353, 354, 797, 798} tii[17,282] := {567, 568} tii[17,283] := {276, 277, 848, 849} tii[17,284] := {326, 327} tii[17,285] := {252} tii[17,286] := {700, 701} tii[17,287] := {477, 478, 1078, 1079} tii[17,288] := {4, 5, 728, 729} tii[17,289] := {653, 654} tii[17,290] := {75, 76, 1025, 1026} tii[17,291] := {153, 154, 1058, 1059} tii[17,292] := {404, 405} tii[17,293] := {320, 321, 1242, 1243} tii[17,294] := {392, 393} tii[17,295] := {664, 665, 910, 911} tii[17,296] := {553, 554, 1130, 1131} tii[17,297] := {10, 11, 826, 827} tii[17,298] := {202, 203, 769, 770} tii[17,299] := {399, 400, 1252, 1253} tii[17,300] := {561, 562} tii[17,301] := {22, 23, 921, 922} tii[17,302] := {639, 640, 1066, 1067} tii[17,303] := {240, 241, 1114, 1115} tii[17,304] := {341} tii[17,305] := {645, 646} tii[17,306] := {437, 438, 898, 899} tii[17,307] := {803, 804} tii[17,308] := {174, 175, 1032, 1033} tii[17,309] := {332, 333, 1192, 1193} tii[17,310] := {417, 418} tii[17,311] := {117, 118, 938, 939} tii[17,312] := {269, 270, 878, 879} tii[17,313] := {408, 409, 1220, 1221} tii[17,314] := {507, 508} tii[17,315] := {773, 774, 1007, 1008} tii[17,316] := {606, 607} tii[17,317] := {500, 501, 1238, 1239} tii[17,318] := {746, 747, 1134, 1135} tii[17,319] := {71, 72, 852, 853} tii[17,320] := {603, 604, 1208, 1209} tii[17,321] := {176} tii[17,322] := {410} tii[17,323] := {74, 1024} tii[17,324] := {242} tii[17,325] := {292, 293} tii[17,326] := {334} tii[17,327] := {109, 110, 1095, 1096} tii[17,328] := {390, 391} tii[17,329] := {364, 365} tii[17,330] := {182} tii[17,331] := {286, 287, 649, 650} tii[17,332] := {398} tii[17,333] := {21, 914} tii[17,334] := {163, 164, 1158, 1159} tii[17,335] := {479, 480} tii[17,336] := {470, 471} tii[17,337] := {253} tii[17,338] := {208, 209, 575, 576} tii[17,339] := {384, 385, 807, 808} tii[17,340] := {39, 40, 983, 984} tii[17,341] := {394, 395} tii[17,342] := {64, 65, 1056, 1057} tii[17,343] := {462, 463, 706, 707} tii[17,344] := {6, 730} tii[17,345] := {450, 451} tii[17,346] := {129} tii[17,347] := {396} tii[17,348] := {282, 283, 860, 861} tii[17,349] := {274, 275, 686, 687} tii[17,350] := {111, 112, 1138, 1139} tii[17,351] := {586, 587} tii[17,352] := {12, 13, 828, 829} tii[17,353] := {204, 205, 740, 741} tii[17,354] := {189} tii[17,355] := {466, 467} tii[17,356] := {380, 381, 993, 994} tii[17,357] := {103, 104, 1124, 1125} tii[17,358] := {551, 552, 809, 810} tii[17,359] := {24, 25, 923, 924} tii[17,360] := {546, 547} tii[17,361] := {306, 307} tii[17,362] := {458, 459, 1062, 1063} tii[17,363] := {143, 144, 655, 656} tii[17,364] := {45, 46, 1014, 1015} tii[17,365] := {464, 465} tii[17,366] := {532, 533, 981, 982} tii[17,367] := {429} tii[17,368] := {97} tii[17,369] := {313, 314, 1040, 1041} tii[17,370] := {540, 541} tii[17,371] := {94, 95, 1072, 1073} tii[17,372] := {519, 520} tii[17,373] := {351, 352, 795, 796} tii[17,374] := {142} tii[17,375] := {698, 699} tii[17,376] := {233, 234, 941, 942} tii[17,377] := {424, 425, 1140, 1141} tii[17,378] := {616, 617} tii[17,379] := {168, 169, 837, 838} tii[17,380] := {90, 91, 1060, 1061} tii[17,381] := {260, 261} tii[17,382] := {200, 201, 765, 766} tii[17,383] := {512, 513, 1176, 1177} tii[17,384] := {662, 663, 908, 909} tii[17,385] := {717, 718} tii[17,386] := {84, 85, 1038, 1039} tii[17,387] := {415, 416} tii[17,388] := {635, 636, 1064, 1065} tii[17,389] := {609, 610, 1206, 1207} tii[17,390] := {113, 114, 742, 743} tii[17,391] := {614, 615} tii[17,392] := {713, 714, 1166, 1167} tii[17,393] := {643, 644} tii[17,394] := {435, 436, 896, 897} tii[17,395] := {801, 802} tii[17,396] := {771, 772, 1005, 1006} tii[17,397] := {267, 268, 876, 877} tii[17,398] := {165, 166, 850, 851} tii[17,399] := {744, 745, 1132, 1133} tii[17,400] := {817, 818, 1210, 1211} tii[17,401] := {199} tii[17,402] := {265, 266} tii[17,403] := {357} tii[17,404] := {70, 634} tii[17,405] := {344, 345} tii[17,406] := {472} tii[17,407] := {105, 106, 731, 732} tii[17,408] := {151, 152, 632, 633} tii[17,409] := {238} tii[17,410] := {16, 601} tii[17,411] := {433, 434} tii[17,412] := {222, 223, 929, 930} tii[17,413] := {330} tii[17,414] := {28, 29, 682, 683} tii[17,415] := {216, 217, 735, 736} tii[17,416] := {489, 490} tii[17,417] := {49, 50, 767, 768} tii[17,418] := {82, 83, 672, 673} tii[17,419] := {140} tii[17,420] := {0, 527} tii[17,421] := {376, 377} tii[17,422] := {136, 137, 991, 992} tii[17,423] := {2, 3, 625, 626} tii[17,424] := {198} tii[17,425] := {134, 135, 979, 980} tii[17,426] := {294, 295, 704, 705} tii[17,427] := {8, 9, 726, 727} tii[17,428] := {339, 340} tii[17,429] := {19, 20, 824, 825} tii[17,430] := {127, 128, 783, 784} tii[17,431] := {517, 518} tii[17,432] := {36, 37, 722, 723} tii[17,433] := {63} tii[17,434] := {298, 299} tii[17,435] := {59, 60, 989, 990} tii[17,436] := {98} tii[17,437] := {53, 54, 977, 978} tii[17,438] := {218, 219, 596, 597} tii[17,439] := {194, 195} tii[17,440] := {47, 48, 953, 954} tii[17,441] := {324, 325} tii[17,442] := {147, 148, 674, 675} tii[17,443] := {43, 44, 753, 754} tii[17,444] := {505, 506} tii[17,445] := {226, 227} tii[17,446] := {155, 156, 493, 494} tii[17,447] := {99, 100, 563, 564} tii[17,448] := {77, 78, 641, 642} cell#155 , |C| = 288 special orbit = [9, 2, 2, 1, 1, 1, 1] special rep = [[4, 1], [1, 1, 1]] , dim = 224 cell rep = phi[[4, 1],[1, 1, 1]]+phi[[],[5, 2, 1]] TII depth = 4 TII multiplicity polynomial = 160*X+64*X^2 TII subcells: tii[43,1] := {253} tii[43,2] := {247} tii[43,3] := {203} tii[43,4] := {193} tii[43,5] := {269} tii[43,6] := {218} tii[43,7] := {280} tii[43,8] := {167} tii[43,9] := {270} tii[43,10] := {155} tii[43,11] := {281} tii[43,12] := {271, 286} tii[43,13] := {244} tii[43,14] := {132} tii[43,15] := {228} tii[43,16] := {121} tii[43,17] := {248} tii[43,18] := {229, 267} tii[43,19] := {165} tii[43,20] := {84} tii[43,21] := {189} tii[43,22] := {166, 225} tii[43,23] := {116} tii[43,24] := {95, 160} tii[43,25] := {277} tii[43,26] := {183} tii[43,27] := {283} tii[43,28] := {130} tii[43,29] := {278} tii[43,30] := {120} tii[43,31] := {284} tii[43,32] := {279, 287} tii[43,33] := {273} tii[43,34] := {215} tii[43,35] := {93} tii[43,36] := {198} tii[43,37] := {263} tii[43,38] := {83} tii[43,39] := {221} tii[43,40] := {274} tii[43,41] := {199, 250} tii[43,42] := {264, 285} tii[43,43] := {245} tii[43,44] := {128} tii[43,45] := {54} tii[43,46] := {150} tii[43,47] := {259} tii[43,48] := {129, 194} tii[43,49] := {246, 276} tii[43,50] := {238} tii[43,51] := {80} tii[43,52] := {64, 125} tii[43,53] := {219, 262} tii[43,54] := {191, 272} tii[43,55] := {235} tii[43,56] := {62} tii[43,57] := {213} tii[43,58] := {53} tii[43,59] := {236} tii[43,60] := {214, 260} tii[43,61] := {181} tii[43,62] := {91} tii[43,63] := {29} tii[43,64] := {112} tii[43,65] := {207} tii[43,66] := {92, 158} tii[43,67] := {182, 239} tii[43,68] := {175} tii[43,69] := {50} tii[43,70] := {36, 88} tii[43,71] := {147, 211} tii[43,72] := {117, 233} tii[43,73] := {108} tii[43,74] := {12} tii[43,75] := {139} tii[43,76] := {109, 177} tii[43,77] := {104} tii[43,78] := {27} tii[43,79] := {18, 58} tii[43,80] := {75, 142} tii[43,81] := {51, 172} tii[43,82] := {43} tii[43,83] := {24, 72} tii[43,84] := {11, 103} tii[43,85] := {15} tii[43,86] := {230} tii[43,87] := {34} tii[43,88] := {202} tii[43,89] := {60} tii[43,90] := {169} tii[43,91] := {96} tii[43,92] := {136} tii[43,93] := {44} tii[43,94] := {265} tii[43,95] := {74} tii[43,96] := {220} tii[43,97] := {254} tii[43,98] := {113} tii[43,99] := {192} tii[43,100] := {266} tii[43,101] := {156} tii[43,102] := {255, 282} tii[43,103] := {61} tii[43,104] := {231} tii[43,105] := {97} tii[43,106] := {170} tii[43,107] := {249} tii[43,108] := {137} tii[43,109] := {232, 268} tii[43,110] := {114} tii[43,111] := {223} tii[43,112] := {157} tii[43,113] := {204, 252} tii[43,114] := {171, 227} tii[43,115] := {257} tii[43,116] := {22} tii[43,117] := {187} tii[43,118] := {242} tii[43,119] := {45} tii[43,120] := {258} tii[43,121] := {154} tii[43,122] := {77} tii[43,123] := {243, 275} tii[43,124] := {122} tii[43,125] := {216} tii[43,126] := {35} tii[43,127] := {200} tii[43,128] := {237} tii[43,129] := {65} tii[43,130] := {134} tii[43,131] := {222} tii[43,132] := {217, 261} tii[43,133] := {102} tii[43,134] := {201, 251} tii[43,135] := {209} tii[43,136] := {78} tii[43,137] := {190} tii[43,138] := {186, 241} tii[43,139] := {168, 226} tii[43,140] := {123} tii[43,141] := {153, 256} tii[43,142] := {135, 197} tii[43,143] := {184} tii[43,144] := {17} tii[43,145] := {100} tii[43,146] := {208} tii[43,147] := {38} tii[43,148] := {185, 240} tii[43,149] := {70} tii[43,150] := {49} tii[43,151] := {176} tii[43,152] := {152} tii[43,153] := {148, 212} tii[43,154] := {87} tii[43,155] := {133, 196} tii[43,156] := {118, 234} tii[43,157] := {101, 162} tii[43,158] := {26} tii[43,159] := {141} tii[43,160] := {111, 179} tii[43,161] := {57} tii[43,162] := {82, 206} tii[43,163] := {68, 127} tii[43,164] := {55, 180} tii[43,165] := {8} tii[43,166] := {149} tii[43,167] := {23} tii[43,168] := {119} tii[43,169] := {47} tii[43,170] := {85} tii[43,171] := {16} tii[43,172] := {163} tii[43,173] := {37} tii[43,174] := {98} tii[43,175] := {188} tii[43,176] := {69} tii[43,177] := {164, 224} tii[43,178] := {48} tii[43,179] := {151} tii[43,180] := {86} tii[43,181] := {131, 195} tii[43,182] := {99, 161} tii[43,183] := {145} tii[43,184] := {5} tii[43,185] := {66} tii[43,186] := {174} tii[43,187] := {19} tii[43,188] := {146, 210} tii[43,189] := {42} tii[43,190] := {25} tii[43,191] := {140} tii[43,192] := {115} tii[43,193] := {56} tii[43,194] := {94, 159} tii[43,195] := {110, 178} tii[43,196] := {67, 126} tii[43,197] := {81, 205} tii[43,198] := {10} tii[43,199] := {105} tii[43,200] := {76, 143} tii[43,201] := {32} tii[43,202] := {52, 173} tii[43,203] := {41, 90} tii[43,204] := {30, 144} tii[43,205] := {1} tii[43,206] := {39} tii[43,207] := {6} tii[43,208] := {21} tii[43,209] := {9} tii[43,210] := {79} tii[43,211] := {31} tii[43,212] := {63, 124} tii[43,213] := {40, 89} tii[43,214] := {71} tii[43,215] := {2} tii[43,216] := {46, 106} tii[43,217] := {14} tii[43,218] := {20, 59} tii[43,219] := {28, 138} tii[43,220] := {13, 107} tii[43,221] := {0} tii[43,222] := {4} tii[43,223] := {7, 33} tii[43,224] := {3, 73} cell#156 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1213} tii[33,2] := {1044} tii[33,3] := {734, 1131} tii[33,4] := {625, 1374} tii[33,5] := {1303} tii[33,6] := {715, 1352} tii[33,7] := {1270} tii[33,8] := {908} tii[33,9] := {1118} tii[33,10] := {594, 1011} tii[33,11] := {913, 914, 1223, 1433} tii[33,12] := {1089, 1090, 1299, 1459} tii[33,13] := {1370} tii[33,14] := {444, 1162} tii[33,15] := {1043} tii[33,16] := {1407} tii[33,17] := {865} tii[33,18] := {463, 1130} tii[33,19] := {1371} tii[33,20] := {642, 643, 993, 1321} tii[33,21] := {1412, 1413} tii[33,22] := {827, 828, 1093, 1400} tii[33,23] := {1159} tii[33,24] := {593, 1237} tii[33,25] := {1103} tii[33,26] := {383, 728, 912, 1319} tii[33,27] := {1188, 1189} tii[33,28] := {551, 836, 1088, 1398} tii[33,29] := {719, 1316} tii[33,30] := {809, 810, 1271, 1402} tii[33,31] := {486, 1405} tii[33,32] := {1211} tii[33,33] := {769} tii[33,34] := {1165} tii[33,35] := {576, 1385} tii[33,36] := {462, 883} tii[33,37] := {998} tii[33,38] := {776, 777, 1275, 1449} tii[33,39] := {962, 963, 1343, 1464} tii[33,40] := {361, 1442} tii[33,41] := {1300} tii[33,42] := {325, 1039} tii[33,43] := {443, 1315} tii[33,44] := {1042} tii[33,45] := {253, 1455} tii[33,46] := {906} tii[33,47] := {1348} tii[33,48] := {729} tii[33,49] := {864} tii[33,50] := {217, 1443} tii[33,51] := {343, 1010} tii[33,52] := {1301} tii[33,53] := {503, 504, 862, 1232} tii[33,54] := {640, 641, 1171, 1422} tii[33,55] := {278, 279, 1457, 1458} tii[33,56] := {1360, 1361} tii[33,57] := {683, 684, 968, 1335} tii[33,58] := {825, 826, 1257, 1451} tii[33,59] := {327, 1384} tii[33,60] := {1158} tii[33,61] := {1036} tii[33,62] := {731} tii[33,63] := {220, 1347} tii[33,64] := {1102} tii[33,65] := {460, 1129} tii[33,66] := {981} tii[33,67] := {265, 589, 773, 1230} tii[33,68] := {507, 508, 1050, 1448} tii[33,69] := {284, 285, 1393, 1394} tii[33,70] := {1186, 1187} tii[33,71] := {1067, 1068} tii[33,72] := {418, 695, 959, 1333} tii[33,73] := {687, 688, 1152, 1463} tii[33,74] := {855} tii[33,75] := {384, 638, 1168, 1462} tii[33,76] := {580, 1228} tii[33,77] := {298, 494, 1249, 1456} tii[33,78] := {947, 948} tii[33,79] := {668, 669, 1167, 1339} tii[33,80] := {552, 823, 1250, 1468} tii[33,81] := {706, 925, 1326, 1469} tii[33,82] := {1372} tii[33,83] := {768} tii[33,84] := {223, 1122} tii[33,85] := {1408} tii[33,86] := {240, 882} tii[33,87] := {590} tii[33,88] := {1373} tii[33,89] := {377, 378, 915, 1309} tii[33,90] := {1414, 1415} tii[33,91] := {545, 546, 1026, 1380} tii[33,92] := {1349} tii[33,93] := {142, 1226} tii[33,94] := {904} tii[33,95] := {459} tii[33,96] := {81, 1157} tii[33,97] := {341, 1009} tii[33,98] := {851} tii[33,99] := {168, 458, 635, 1124} tii[33,100] := {1302} tii[33,101] := {263, 264, 780, 1376} tii[33,102] := {109, 110, 1241, 1242} tii[33,103] := {939, 940} tii[33,104] := {303, 556, 820, 1251} tii[33,105] := {1362, 1363} tii[33,106] := {416, 417, 896, 1425} tii[33,107] := {1217} tii[33,108] := {579} tii[33,109] := {171, 374, 909, 1420} tii[33,110] := {448, 1123} tii[33,111] := {119, 258, 1018, 1386} tii[33,112] := {666, 667} tii[33,113] := {533, 534, 1045, 1255} tii[33,114] := {1290, 1291} tii[33,115] := {306, 542, 1019, 1452} tii[33,116] := {1205, 1358} tii[33,117] := {430, 650, 1132, 1461} tii[33,118] := {1038} tii[33,119] := {239, 923} tii[33,120] := {983} tii[33,121] := {99, 515, 588, 1231} tii[33,122] := {1071, 1072} tii[33,123] := {206, 623, 747, 1334} tii[33,124] := {852} tii[33,125] := {54, 457, 631, 1318} tii[33,126] := {331, 1047} tii[33,127] := {30, 330, 753, 1273} tii[33,128] := {411, 412, 990, 1204} tii[33,129] := {941, 942} tii[33,130] := {128, 609, 754, 1404} tii[33,131] := {831, 1058} tii[33,132] := {214, 735, 884, 1429} tii[33,133] := {450, 1170} tii[33,134] := {537, 538, 1114, 1296} tii[33,135] := {424, 655, 996, 1346} tii[33,136] := {323} tii[33,137] := {329} tii[33,138] := {988} tii[33,139] := {733} tii[33,140] := {339, 511} tii[33,141] := {476, 691} tii[33,142] := {441} tii[33,143] := {487, 1305} tii[33,144] := {1110} tii[33,145] := {577} tii[33,146] := {367} tii[33,147] := {578, 1268} tii[33,148] := {1166} tii[33,149] := {363, 1218} tii[33,150] := {999} tii[33,151] := {725} tii[33,152] := {786} tii[33,153] := {1000} tii[33,154] := {376, 616} tii[33,155] := {778, 779, 1116, 1390} tii[33,156] := {320, 1115} tii[33,157] := {877} tii[33,158] := {544, 759} tii[33,159] := {964, 965, 1208, 1439} tii[33,160] := {392, 393, 1001, 1206} tii[33,161] := {491} tii[33,162] := {446, 1163} tii[33,163] := {1265} tii[33,164] := {921} tii[33,165] := {634} tii[33,166] := {324, 1051} tii[33,167] := {867} tii[33,168] := {340, 752} tii[33,169] := {1214} tii[33,170] := {644, 645, 995, 1322} tii[33,171] := {819} tii[33,172] := {398, 399, 938, 1153} tii[33,173] := {477, 894} tii[33,174] := {1284, 1285} tii[33,175] := {829, 830, 1096, 1401} tii[33,176] := {456, 881} tii[33,177] := {989} tii[33,178] := {512, 775, 870, 1235} tii[33,179] := {608, 1024} tii[33,180] := {1081, 1082} tii[33,181] := {410, 630, 742, 1142} tii[33,182] := {692, 961, 980, 1338} tii[33,183] := {846, 847, 1057, 1260} tii[33,184] := {252, 1418} tii[33,185] := {573} tii[33,186] := {488, 1307} tii[33,187] := {1220} tii[33,188] := {326, 1227} tii[33,189] := {907} tii[33,190] := {257} tii[33,191] := {163, 1444} tii[33,192] := {714} tii[33,193] := {438, 1222} tii[33,194] := {730} tii[33,195] := {649} tii[33,196] := {137, 1419} tii[33,197] := {1117} tii[33,198] := {860} tii[33,199] := {505, 506, 1048, 1377} tii[33,200] := {262, 481} tii[33,201] := {519, 520, 1119, 1297} tii[33,202] := {180, 181, 1445, 1446} tii[33,203] := {1003} tii[33,204] := {685, 686, 1149, 1426} tii[33,205] := {415, 621} tii[33,206] := {225, 1314} tii[33,207] := {1350} tii[33,208] := {766} tii[33,209] := {366} tii[33,210] := {328, 1040} tii[33,211] := {1037} tii[33,212] := {98, 1409} tii[33,213] := {785} tii[33,214] := {1304} tii[33,215] := {592} tii[33,216] := {140, 1263} tii[33,217] := {498} tii[33,218] := {911} tii[33,219] := {574, 1276} tii[33,220] := {1175} tii[33,221] := {732} tii[33,222] := {982} tii[33,223] := {381, 382, 917, 1421} tii[33,224] := {83, 1375} tii[33,225] := {221, 918} tii[33,226] := {509, 510, 863, 1233} tii[33,227] := {236, 615} tii[33,228] := {1364, 1365} tii[33,229] := {187, 188, 1327, 1328} tii[33,230] := {1087} tii[33,231] := {678} tii[33,232] := {656, 657, 1185, 1344} tii[33,233] := {1069, 1070} tii[33,234] := {286, 287, 799, 1030} tii[33,235] := {549, 550, 1029, 1450} tii[33,236] := {113, 114, 1416, 1417} tii[33,237] := {353, 758} tii[33,238] := {689, 690, 971, 1336} tii[33,239] := {718} tii[33,240] := {269, 502, 1046, 1447} tii[33,241] := {1221} tii[33,242] := {861} tii[33,243] := {336, 750} tii[33,244] := {385, 639, 736, 1127} tii[33,245] := {46, 1308} tii[33,246] := {856} tii[33,247] := {800, 801, 1120, 1395} tii[33,248] := {198, 370, 1143, 1431} tii[33,249] := {807, 808} tii[33,250] := {1294, 1295} tii[33,251] := {299, 495, 602, 1017} tii[33,252] := {473, 892} tii[33,253] := {949, 950} tii[33,254] := {422, 682, 1144, 1465} tii[33,255] := {553, 824, 850, 1254} tii[33,256] := {1004} tii[33,257] := {68, 69, 1368, 1369} tii[33,258] := {566, 789, 1239, 1467} tii[33,259] := {1209, 1210} tii[33,260] := {38, 105, 1298, 1411} tii[33,261] := {707, 708, 926, 1155} tii[33,262] := {143, 1267} tii[33,263] := {1160} tii[33,264] := {490} tii[33,265] := {322, 1049} tii[33,266] := {920} tii[33,267] := {461} tii[33,268] := {82, 1216} tii[33,269] := {633} tii[33,270] := {266, 267, 782, 1389} tii[33,271] := {152, 751} tii[33,272] := {1104} tii[33,273] := {396, 397, 936, 1150} tii[33,274] := {111, 112, 1288, 1289} tii[33,275] := {818} tii[33,276] := {419, 420, 899, 1438} tii[33,277] := {248, 893} tii[33,278] := {1190, 1191} tii[33,279] := {984} tii[33,280] := {173, 375, 910, 1432} tii[33,281] := {987} tii[33,282] := {585} tii[33,283] := {48, 1107} tii[33,284] := {234, 880} tii[33,285] := {270, 598, 774, 1234} tii[33,286] := {581} tii[33,287] := {528, 529, 872, 1245} tii[33,288] := {1079, 1080} tii[33,289] := {121, 259, 1020, 1410} tii[33,290] := {351, 1023} tii[33,291] := {72, 73, 1196, 1197} tii[33,292] := {670, 671} tii[33,293] := {1073, 1074} tii[33,294] := {308, 543, 1021, 1460} tii[33,295] := {744} tii[33,296] := {199, 468, 629, 1141} tii[33,297] := {423, 713, 960, 1337} tii[33,298] := {40, 107, 1092, 1280} tii[33,299] := {966, 1177} tii[33,300] := {433, 651, 1133, 1466} tii[33,301] := {974, 975} tii[33,302] := {567, 568, 1056, 1259} tii[33,303] := {722} tii[33,304] := {102, 338, 859, 1387} tii[33,305] := {335, 1005} tii[33,306] := {297, 601, 767, 1243} tii[33,307] := {815, 816} tii[33,308] := {67, 227, 955, 1355} tii[33,309] := {472, 1145} tii[33,310] := {209, 475, 956, 1440} tii[33,311] := {696, 934} tii[33,312] := {316, 596, 1064, 1453} tii[33,313] := {704, 705, 1176, 1345} tii[33,314] := {43, 155, 835, 1277} tii[33,315] := {437, 738, 931, 1427} tii[33,316] := {439} tii[33,317] := {362, 1353} tii[33,318] := {1108} tii[33,319] := {165} tii[33,320] := {575} tii[33,321] := {516} tii[33,322] := {319, 1274} tii[33,323] := {997} tii[33,324] := {723} tii[33,325] := {167, 356} tii[33,326] := {875} tii[33,327] := {390, 391, 1183, 1341} tii[33,328] := {302, 485} tii[33,329] := {255} tii[33,330] := {164, 1430} tii[33,331] := {626} tii[33,332] := {224, 905} tii[33,333] := {1264} tii[33,334] := {648} tii[33,335] := {372} tii[33,336] := {141, 1406} tii[33,337] := {771} tii[33,338] := {1053} tii[33,339] := {440, 1323} tii[33,340] := {591} tii[33,341] := {151, 480} tii[33,342] := {1212} tii[33,343] := {139, 781} tii[33,344] := {379, 380, 727, 1125} tii[33,345] := {540} tii[33,346] := {189, 190, 1436, 1437} tii[33,347] := {247, 620} tii[33,348] := {957} tii[33,349] := {521, 522, 1240, 1381} tii[33,350] := {1282, 1283} tii[33,351] := {185, 186, 659, 897} tii[33,352] := {547, 548, 833, 1252} tii[33,353] := {233, 613} tii[33,354] := {85, 1354} tii[33,355] := {724} tii[33,356] := {1109} tii[33,357] := {717} tii[33,358] := {268, 501, 597, 1007} tii[33,359] := {661, 662, 1184, 1424} tii[33,360] := {350, 756} tii[33,361] := {122, 123, 1396, 1397} tii[33,362] := {805, 806} tii[33,363] := {1198, 1199} tii[33,364] := {876} tii[33,365] := {197, 369, 467, 887} tii[33,366] := {421, 681, 710, 1147} tii[33,367] := {75, 177, 1342, 1435} tii[33,368] := {1097, 1098} tii[33,369] := {564, 565, 788, 1034} tii[33,370] := {1266} tii[33,371] := {489} tii[33,372] := {84, 1161} tii[33,373] := {364} tii[33,374] := {321, 1236} tii[33,375] := {919} tii[33,376] := {218, 916} tii[33,377] := {783} tii[33,378] := {342} tii[33,379] := {1215} tii[33,380] := {632} tii[33,381] := {44, 1105} tii[33,382] := {496} tii[33,383] := {169, 170, 646, 1320} tii[33,384] := {90, 614} tii[33,385] := {1286, 1287} tii[33,386] := {394, 395, 1134, 1312} tii[33,387] := {817} tii[33,388] := {280, 281, 797, 1027} tii[33,389] := {60, 61, 1192, 1193} tii[33,390] := {676} tii[33,391] := {304, 305, 761, 1399} tii[33,392] := {160, 757} tii[33,393] := {1106} tii[33,394] := {146, 1269} tii[33,395] := {986} tii[33,396] := {853} tii[33,397] := {451} tii[33,398] := {584} tii[33,399] := {150, 749} tii[33,400] := {172, 465, 637, 1126} tii[33,401] := {449} tii[33,402] := {101, 261, 770, 1388} tii[33,403] := {21, 985} tii[33,404] := {401, 402, 739, 1137} tii[33,405] := {526, 527, 1065, 1379} tii[33,406] := {943, 944} tii[33,407] := {1194, 1195} tii[33,408] := {246, 891} tii[33,409] := {1077, 1078} tii[33,410] := {202, 203, 1331, 1332} tii[33,411] := {66, 166, 888, 1356} tii[33,412] := {535, 536} tii[33,413] := {603} tii[33,414] := {743} tii[33,415] := {120, 346, 493, 1016} tii[33,416] := {307, 571, 822, 1253} tii[33,417] := {32, 33, 1075, 1076} tii[33,418] := {208, 414, 889, 1441} tii[33,419] := {1091, 1279} tii[33,420] := {837, 838} tii[33,421] := {972, 973} tii[33,422] := {131, 276, 1256, 1392} tii[33,423] := {15, 56, 967, 1178} tii[33,424] := {431, 432, 924, 1154} tii[33,425] := {315, 517, 1012, 1454} tii[33,426] := {991} tii[33,427] := {453} tii[33,428] := {55, 235, 721, 1317} tii[33,429] := {582} tii[33,430] := {231, 879} tii[33,431] := {405, 406, 937, 1423} tii[33,432] := {194, 466, 628, 1135} tii[33,433] := {1083, 1084} tii[33,434] := {31, 144, 813, 1272} tii[33,435] := {605} tii[33,436] := {348, 1022} tii[33,437] := {129, 352, 814, 1403} tii[33,438] := {672, 673} tii[33,439] := {969, 1181} tii[33,440] := {212, 387, 1151, 1434} tii[33,441] := {554, 794} tii[33,442] := {215, 464, 933, 1428} tii[33,443] := {841, 842} tii[33,444] := {560, 561, 1055, 1261} tii[33,445] := {18, 91, 694, 1173} tii[33,446] := {848, 1060} tii[33,447] := {318, 599, 792, 1382} tii[33,448] := {254} tii[33,449] := {647} tii[33,450] := {371} tii[33,451] := {138, 1008} tii[33,452] := {49, 479} tii[33,453] := {539} tii[33,454] := {183, 184, 885, 1121} tii[33,455] := {97, 619} tii[33,456] := {89, 612} tii[33,457] := {47, 1041} tii[33,458] := {332} tii[33,459] := {100, 344, 500, 1006} tii[33,460] := {716} tii[33,461] := {291, 292, 796, 1224} tii[33,462] := {159, 755} tii[33,463] := {70, 71, 1139, 1140} tii[33,464] := {803, 804} tii[33,465] := {469} tii[33,466] := {65, 243, 368, 886} tii[33,467] := {207, 435, 680, 1146} tii[33,468] := {39, 106, 1025, 1238} tii[33,469] := {698, 699} tii[33,470] := {313, 314, 787, 1033} tii[33,471] := {720} tii[33,472] := {230} tii[33,473] := {27, 337, 583, 1229} tii[33,474] := {148, 748} tii[33,475] := {192, 193, 658, 1310} tii[33,476] := {116, 345, 492, 1014} tii[33,477] := {811, 812} tii[33,478] := {10, 226, 674, 1169} tii[33,479] := {347} tii[33,480] := {244, 890} tii[33,481] := {74, 474, 675, 1340} tii[33,482] := {693, 932} tii[33,483] := {78, 175, 895, 1324} tii[33,484] := {558, 559} tii[33,485] := {426, 427, 922, 1156} tii[33,486] := {136, 595, 795, 1383} tii[33,487] := {3, 154, 555, 1052} tii[33,488] := {569, 791} tii[33,489] := {216, 653, 737, 1313} tii[33,490] := {88, 636} tii[33,491] := {64, 400, 447, 1136} tii[33,492] := {158, 821} tii[33,493] := {17, 238, 622, 1174} tii[33,494] := {311, 312, 868, 1101} tii[33,495] := {317, 518, 871, 1262} tii[33,496] := {228} tii[33,497] := {153} tii[33,498] := {94, 210} tii[33,499] := {445} tii[33,500] := {256, 1112} tii[33,501] := {586} tii[33,502] := {866} tii[33,503] := {237} tii[33,504] := {222, 994} tii[33,505] := {745} tii[33,506] := {156, 309} tii[33,507] := {288, 289, 873, 1094} tii[33,508] := {455} tii[33,509] := {145, 869} tii[33,510] := {241, 409} tii[33,511] := {200, 201, 741, 978} tii[33,512] := {607} tii[33,513] := {130, 275, 610, 845} tii[33,514] := {627} tii[33,515] := {53, 1351} tii[33,516] := {271} tii[33,517] := {442, 1172} tii[33,518] := {772} tii[33,519] := {1054} tii[33,520] := {45, 1306} tii[33,521] := {182, 360} tii[33,522] := {523, 524, 1066, 1258} tii[33,523] := {958} tii[33,524] := {62, 63, 1366, 1367} tii[33,525] := {499} tii[33,526] := {726} tii[33,527] := {22, 1219} tii[33,528] := {229, 927} tii[33,529] := {1111} tii[33,530] := {290, 484} tii[33,531] := {663, 664, 1002, 1330} tii[33,532] := {1200, 1201} tii[33,533] := {300, 301, 802, 1035} tii[33,534] := {34, 35, 1292, 1293} tii[33,535] := {679} tii[33,536] := {878} tii[33,537] := {16, 57, 1207, 1359} tii[33,538] := {1099, 1100} tii[33,539] := {211, 389, 697, 902} tii[33,540] := {587} tii[33,541] := {8, 1113} tii[33,542] := {242, 618} tii[33,543] := {530, 531, 874, 1246} tii[33,544] := {746} tii[33,545] := {11, 12, 1202, 1203} tii[33,546] := {310, 514, 611, 1032} tii[33,547] := {4, 28, 1095, 1281} tii[33,548] := {976, 977} tii[33,549] := {0, 24, 979, 1180} tii[33,550] := {365} tii[33,551] := {219, 1128} tii[33,552] := {174} tii[33,553] := {497} tii[33,554] := {784} tii[33,555] := {282, 283, 1013, 1225} tii[33,556] := {108, 251} tii[33,557] := {677} tii[33,558] := {87, 1164} tii[33,559] := {373} tii[33,560] := {452} tii[33,561] := {854} tii[33,562] := {147, 790} tii[33,563] := {403, 404, 935, 1311} tii[33,564] := {191, 359} tii[33,565] := {126, 127, 1247, 1248} tii[33,566] := {541} tii[33,567] := {204, 205, 665, 903} tii[33,568] := {945, 946} tii[33,569] := {604} tii[33,570] := {77, 179, 1148, 1325} tii[33,571] := {839, 840} tii[33,572] := {132, 277, 557, 764} tii[33,573] := {858} tii[33,574] := {334} tii[33,575] := {454} tii[33,576] := {23, 992} tii[33,577] := {407, 408, 740, 1138} tii[33,578] := {295, 296, 798, 1378} tii[33,579] := {157, 483} tii[33,580] := {36, 37, 1085, 1086} tii[33,581] := {953, 954} tii[33,582] := {471} tii[33,583] := {606} tii[33,584] := {834, 1063} tii[33,585] := {134, 274, 1028, 1391} tii[33,586] := {213, 388, 478, 901} tii[33,587] := {702, 703} tii[33,588] := {19, 58, 970, 1182} tii[33,589] := {843, 844} tii[33,590] := {711, 930} tii[33,591] := {6, 51, 849, 1061} tii[33,592] := {232} tii[33,593] := {195, 196, 660, 1329} tii[33,594] := {96, 617} tii[33,595] := {349} tii[33,596] := {80, 176, 898, 1357} tii[33,597] := {562, 563} tii[33,598] := {135, 355, 513, 1031} tii[33,599] := {572, 793} tii[33,600] := {20, 93, 712, 1179} tii[33,601] := {103} tii[33,602] := {59, 162} tii[33,603] := {260} tii[33,604] := {86, 652} tii[33,605] := {115, 250} tii[33,606] := {413} tii[33,607] := {124, 125, 532, 765} tii[33,608] := {76, 178, 425, 624} tii[33,609] := {333} tii[33,610] := {9, 857} tii[33,611] := {95, 358} tii[33,612] := {293, 294, 600, 1015} tii[33,613] := {470} tii[33,614] := {13, 14, 951, 952} tii[33,615] := {133, 273, 354, 763} tii[33,616] := {700, 701} tii[33,617] := {5, 29, 832, 1062} tii[33,618] := {1, 25, 709, 929} tii[33,619] := {149} tii[33,620] := {117, 118, 525, 1244} tii[33,621] := {52, 482} tii[33,622] := {245} tii[33,623] := {42, 104, 760, 1278} tii[33,624] := {79, 249, 386, 900} tii[33,625] := {428, 429} tii[33,626] := {7, 50, 570, 1059} tii[33,627] := {436, 654} tii[33,628] := {26, 357} tii[33,629] := {41, 161, 272, 762} tii[33,630] := {2, 92, 434, 928} cell#157 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {369} tii[37,2] := {338, 475} tii[37,3] := {429, 538} tii[37,4] := {471, 568} tii[37,5] := {422} tii[37,6] := {316} tii[37,7] := {281, 507} tii[37,8] := {181, 401} tii[37,9] := {381, 556} tii[37,10] := {239, 463} tii[37,11] := {434, 582} tii[37,12] := {465} tii[37,13] := {217, 533} tii[37,14] := {425} tii[37,15] := {367} tii[37,16] := {86, 485} tii[37,17] := {325, 574} tii[37,18] := {407, 408} tii[37,19] := {137, 528} tii[37,20] := {389, 593} tii[37,21] := {280, 553} tii[37,22] := {213, 535} tii[37,23] := {380, 588} tii[37,24] := {271, 565} tii[37,25] := {270, 504} tii[37,26] := {433, 601} tii[37,27] := {428, 597} tii[37,28] := {376, 585} tii[37,29] := {470, 606} tii[37,30] := {501, 610} tii[37,31] := {368} tii[37,32] := {216, 474} tii[37,33] := {248} tii[37,34] := {113, 344} tii[37,35] := {324, 537} tii[37,36] := {169, 418} tii[37,37] := {388, 567} tii[37,38] := {421} tii[37,39] := {176} tii[37,40] := {145, 506} tii[37,41] := {371} tii[37,42] := {308} tii[37,43] := {42, 445} tii[37,44] := {62, 286} tii[37,45] := {255, 555} tii[37,46] := {351, 352} tii[37,47] := {78, 496} tii[37,48] := {108, 364} tii[37,49] := {335, 581} tii[37,50] := {247} tii[37,51] := {215, 531} tii[37,52] := {174} tii[37,53] := {142, 508} tii[37,54] := {41, 343} tii[37,55] := {323, 572} tii[37,56] := {230, 231} tii[37,57] := {199, 545} tii[37,58] := {198, 472} tii[37,59] := {76, 417} tii[37,60] := {387, 591} tii[37,61] := {83, 395} tii[37,62] := {379, 586} tii[37,63] := {130, 340} tii[37,64] := {318, 571} tii[37,65] := {131, 457} tii[37,66] := {432, 599} tii[37,67] := {189, 487} tii[37,68] := {468, 604} tii[37,69] := {464} tii[37,70] := {82, 532} tii[37,71] := {424} tii[37,72] := {366} tii[37,73] := {180, 573} tii[37,74] := {17, 484} tii[37,75] := {405, 406} tii[37,76] := {37, 527} tii[37,77] := {276, 592} tii[37,78] := {372} tii[37,79] := {144, 552} tii[37,80] := {80, 534} tii[37,81] := {309} tii[37,82] := {10, 446} tii[37,83] := {254, 587} tii[37,84] := {126, 564} tii[37,85] := {125, 503} tii[37,86] := {353, 354} tii[37,87] := {24, 497} tii[37,88] := {334, 600} tii[37,89] := {279} tii[37,90] := {26, 480} tii[37,91] := {321, 596} tii[37,92] := {52, 437} tii[37,93] := {251, 584} tii[37,94] := {330, 331} tii[37,95] := {53, 523} tii[37,96] := {385, 605} tii[37,97] := {382, 383} tii[37,98] := {92, 540} tii[37,99] := {430, 609} tii[37,100] := {214, 570} tii[37,101] := {141, 554} tii[37,102] := {322, 598} tii[37,103] := {197, 580} tii[37,104] := {196, 530} tii[37,105] := {386, 607} tii[37,106] := {103, 536} tii[37,107] := {378, 603} tii[37,108] := {317, 595} tii[37,109] := {158, 566} tii[37,110] := {157, 505} tii[37,111] := {431, 611} tii[37,112] := {221, 577} tii[37,113] := {220, 500} tii[37,114] := {467, 613} tii[37,115] := {427, 608} tii[37,116] := {374, 602} tii[37,117] := {469, 612} tii[37,118] := {337, 594} tii[37,119] := {502, 614} tii[37,120] := {518, 615} tii[37,121] := {250} tii[37,122] := {149, 346} tii[37,123] := {208, 420} tii[37,124] := {315} tii[37,125] := {249} tii[37,126] := {256} tii[37,127] := {219, 400} tii[37,128] := {114, 345} tii[37,129] := {191, 305} tii[37,130] := {277, 462} tii[37,131] := {171, 419} tii[37,132] := {313} tii[37,133] := {283, 444} tii[37,134] := {245} tii[37,135] := {85, 398} tii[37,136] := {336, 495} tii[37,137] := {224, 410} tii[37,138] := {295, 296} tii[37,139] := {135, 460} tii[37,140] := {146, 442} tii[37,141] := {384, 520} tii[37,142] := {204, 393} tii[37,143] := {205, 493} tii[37,144] := {265, 516} tii[37,145] := {375} tii[37,146] := {111} tii[37,147] := {326} tii[37,148] := {29, 225} tii[37,149] := {150, 448} tii[37,150] := {267, 365} tii[37,151] := {60, 304} tii[37,152] := {209, 499} tii[37,153] := {373} tii[37,154] := {175} tii[37,155] := {310} tii[37,156] := {260} tii[37,157] := {222, 483} tii[37,158] := {110} tii[37,159] := {58, 447} tii[37,160] := {16, 285} tii[37,161] := {355, 356} tii[37,162] := {195, 307} tii[37,163] := {163, 164} tii[37,164] := {278, 526} tii[37,165] := {159, 453} tii[37,166] := {102, 498} tii[37,167] := {35, 363} tii[37,168] := {252} tii[37,169] := {39, 341} tii[37,170] := {104, 481} tii[37,171] := {121, 362} tii[37,172] := {333, 544} tii[37,173] := {160, 438} tii[37,174] := {302, 303} tii[37,175] := {71, 284} tii[37,176] := {161, 524} tii[37,177] := {72, 415} tii[37,178] := {238, 350} tii[37,179] := {223, 541} tii[37,180] := {119, 451} tii[37,181] := {246} tii[37,182] := {152, 513} tii[37,183] := {173} tii[37,184] := {4, 342} tii[37,185] := {211, 550} tii[37,186] := {228, 229} tii[37,187] := {96, 489} tii[37,188] := {14, 416} tii[37,189] := {140} tii[37,190] := {15, 394} tii[37,191] := {147, 511} tii[37,192] := {47, 455} tii[37,193] := {275, 563} tii[37,194] := {32, 339} tii[37,195] := {193, 194} tii[37,196] := {207, 548} tii[37,197] := {206, 477} tii[37,198] := {33, 456} tii[37,199] := {258, 259} tii[37,200] := {266, 559} tii[37,201] := {65, 486} tii[37,202] := {136, 450} tii[37,203] := {38, 439} tii[37,204] := {332, 579} tii[37,205] := {69, 390} tii[37,206] := {70, 490} tii[37,207] := {329, 576} tii[37,208] := {116, 370} tii[37,209] := {117, 517} tii[37,210] := {179, 529} tii[37,211] := {314} tii[37,212] := {257} tii[37,213] := {87, 399} tii[37,214] := {192, 306} tii[37,215] := {138, 461} tii[37,216] := {312} tii[37,217] := {151, 443} tii[37,218] := {183} tii[37,219] := {244} tii[37,220] := {27, 397} tii[37,221] := {210, 494} tii[37,222] := {95, 409} tii[37,223] := {123, 241} tii[37,224] := {293, 294} tii[37,225] := {55, 459} tii[37,226] := {177} tii[37,227] := {57, 441} tii[37,228] := {66, 299} tii[37,229] := {274, 519} tii[37,230] := {99, 392} tii[37,231] := {234, 235} tii[37,232] := {100, 492} tii[37,233] := {168, 289} tii[37,234] := {155, 515} tii[37,235] := {311} tii[37,236] := {115} tii[37,237] := {88, 482} tii[37,238] := {243} tii[37,239] := {2, 396} tii[37,240] := {291, 292} tii[37,241] := {68, 172} tii[37,242] := {8, 458} tii[37,243] := {139, 525} tii[37,244] := {49, 452} tii[37,245] := {212} tii[37,246] := {112} tii[37,247] := {9, 440} tii[37,248] := {84, 479} tii[37,249] := {30, 233} tii[37,250] := {268, 269} tii[37,251] := {19, 411} tii[37,252] := {203, 543} tii[37,253] := {166, 167} tii[37,254] := {21, 391} tii[37,255] := {133, 522} tii[37,256] := {132, 436} tii[37,257] := {22, 491} tii[37,258] := {327, 328} tii[37,259] := {107, 227} tii[37,260] := {190, 539} tii[37,261] := {45, 514} tii[37,262] := {77, 402} tii[37,263] := {143} tii[37,264] := {25, 478} tii[37,265] := {18, 298} tii[37,266] := {200, 201} tii[37,267] := {273, 561} tii[37,268] := {50, 435} tii[37,269] := {51, 521} tii[37,270] := {75, 288} tii[37,271] := {89, 423} tii[37,272] := {263, 264} tii[37,273] := {90, 542} tii[37,274] := {262, 557} tii[37,275] := {188, 320} tii[37,276] := {148, 551} tii[37,277] := {43, 512} tii[37,278] := {79, 549} tii[37,279] := {20, 488} tii[37,280] := {40, 510} tii[37,281] := {129, 562} tii[37,282] := {6, 454} tii[37,283] := {74, 547} tii[37,284] := {73, 476} tii[37,285] := {120, 558} tii[37,286] := {36, 449} tii[37,287] := {56, 509} tii[37,288] := {3, 412} tii[37,289] := {202, 578} tii[37,290] := {98, 546} tii[37,291] := {97, 473} tii[37,292] := {23, 403} tii[37,293] := {185, 575} tii[37,294] := {154, 560} tii[37,295] := {153, 466} tii[37,296] := {218, 569} tii[37,297] := {91, 426} tii[37,298] := {272, 590} tii[37,299] := {261, 589} tii[37,300] := {282, 583} tii[37,301] := {182} tii[37,302] := {122, 240} tii[37,303] := {93, 301} tii[37,304] := {184} tii[37,305] := {124, 242} tii[37,306] := {178} tii[37,307] := {156, 361} tii[37,308] := {67, 300} tii[37,309] := {236, 237} tii[37,310] := {170, 290} tii[37,311] := {46, 359} tii[37,312] := {134, 349} tii[37,313] := {63} tii[37,314] := {31, 109} tii[37,315] := {61} tii[37,316] := {12, 165} tii[37,317] := {94, 414} tii[37,318] := {105, 106} tii[37,319] := {59, 162} tii[37,320] := {81} tii[37,321] := {127, 128} tii[37,322] := {5, 232} tii[37,323] := {28, 413} tii[37,324] := {101, 404} tii[37,325] := {186, 187} tii[37,326] := {34, 226} tii[37,327] := {118, 253} tii[37,328] := {1, 297} tii[37,329] := {13, 287} tii[37,330] := {64, 319} tii[37,331] := {48, 360} tii[37,332] := {11, 358} tii[37,333] := {54, 348} tii[37,334] := {0, 357} tii[37,335] := {7, 347} tii[37,336] := {44, 377} cell#158 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1228} tii[33,2] := {1053} tii[33,3] := {674, 1150} tii[33,4] := {550, 1394} tii[33,5] := {1323} tii[33,6] := {658, 1381} tii[33,7] := {1301} tii[33,8] := {894} tii[33,9] := {1121} tii[33,10] := {503, 1011} tii[33,11] := {905, 906, 1236, 1448} tii[33,12] := {1098, 1099, 1320, 1467} tii[33,13] := {1392} tii[33,14] := {332, 1185} tii[33,15] := {1052} tii[33,16] := {1430} tii[33,17] := {832} tii[33,18] := {351, 1149} tii[33,19] := {1393} tii[33,20] := {577, 578, 983, 1348} tii[33,21] := {1432, 1433} tii[33,22] := {798, 799, 1102, 1421} tii[33,23] := {1183} tii[33,24] := {502, 1263} tii[33,25] := {1111} tii[33,26] := {267, 668, 901, 1346} tii[33,27] := {1208, 1209} tii[33,28] := {462, 805, 1094, 1419} tii[33,29] := {661, 1345} tii[33,30] := {782, 783, 1304, 1425} tii[33,31] := {722, 1428} tii[33,32] := {1395} tii[33,33] := {732} tii[33,34] := {1384} tii[33,35] := {821, 1409} tii[33,36] := {350, 858} tii[33,37] := {1238} tii[33,38] := {1058, 1059, 1306, 1460} tii[33,39] := {1220, 1221, 1370, 1469} tii[33,40] := {889, 1377} tii[33,41] := {1436} tii[33,42] := {204, 1048} tii[33,43] := {659, 1343} tii[33,44] := {1302} tii[33,45] := {724, 1299} tii[33,46] := {893} tii[33,47] := {1457} tii[33,48] := {669} tii[33,49] := {1122} tii[33,50] := {549, 1194} tii[33,51] := {222, 1010} tii[33,52] := {1437} tii[33,53] := {405, 406, 829, 1255} tii[33,54] := {907, 908, 1195, 1439} tii[33,55] := {697, 698, 1078, 1285} tii[33,56] := {1458, 1459} tii[33,57] := {627, 628, 961, 1362} tii[33,58] := {1100, 1101, 1286, 1461} tii[33,59] := {489, 1252} tii[33,60] := {1380} tii[33,61] := {1047} tii[33,62] := {989} tii[33,63] := {326, 1146} tii[33,64] := {1325} tii[33,65] := {349, 1147} tii[33,66] := {975} tii[33,67] := {150, 499, 736, 1254} tii[33,68] := {748, 749, 1064, 1399} tii[33,69] := {432, 433, 1016, 1249} tii[33,70] := {1388, 1389} tii[33,71] := {1081, 1082} tii[33,72] := {310, 639, 947, 1361} tii[33,73] := {959, 960, 1177, 1443} tii[33,74] := {1116} tii[33,75] := {903, 904, 925, 1349} tii[33,76] := {490, 1253} tii[33,77] := {730, 731, 778, 1273} tii[33,78] := {1216, 1217} tii[33,79] := {616, 617, 1191, 1368} tii[33,80] := {1044, 1096, 1097, 1422} tii[33,81] := {972, 1202, 1203, 1454} tii[33,82] := {1455} tii[33,83] := {1051} tii[33,84] := {331, 1137} tii[33,85] := {1464} tii[33,86] := {122, 1148} tii[33,87] := {831} tii[33,88] := {1456} tii[33,89] := {575, 576, 909, 1330} tii[33,90] := {1465, 1466} tii[33,91] := {796, 797, 1030, 1401} tii[33,92] := {1447} tii[33,93] := {205, 1002} tii[33,94] := {1184} tii[33,95] := {670} tii[33,96] := {102, 856} tii[33,97] := {221, 1262} tii[33,98] := {1112} tii[33,99] := {68, 347, 900, 1347} tii[33,100] := {1429} tii[33,101] := {407, 408, 750, 1239} tii[33,102] := {165, 166, 699, 997} tii[33,103] := {1210, 1211} tii[33,104] := {187, 466, 1093, 1420} tii[33,105] := {1450, 1451} tii[33,106] := {629, 630, 875, 1336} tii[33,107] := {1383} tii[33,108] := {823} tii[33,109] := {570, 571, 592, 1140} tii[33,110] := {338, 1344} tii[33,111] := {393, 394, 447, 1017} tii[33,112] := {939, 940} tii[33,113] := {451, 452, 1303, 1424} tii[33,114] := {1417, 1418} tii[33,115] := {716, 791, 792, 1280} tii[33,116] := {1371, 1449} tii[33,117] := {647, 918, 919, 1375} tii[33,118] := {1250} tii[33,119] := {348, 1353} tii[33,120] := {1182} tii[33,121] := {149, 422, 1057, 1397} tii[33,122] := {1268, 1269} tii[33,123] := {309, 538, 1219, 1441} tii[33,124] := {1050} tii[33,125] := {260, 278, 902, 1331} tii[33,126] := {491, 1411} tii[33,127] := {144, 184, 725, 1244} tii[33,128] := {618, 619, 1385, 1453} tii[33,129] := {1160, 1161} tii[33,130] := {379, 455, 1095, 1402} tii[33,131] := {1031, 1264} tii[33,132] := {319, 590, 1201, 1444} tii[33,133] := {564, 1438} tii[33,134] := {702, 703, 1410, 1462} tii[33,135] := {539, 860, 1352, 1468} tii[33,136] := {202} tii[33,137] := {208} tii[33,138] := {979} tii[33,139] := {673} tii[33,140] := {215, 413} tii[33,141] := {362, 635} tii[33,142] := {328} tii[33,143] := {385, 1326} tii[33,144] := {1114} tii[33,145] := {487} tii[33,146] := {252} tii[33,147] := {488, 1298} tii[33,148] := {1190} tii[33,149] := {248, 1231} tii[33,150] := {987} tii[33,151] := {664} tii[33,152] := {756} tii[33,153] := {988} tii[33,154] := {262, 522} tii[33,155] := {746, 747, 1119, 1412} tii[33,156] := {198, 1118} tii[33,157] := {842} tii[33,158] := {457, 707} tii[33,159] := {957, 958, 1223, 1452} tii[33,160] := {282, 283, 990, 1222} tii[33,161] := {390} tii[33,162] := {335, 1186} tii[33,163] := {1296} tii[33,164] := {916} tii[33,165] := {567} tii[33,166] := {203, 1065} tii[33,167] := {835} tii[33,168] := {216, 693} tii[33,169] := {1229} tii[33,170] := {581, 582, 985, 1350} tii[33,171] := {788} tii[33,172] := {290, 291, 934, 1179} tii[33,173] := {363, 872} tii[33,174] := {1311, 1312} tii[33,175] := {802, 803, 1104, 1423} tii[33,176] := {344, 855} tii[33,177] := {980} tii[33,178] := {414, 743, 837, 1260} tii[33,179] := {514, 1029} tii[33,180] := {1089, 1090} tii[33,181] := {302, 563, 679, 1164} tii[33,182] := {636, 954, 974, 1367} tii[33,183] := {817, 818, 1073, 1291} tii[33,184] := {723, 1294} tii[33,185] := {481} tii[33,186] := {386, 1327} tii[33,187] := {1232} tii[33,188] := {486, 1251} tii[33,189] := {1189} tii[33,190] := {143} tii[33,191] := {552, 1187} tii[33,192] := {657} tii[33,193] := {325, 1235} tii[33,194] := {986} tii[33,195] := {589} tii[33,196] := {383, 1060} tii[33,197] := {1120} tii[33,198] := {826} tii[33,199] := {744, 745, 1061, 1398} tii[33,200] := {148, 366} tii[33,201] := {430, 431, 1123, 1319} tii[33,202] := {525, 526, 929, 1171} tii[33,203] := {992} tii[33,204] := {955, 956, 1172, 1442} tii[33,205] := {308, 536} tii[33,206] := {333, 1138} tii[33,207] := {1379} tii[33,208] := {726} tii[33,209] := {251} tii[33,210] := {207, 1049} tii[33,211] := {1297} tii[33,212] := {387, 1054} tii[33,213] := {755} tii[33,214] := {1324} tii[33,215] := {833} tii[33,216] := {199, 1009} tii[33,217] := {399} tii[33,218] := {898} tii[33,219] := {482, 1307} tii[33,220] := {1197} tii[33,221] := {672} tii[33,222] := {1230} tii[33,223] := {579, 580, 912, 1332} tii[33,224] := {247, 911} tii[33,225] := {105, 913} tii[33,226] := {411, 412, 830, 1257} tii[33,227] := {116, 521} tii[33,228] := {1386, 1387} tii[33,229] := {284, 285, 862, 1135} tii[33,230] := {1091} tii[33,231] := {621} tii[33,232] := {599, 600, 1207, 1372} tii[33,233] := {1313, 1314} tii[33,234] := {171, 172, 772, 1037} tii[33,235] := {800, 801, 1035, 1403} tii[33,236] := {368, 369, 770, 1034} tii[33,237] := {232, 706} tii[33,238] := {633, 634, 962, 1364} tii[33,239] := {978} tii[33,240] := {741, 742, 762, 1256} tii[33,241] := {1233} tii[33,242] := {827} tii[33,243] := {214, 690} tii[33,244] := {268, 574, 675, 1144} tii[33,245] := {197, 761} tii[33,246] := {824} tii[33,247] := {773, 774, 1124, 1416} tii[33,248] := {561, 562, 614, 1158} tii[33,249] := {1087, 1088} tii[33,250] := {1315, 1316} tii[33,251] := {181, 397, 508, 1021} tii[33,252] := {361, 869} tii[33,253] := {941, 942} tii[33,254] := {886, 952, 953, 1363} tii[33,255] := {463, 795, 819, 1284} tii[33,256] := {993} tii[33,257] := {280, 281, 613, 885} tii[33,258] := {815, 1071, 1072, 1427} tii[33,259] := {1224, 1225} tii[33,260] := {415, 416, 464, 814} tii[33,261] := {650, 651, 922, 1181} tii[33,262] := {206, 1003} tii[33,263] := {1342} tii[33,264] := {389} tii[33,265] := {201, 1062} tii[33,266] := {915} tii[33,267] := {671} tii[33,268] := {104, 857} tii[33,269] := {566} tii[33,270] := {409, 410, 753, 1241} tii[33,271] := {47, 692} tii[33,272] := {1295} tii[33,273] := {288, 289, 931, 1174} tii[33,274] := {169, 170, 700, 999} tii[33,275] := {787} tii[33,276] := {631, 632, 879, 1338} tii[33,277] := {133, 871} tii[33,278] := {1356, 1357} tii[33,279] := {1188} tii[33,280] := {572, 573, 594, 1141} tii[33,281] := {977} tii[33,282] := {493} tii[33,283] := {62, 696} tii[33,284] := {115, 854} tii[33,285] := {152, 505, 740, 1259} tii[33,286] := {825} tii[33,287] := {441, 442, 838, 1272} tii[33,288] := {1085, 1086} tii[33,289] := {395, 396, 449, 1018} tii[33,290] := {231, 1028} tii[33,291] := {125, 126, 534, 849} tii[33,292] := {943, 944} tii[33,293] := {1275, 1276} tii[33,294] := {719, 793, 794, 1281} tii[33,295] := {681} tii[33,296] := {87, 357, 560, 1163} tii[33,297] := {312, 653, 951, 1366} tii[33,298] := {219, 220, 377, 714} tii[33,299] := {1173, 1354} tii[33,300] := {649, 920, 921, 1376} tii[33,301] := {965, 966} tii[33,302] := {475, 476, 1070, 1290} tii[33,303] := {897} tii[33,304] := {404, 427, 738, 1242} tii[33,305] := {213, 1005} tii[33,306] := {180, 507, 729, 1270} tii[33,307] := {1024, 1025} tii[33,308] := {256, 305, 558, 1132} tii[33,309] := {360, 1168} tii[33,310] := {547, 626, 949, 1339} tii[33,311] := {880, 1153} tii[33,312] := {478, 760, 1075, 1406} tii[33,313] := {645, 646, 1200, 1374} tii[33,314] := {157, 193, 485, 1000} tii[33,315] := {548, 927, 1154, 1446} tii[33,316] := {655} tii[33,317] := {551, 1382} tii[33,318] := {1328} tii[33,319] := {65} tii[33,320] := {820} tii[33,321] := {423} tii[33,322] := {480, 1305} tii[33,323] := {1237} tii[33,324] := {981} tii[33,325] := {67, 236} tii[33,326] := {1125} tii[33,327] := {597, 598, 1205, 1369} tii[33,328] := {186, 375} tii[33,329] := {141} tii[33,330] := {553, 1192} tii[33,331] := {890} tii[33,332] := {108, 892} tii[33,333] := {1431} tii[33,334] := {588} tii[33,335] := {258} tii[33,336] := {384, 1063} tii[33,337] := {1056} tii[33,338] := {1308} tii[33,339] := {656, 1351} tii[33,340] := {501} tii[33,341] := {46, 365} tii[33,342] := {1396} tii[33,343] := {40, 751} tii[33,344] := {265, 266, 667, 1142} tii[33,345] := {453} tii[33,346] := {527, 528, 932, 1176} tii[33,347] := {132, 535} tii[33,348] := {1218} tii[33,349] := {767, 768, 1267, 1404} tii[33,350] := {1434, 1435} tii[33,351] := {79, 80, 604, 877} tii[33,352] := {460, 461, 804, 1282} tii[33,353] := {114, 519} tii[33,354] := {324, 924} tii[33,355] := {982} tii[33,356] := {1329} tii[33,357] := {660} tii[33,358] := {151, 403, 504, 1007} tii[33,359] := {935, 936, 1206, 1440} tii[33,360] := {230, 704} tii[33,361] := {428, 429, 777, 1043} tii[33,362] := {780, 781} tii[33,363] := {1390, 1391} tii[33,364] := {1126} tii[33,365] := {86, 255, 356, 865} tii[33,366] := {311, 625, 652, 1170} tii[33,367] := {583, 584, 637, 971} tii[33,368] := {1321, 1322} tii[33,369] := {473, 474, 759, 1041} tii[33,370] := {1408} tii[33,371] := {727} tii[33,372] := {107, 851} tii[33,373] := {249} tii[33,374] := {483, 1261} tii[33,375] := {1198} tii[33,376] := {103, 910} tii[33,377] := {754} tii[33,378] := {500} tii[33,379] := {1378} tii[33,380] := {899} tii[33,381] := {39, 694} tii[33,382] := {398} tii[33,383] := {263, 264, 587, 1127} tii[33,384] := {13, 520} tii[33,385] := {1414, 1415} tii[33,386] := {601, 602, 1155, 1340} tii[33,387] := {1092} tii[33,388] := {167, 168, 769, 1032} tii[33,389] := {77, 78, 529, 845} tii[33,390] := {620} tii[33,391] := {458, 459, 710, 1246} tii[33,392] := {59, 705} tii[33,393] := {1300} tii[33,394] := {235, 1012} tii[33,395] := {1234} tii[33,396] := {822} tii[33,397] := {339} tii[33,398] := {828} tii[33,399] := {45, 689} tii[33,400] := {69, 352, 569, 1143} tii[33,401] := {662} tii[33,402] := {401, 402, 425, 1006} tii[33,403] := {21, 523} tii[33,404] := {293, 294, 676, 1157} tii[33,405] := {775, 776, 1079, 1400} tii[33,406] := {937, 938} tii[33,407] := {1359, 1360} tii[33,408] := {131, 868} tii[33,409] := {1317, 1318} tii[33,410] := {353, 354, 864, 1136} tii[33,411] := {253, 254, 303, 863} tii[33,412] := {784, 785} tii[33,413] := {509} tii[33,414] := {994} tii[33,415] := {30, 227, 392, 1020} tii[33,416] := {188, 479, 790, 1283} tii[33,417] := {52, 53, 373, 685} tii[33,418] := {543, 623, 624, 1169} tii[33,419] := {1287, 1413} tii[33,420] := {806, 807} tii[33,421] := {1226, 1227} tii[33,422] := {497, 498, 708, 1042} tii[33,423] := {117, 118, 242, 540} tii[33,424] := {320, 321, 917, 1180} tii[33,425] := {472, 757, 758, 1293} tii[33,426] := {1193} tii[33,427] := {666} tii[33,428] := {261, 279, 568, 1128} tii[33,429] := {733} tii[33,430] := {113, 852} tii[33,431] := {611, 612, 933, 1335} tii[33,432] := {85, 355, 556, 1156} tii[33,433] := {1277, 1278} tii[33,434] := {145, 185, 391, 996} tii[33,435] := {844} tii[33,436] := {229, 1026} tii[33,437] := {381, 456, 789, 1247} tii[33,438] := {866, 867} tii[33,439] := {1178, 1355} tii[33,440] := {585, 586, 638, 1175} tii[33,441] := {711, 1013} tii[33,442] := {322, 591, 923, 1341} tii[33,443] := {1109, 1110} tii[33,444] := {470, 471, 1068, 1292} tii[33,445] := {72, 98, 330, 846} tii[33,446] := {1045, 1310} tii[33,447] := {382, 764, 1014, 1407} tii[33,448] := {388} tii[33,449] := {914} tii[33,450] := {565} tii[33,451] := {200, 1008} tii[33,452] := {2, 691} tii[33,453] := {786} tii[33,454] := {286, 287, 861, 1133} tii[33,455] := {20, 870} tii[33,456] := {12, 853} tii[33,457] := {61, 695} tii[33,458] := {492} tii[33,459] := {23, 223, 739, 1258} tii[33,460] := {976} tii[33,461] := {439, 440, 766, 1243} tii[33,462] := {58, 1027} tii[33,463] := {123, 124, 533, 847} tii[33,464] := {1083, 1084} tii[33,465] := {680} tii[33,466] := {7, 129, 559, 1162} tii[33,467] := {93, 323, 950, 1365} tii[33,468] := {217, 218, 376, 713} tii[33,469] := {963, 964} tii[33,470] := {194, 195, 1069, 1289} tii[33,471] := {895} tii[33,472] := {340} tii[33,473] := {147, 162, 737, 1240} tii[33,474] := {44, 1004} tii[33,475] := {295, 296, 603, 1129} tii[33,476] := {29, 226, 728, 1271} tii[33,477] := {1022, 1023} tii[33,478] := {66, 92, 557, 1130} tii[33,479] := {510} tii[33,480] := {130, 1167} tii[33,481] := {245, 307, 948, 1337} tii[33,482] := {876, 1151} tii[33,483] := {271, 272, 313, 873} tii[33,484] := {808, 809} tii[33,485] := {317, 318, 1199, 1373} tii[33,486] := {196, 424, 1074, 1405} tii[33,487] := {25, 37, 484, 998} tii[33,488] := {717, 1076} tii[33,489] := {246, 596, 1152, 1445} tii[33,490] := {112, 1139} tii[33,491] := {84, 292, 891, 1333} tii[33,492] := {228, 1279} tii[33,493] := {71, 96, 654, 1134} tii[33,494] := {468, 469, 1309, 1426} tii[33,495] := {380, 765, 1265, 1463} tii[33,496] := {109} tii[33,497] := {48} tii[33,498] := {15, 94} tii[33,499] := {334} tii[33,500] := {142, 1117} tii[33,501] := {495} tii[33,502] := {834} tii[33,503] := {119} tii[33,504] := {106, 984} tii[33,505] := {683} tii[33,506] := {54, 190} tii[33,507] := {173, 174, 839, 1103} tii[33,508] := {343} tii[33,509] := {42, 836} tii[33,510] := {127, 301} tii[33,511] := {88, 89, 678, 973} tii[33,512] := {513} tii[33,513] := {33, 160, 515, 816} tii[33,514] := {555} tii[33,515] := {250, 896} tii[33,516] := {153} tii[33,517] := {329, 1196} tii[33,518] := {735} tii[33,519] := {1067} tii[33,520] := {140, 752} tii[33,521] := {76, 243} tii[33,522] := {436, 437, 1080, 1288} tii[33,523] := {946} tii[33,524] := {237, 238, 605, 878} tii[33,525] := {400} tii[33,526] := {665} tii[33,527] := {101, 593} tii[33,528] := {110, 926} tii[33,529] := {1115} tii[33,530] := {175, 372} tii[33,531] := {609, 610, 991, 1358} tii[33,532] := {1214, 1215} tii[33,533] := {182, 183, 779, 1046} tii[33,534] := {163, 164, 448, 718} tii[33,535] := {622} tii[33,536] := {843} tii[33,537] := {269, 270, 314, 648} tii[33,538] := {1107, 1108} tii[33,539] := {95, 277, 640, 884} tii[33,540] := {496} tii[33,541] := {41, 426} tii[33,542] := {128, 532} tii[33,543] := {445, 446, 840, 1274} tii[33,544] := {684} tii[33,545] := {81, 82, 304, 545} tii[33,546] := {191, 421, 516, 1040} tii[33,547] := {158, 159, 192, 477} tii[33,548] := {969, 970} tii[33,549] := {73, 99, 257, 546} tii[33,550] := {554} tii[33,551] := {327, 1145} tii[33,552] := {70} tii[33,553] := {734} tii[33,554] := {1066} tii[33,555] := {434, 435, 1015, 1248} tii[33,556] := {27, 137} tii[33,557] := {945} tii[33,558] := {135, 859} tii[33,559] := {259} tii[33,560] := {663} tii[33,561] := {1113} tii[33,562] := {43, 763} tii[33,563] := {607, 608, 930, 1334} tii[33,564] := {83, 240} tii[33,565] := {224, 225, 701, 1001} tii[33,566] := {454} tii[33,567] := {90, 91, 615, 888} tii[33,568] := {1212, 1213} tii[33,569] := {841} tii[33,570] := {345, 346, 537, 883} tii[33,571] := {1105, 1106} tii[33,572] := {34, 161, 467, 715} tii[33,573] := {1055} tii[33,574] := {494} tii[33,575] := {342} tii[33,576] := {22, 524} tii[33,577] := {299, 300, 677, 1159} tii[33,578] := {443, 444, 771, 1245} tii[33,579] := {57, 371} tii[33,580] := {55, 56, 374, 687} tii[33,581] := {1165, 1166} tii[33,582] := {682} tii[33,583] := {512} tii[33,584] := {1036, 1266} tii[33,585] := {417, 418, 465, 1033} tii[33,586] := {97, 276, 364, 882} tii[33,587] := {967, 968} tii[33,588] := {120, 121, 244, 542} tii[33,589] := {812, 813} tii[33,590] := {887, 1204} tii[33,591] := {51, 139, 210, 688} tii[33,592] := {341} tii[33,593] := {297, 298, 606, 1131} tii[33,594] := {19, 531} tii[33,595] := {511} tii[33,596] := {274, 275, 315, 874} tii[33,597] := {810, 811} tii[33,598] := {36, 234, 420, 1039} tii[33,599] := {720, 1077} tii[33,600] := {74, 100, 337, 850} tii[33,601] := {24} tii[33,602] := {6, 63} tii[33,603] := {146} tii[33,604] := {11, 595} tii[33,605] := {28, 136} tii[33,606] := {306} tii[33,607] := {31, 32, 450, 721} tii[33,608] := {8, 75, 316, 541} tii[33,609] := {212} tii[33,610] := {4, 367} tii[33,611] := {18, 239} tii[33,612] := {178, 179, 506, 1019} tii[33,613] := {359} tii[33,614] := {16, 17, 241, 517} tii[33,615] := {35, 156, 233, 712} tii[33,616] := {643, 644} tii[33,617] := {49, 50, 138, 378} tii[33,618] := {14, 64, 111, 518} tii[33,619] := {211} tii[33,620] := {176, 177, 438, 995} tii[33,621] := {3, 370} tii[33,622] := {358} tii[33,623] := {154, 155, 189, 709} tii[33,624] := {9, 134, 273, 881} tii[33,625] := {641, 642} tii[33,626] := {26, 38, 209, 686} tii[33,627] := {544, 928} tii[33,628] := {0, 530} tii[33,629] := {1, 60, 419, 1038} tii[33,630] := {5, 10, 336, 848} cell#159 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {906} tii[25,2] := {982} tii[25,3] := {677, 1068} tii[25,4] := {826} tii[25,5] := {594} tii[25,6] := {917} tii[25,7] := {869, 1111} tii[25,8] := {947, 1117} tii[25,9] := {463, 971} tii[25,10] := {732} tii[25,11] := {548} tii[25,12] := {983} tii[25,13] := {282, 866} tii[25,14] := {690, 1070} tii[25,15] := {403, 945} tii[25,16] := {798, 1098} tii[25,17] := {823} tii[25,18] := {1034} tii[25,19] := {735} tii[25,20] := {868, 977} tii[25,21] := {672, 851} tii[25,22] := {944, 1039} tii[25,23] := {1069} tii[25,24] := {1046, 1100} tii[25,25] := {734} tii[25,26] := {569, 1086} tii[25,27] := {839} tii[25,28] := {492} tii[25,29] := {785, 1115} tii[25,30] := {879, 1119} tii[25,31] := {361, 904} tii[25,32] := {462, 1054} tii[25,33] := {631} tii[25,34] := {445} tii[25,35] := {390} tii[25,36] := {281, 974} tii[25,37] := {918} tii[25,38] := {203, 779} tii[25,39] := {585, 1031} tii[25,40] := {689, 1106} tii[25,41] := {402, 1037} tii[25,42] := {308, 877} tii[25,43] := {704, 1075} tii[25,44] := {797, 1116} tii[25,45] := {363, 1011} tii[25,46] := {731} tii[25,47] := {297} tii[25,48] := {279, 957} tii[25,49] := {114, 579} tii[25,50] := {981} tii[25,51] := {634} tii[25,52] := {781, 912} tii[25,53] := {587, 1088} tii[25,54] := {400, 1020} tii[25,55] := {186, 903} tii[25,56] := {174, 703} tii[25,57] := {566, 760} tii[25,58] := {874, 992} tii[25,59] := {706, 1109} tii[25,60] := {380} tii[25,61] := {686, 1101} tii[25,62] := {1030} tii[25,63] := {572, 1081} tii[25,64] := {322, 511} tii[25,65] := {1000, 1078} tii[25,66] := {793, 1113} tii[25,67] := {872, 1118} tii[25,68] := {270, 954} tii[25,69] := {529} tii[25,70] := {841} tii[25,71] := {344} tii[25,72] := {139, 827} tii[25,73] := {482, 1057} tii[25,74] := {225, 926} tii[25,75] := {607, 1091} tii[25,76] := {195, 887} tii[25,77] := {630} tii[25,78] := {255} tii[25,79] := {137, 808} tii[25,80] := {916} tii[25,81] := {532} tii[25,82] := {684, 836} tii[25,83] := {91, 736} tii[25,84] := {381, 1014} tii[25,85] := {223, 897} tii[25,86] := {81, 729} tii[25,87] := {460, 659} tii[25,88] := {791, 930} tii[25,89] := {157, 852} tii[25,90] := {508, 1062} tii[25,91] := {338} tii[25,92] := {57, 640} tii[25,93] := {478, 1048} tii[25,94] := {976} tii[25,95] := {29, 574} tii[25,96] := {365, 1005} tii[25,97] := {274, 454} tii[25,98] := {939, 1042} tii[25,99] := {104, 765} tii[25,100] := {604, 1082} tii[25,101] := {151, 818} tii[25,102] := {695, 1103} tii[25,103] := {717} tii[25,104] := {960} tii[25,105] := {619} tii[25,106] := {739, 892} tii[25,107] := {525, 721} tii[25,108] := {847, 966} tii[25,109] := {520} tii[25,110] := {638, 949} tii[25,111] := {1013} tii[25,112] := {528, 883} tii[25,113] := {973, 1065} tii[25,114] := {430, 622} tii[25,115] := {758, 1007} tii[25,116] := {340, 715} tii[25,117] := {840, 1053} tii[25,118] := {1056} tii[25,119] := {1027, 1093} tii[25,120] := {980, 1105} tii[25,121] := {360} tii[25,122] := {694} tii[25,123] := {589} tii[25,124] := {708} tii[25,125] := {426} tii[25,126] := {570, 1026} tii[25,127] := {476} tii[25,128] := {750} tii[25,129] := {493} tii[25,130] := {646} tii[25,131] := {786, 1096} tii[25,132] := {375, 940} tii[25,133] := {602} tii[25,134] := {764} tii[25,135] := {880, 1112} tii[25,136] := {504, 1003} tii[25,137] := {526} tii[25,138] := {464, 972} tii[25,139] := {838} tii[25,140] := {636} tii[25,141] := {373, 910} tii[25,142] := {391} tii[25,143] := {745} tii[25,144] := {170, 683} tii[25,145] := {691, 1071} tii[25,146] := {756} tii[25,147] := {264, 865} tii[25,148] := {502, 991} tii[25,149] := {855} tii[25,150] := {244, 796} tii[25,151] := {799, 1099} tii[25,152] := {832} tii[25,153] := {481} tii[25,154] := {783, 1033} tii[25,155] := {924} tii[25,156] := {416, 611} tii[25,157] := {679, 986} tii[25,158] := {876, 1077} tii[25,159] := {943, 1043} tii[25,160] := {362, 1010} tii[25,161] := {330} tii[25,162] := {475, 1001} tii[25,163] := {296} tii[25,164] := {650} tii[25,165] := {204, 907} tii[25,166] := {376} tii[25,167] := {586, 1087} tii[25,168] := {544} tii[25,169] := {601, 1047} tii[25,170] := {309, 988} tii[25,171] := {505} tii[25,172] := {705, 1108} tii[25,173] := {663} tii[25,174] := {272, 955} tii[25,175] := {425} tii[25,176] := {364, 905} tii[25,177] := {578, 1029} tii[25,178] := {749} tii[25,179] := {205, 780} tii[25,180] := {216} tii[25,181] := {202, 890} tii[25,182] := {534} tii[25,183] := {446} tii[25,184] := {323} tii[25,185] := {74, 474} tii[25,186] := {280, 830} tii[25,187] := {484, 1058} tii[25,188] := {141, 829} tii[25,189] := {588, 1032} tii[25,190] := {644} tii[25,191] := {459, 999} tii[25,192] := {310, 878} tii[25,193] := {307, 965} tii[25,194] := {127, 822} tii[25,195] := {655} tii[25,196] := {699, 1074} tii[25,197] := {420} tii[25,198] := {118, 606} tii[25,199] := {187, 775} tii[25,200] := {401, 929} tii[25,201] := {609, 1092} tii[25,202] := {227, 928} tii[25,203] := {762} tii[25,204] := {707, 1076} tii[25,205] := {142, 688} tii[25,206] := {288} tii[25,207] := {582, 1080} tii[25,208] := {377} tii[25,209] := {741} tii[25,210] := {687, 979} tii[25,211] := {94, 743} tii[25,212] := {540} tii[25,213] := {790, 1097} tii[25,214] := {83, 616} tii[25,215] := {467, 1050} tii[25,216] := {237, 411} tii[25,217] := {230, 800} tii[25,218] := {573, 922} tii[25,219] := {506} tii[25,220] := {849} tii[25,221] := {51, 680} tii[25,222] := {470, 666} tii[25,223] := {702, 1102} tii[25,224] := {161, 858} tii[25,225] := {794, 1041} tii[25,226] := {789, 1114} tii[25,227] := {298, 711} tii[25,228] := {218, 901} tii[25,229] := {873, 995} tii[25,230] := {196, 888} tii[25,231] := {527} tii[25,232] := {372, 908} tii[25,233] := {648} tii[25,234] := {150} tii[25,235] := {138, 809} tii[25,236] := {432} tii[25,237] := {382, 1015} tii[25,238] := {746} tii[25,239] := {44, 533} tii[25,240] := {266, 863} tii[25,241] := {501, 989} tii[25,242] := {224, 898} tii[25,243] := {82, 730} tii[25,244] := {553} tii[25,245] := {509, 1063} tii[25,246] := {856} tii[25,247] := {77, 660} tii[25,248] := {26, 437} tii[25,249] := {479, 1049} tii[25,250] := {641} tii[25,251] := {336} tii[25,252] := {96, 720} tii[25,253] := {833} tii[25,254] := {782, 913} tii[25,255] := {212} tii[25,256] := {192, 802} tii[25,257] := {597, 1035} tii[25,258] := {575, 766} tii[25,259] := {12, 368} tii[25,260] := {366, 1006} tii[25,261] := {925} tii[25,262] := {163, 816} tii[25,263] := {53, 633} tii[25,264] := {168, 318} tii[25,265] := {47, 559} tii[25,266] := {605, 1083} tii[25,267] := {451} tii[25,268] := {678, 845} tii[25,269] := {875, 993} tii[25,270] := {41, 546} tii[25,271] := {220, 886} tii[25,272] := {76, 625} tii[25,273] := {696, 1104} tii[25,274] := {490, 669} tii[25,275] := {942, 1045} tii[25,276] := {252} tii[25,277] := {537, 1016} tii[25,278] := {911} tii[25,279] := {776, 920} tii[25,280] := {198, 353} tii[25,281] := {429, 963} tii[25,282] := {987} tii[25,283] := {658, 1064} tii[25,284] := {148, 424} tii[25,285] := {752, 1094} tii[25,286] := {1002, 1079} tii[25,287] := {342, 900} tii[25,288] := {843, 1110} tii[25,289] := {245} tii[25,290] := {549} tii[25,291] := {374, 1028} tii[25,292] := {283} tii[25,293] := {440} tii[25,294] := {503, 1073} tii[25,295] := {404} tii[25,296] := {557} tii[25,297] := {329} tii[25,298] := {271, 824} tii[25,299] := {649} tii[25,300] := {433} tii[25,301] := {472, 1055} tii[25,302] := {206, 909} tii[25,303] := {345} tii[25,304] := {238} tii[25,305] := {542} tii[25,306] := {140, 682} tii[25,307] := {201, 737} tii[25,308] := {483, 978} tii[25,309] := {554} tii[25,310] := {356, 1025} tii[25,311] := {311, 990} tii[25,312] := {599, 1090} tii[25,313] := {326} tii[25,314] := {661} tii[25,315] := {226, 795} tii[25,316] := {126, 674} tii[25,317] := {306, 853} tii[25,318] := {608, 1040} tii[25,319] := {637} tii[25,320] := {286} tii[25,321] := {143, 834} tii[25,322] := {93, 583} tii[25,323] := {438} tii[25,324] := {581, 914} tii[25,325] := {697, 1107} tii[25,326] := {757} tii[25,327] := {84, 777} tii[25,328] := {231, 932} tii[25,329] := {50, 515} tii[25,330] := {406} tii[25,331] := {369, 560} tii[25,332] := {160, 709} tii[25,333] := {466, 846} tii[25,334] := {701, 994} tii[25,335] := {299, 969} tii[25,336] := {217, 612} tii[25,337] := {788, 935} tii[25,338] := {136, 807} tii[25,339] := {427} tii[25,340] := {371, 1012} tii[25,341] := {277, 828} tii[25,342] := {547} tii[25,343] := {180} tii[25,344] := {56, 635} tii[25,345] := {169} tii[25,346] := {90, 718} tii[25,347] := {335} tii[25,348] := {289, 958} tii[25,349] := {645} tii[25,350] := {102, 761} tii[25,351] := {265, 970} tii[25,352] := {500, 1061} tii[25,353] := {243} tii[25,354] := {188, 773} tii[25,355] := {398, 927} tii[25,356] := {49, 628} tii[25,357] := {156, 814} tii[25,358] := {450} tii[25,359] := {410, 1021} tii[25,360] := {763} tii[25,361] := {34, 539} tii[25,362] := {75, 480} tii[25,363] := {208, 891} tii[25,364] := {538} tii[25,365] := {249} tii[25,366] := {210} tii[25,367] := {742} tii[25,368] := {685, 837} tii[25,369] := {251} tii[25,370] := {378, 1004} tii[25,371] := {58, 620} tii[25,372] := {191, 937} tii[25,373] := {16, 469} tii[25,374] := {132, 712} tii[25,375] := {495, 984} tii[25,376] := {596, 1089} tii[25,377] := {468, 664} tii[25,378] := {64, 665} tii[25,379] := {42, 415} tii[25,380] := {312} tii[25,381] := {850} tii[25,382] := {315, 968} tii[25,383] := {130, 825} tii[25,384] := {119, 610} tii[25,385] := {273, 950} tii[25,386] := {197, 352} tii[25,387] := {349} tii[25,388] := {571, 755} tii[25,389] := {792, 931} tii[25,390] := {30, 530} tii[25,391] := {105, 722} tii[25,392] := {507, 1051} tii[25,393] := {98, 726} tii[25,394] := {109, 748} tii[25,395] := {393, 1009} tii[25,396] := {388, 563} tii[25,397] := {172, 512} tii[25,398] := {21, 441} tii[25,399] := {152, 805} tii[25,400] := {871, 997} tii[25,401] := {595, 1084} tii[25,402] := {19, 439} tii[25,403] := {147} tii[25,404] := {435, 959} tii[25,405] := {328} tii[25,406] := {831} tii[25,407] := {73, 514} tii[25,408] := {8, 370} tii[25,409] := {497, 1060} tii[25,410] := {676, 844} tii[25,411] := {229} tii[25,412] := {37, 561} tii[25,413] := {332, 895} tii[25,414] := {923} tii[25,415] := {556, 1022} tii[25,416] := {246, 422} tii[25,417] := {62, 627} tii[25,418] := {488, 1052} tii[25,419] := {3, 293} tii[25,420] := {179, 519} tii[25,421] := {651, 1066} tii[25,422] := {241, 413} tii[25,423] := {941, 1044} tii[25,424] := {253, 817} tii[25,425] := {80, 565} tii[25,426] := {753, 1095} tii[25,427] := {331} tii[25,428] := {443} tii[25,429] := {200, 889} tii[25,430] := {248} tii[25,431] := {543} tii[25,432] := {348} tii[25,433] := {128, 821} tii[25,434] := {305, 964} tii[25,435] := {662} tii[25,436] := {639} tii[25,437] := {95, 719} tii[25,438] := {177} tii[25,439] := {580, 747} tii[25,440] := {436} tii[25,441] := {87, 772} tii[25,442] := {395, 1017} tii[25,443] := {759} tii[25,444] := {162, 815} tii[25,445] := {52, 632} tii[25,446] := {367, 558} tii[25,447] := {259} tii[25,448] := {465, 654} tii[25,449] := {700, 857} tii[25,450] := {40, 545} tii[25,451] := {219, 885} tii[25,452] := {294, 456} tii[25,453] := {787, 936} tii[25,454] := {421} tii[25,455] := {120} tii[25,456] := {536, 893} tii[25,457] := {740} tii[25,458] := {54, 673} tii[25,459] := {303, 961} tii[25,460] := {568, 754} tii[25,461] := {333, 522} tii[25,462] := {428, 813} tii[25,463] := {184} tii[25,464] := {848} tii[25,465] := {657, 967} tii[25,466] := {254, 618} tii[25,467] := {20, 485} tii[25,468] := {291, 951} tii[25,469] := {215, 354} tii[25,470] := {870, 996} tii[25,471] := {751, 1024} tii[25,472] := {341, 724} tii[25,473] := {181, 523} tii[25,474] := {842, 1067} tii[25,475] := {810} tii[25,476] := {629, 812} tii[25,477] := {896} tii[25,478] := {442, 804} tii[25,479] := {915, 1023} tii[25,480] := {919, 1085} tii[25,481] := {199} tii[25,482] := {317} tii[25,483] := {276} tii[25,484] := {417} tii[25,485] := {284, 867} tii[25,486] := {235} tii[25,487] := {518} tii[25,488] := {409} tii[25,489] := {405, 946} tii[25,490] := {477} tii[25,491] := {207, 784} tii[25,492] := {499} tii[25,493] := {603} tii[25,494] := {314, 881} tii[25,495] := {129, 714} tii[25,496] := {392, 801} tii[25,497] := {334} tii[25,498] := {473, 975} tii[25,499] := {239} tii[25,500] := {92, 738} tii[25,501] := {263} tii[25,502] := {453} tii[25,503] := {357, 938} tii[25,504] := {600, 1038} tii[25,505] := {327} tii[25,506] := {158, 854} tii[25,507] := {535} tii[25,508] := {115, 584} tii[25,509] := {59, 642} tii[25,510] := {285, 835} tii[25,511] := {287} tii[25,512] := {359} tii[25,513] := {552} tii[25,514] := {698, 1072} tii[25,515] := {268, 882} tii[25,516] := {31, 576} tii[25,517] := {106, 767} tii[25,518] := {656} tii[25,519] := {175, 710} tii[25,520] := {407} tii[25,521] := {190, 778} tii[25,522] := {408, 933} tii[25,523] := {71, 516} tii[25,524] := {153, 820} tii[25,525] := {165, 693} tii[25,526] := {242, 613} tii[25,527] := {494, 861} tii[25,528] := {211} tii[25,529] := {35, 541} tii[25,530] := {652} tii[25,531] := {598, 1036} tii[25,532] := {313} tii[25,533] := {112, 615} tii[25,534] := {65, 667} tii[25,535] := {17, 471} tii[25,536] := {99, 728} tii[25,537] := {592, 934} tii[25,538] := {10, 387} tii[25,539] := {325, 513} tii[25,540] := {122, 671} tii[25,541] := {278, 956} tii[25,542] := {247} tii[25,543] := {113} tii[25,544] := {189, 902} tii[25,545] := {399, 1019} tii[25,546] := {185} tii[25,547] := {351} tii[25,548] := {173} tii[25,549] := {145, 811} tii[25,550] := {434} tii[25,551] := {45, 379} tii[25,552] := {209, 744} tii[25,553] := {146} tii[25,554] := {358, 948} tii[25,555] := {133, 862} tii[25,556] := {269} tii[25,557] := {496, 1059} tii[25,558] := {449} tii[25,559] := {233, 899} tii[25,560] := {86, 733} tii[25,561] := {555} tii[25,562] := {131, 681} tii[25,563] := {316, 859} tii[25,564] := {228} tii[25,565] := {78, 510} tii[25,566] := {24, 321} tii[25,567] := {70, 647} tii[25,568] := {301, 953} tii[25,569] := {110, 593} tii[25,570] := {117, 412} tii[25,571] := {394, 771} tii[25,572] := {14, 339} tii[25,573] := {250} tii[25,574] := {61, 621} tii[25,575] := {97} tii[25,576] := {134, 713} tii[25,577] := {236} tii[25,578] := {4, 275} tii[25,579] := {498, 985} tii[25,580] := {397, 1018} tii[25,581] := {159} tii[25,582] := {89, 774} tii[25,583] := {550} tii[25,584] := {107, 723} tii[25,585] := {33, 531} tii[25,586] := {27, 455} tii[25,587] := {350} tii[25,588] := {43, 414} tii[25,589] := {46, 524} tii[25,590] := {386, 1008} tii[25,591] := {39, 590} tii[25,592] := {67, 517} tii[25,593] := {489, 860} tii[25,594] := {171, 319} tii[25,595] := {23, 444} tii[25,596] := {154, 806} tii[25,597] := {389, 564} tii[25,598] := {2, 214} tii[25,599] := {63, 458} tii[25,600] := {13, 346} tii[25,601] := {183, 727} tii[25,602] := {60} tii[25,603] := {304, 962} tii[25,604] := {653} tii[25,605] := {25, 461} tii[25,606] := {103} tii[25,607] := {292, 952} tii[25,608] := {116, 234} tii[25,609] := {7, 290} tii[25,610] := {591, 769} tii[25,611] := {101, 355} tii[25,612] := {258, 819} tii[25,613] := {176} tii[25,614] := {125} tii[25,615] := {261} tii[25,616] := {337} tii[25,617] := {144, 643} tii[25,618] := {267, 998} tii[25,619] := {193} tii[25,620] := {347} tii[25,621] := {452} tii[25,622] := {85, 577} tii[25,623] := {232, 768} tii[25,624] := {69, 491} tii[25,625] := {300, 670} tii[25,626] := {178} tii[25,627] := {36, 521} tii[25,628] := {135, 864} tii[25,629] := {166} tii[25,630] := {447} tii[25,631] := {88, 614} tii[25,632] := {396, 921} tii[25,633] := {260} tii[25,634] := {18, 431} tii[25,635] := {66, 623} tii[25,636] := {68, 692} tii[25,637] := {38, 418} tii[25,638] := {385, 770} tii[25,639] := {295, 457} tii[25,640] := {11, 343} tii[25,641] := {100, 716} tii[25,642] := {6, 256} tii[25,643] := {123, 626} tii[25,644] := {79} tii[25,645] := {32, 567} tii[25,646] := {111} tii[25,647] := {222, 894} tii[25,648] := {551} tii[25,649] := {124} tii[25,650] := {9, 383} tii[25,651] := {213, 884} tii[25,652] := {28, 324} tii[25,653] := {487, 668} tii[25,654] := {149, 262} tii[25,655] := {1, 221} tii[25,656] := {182, 725} tii[25,657] := {121, 423} tii[25,658] := {448} tii[25,659] := {384, 562} tii[25,660] := {257, 624} tii[25,661] := {164} tii[25,662] := {320} tii[25,663] := {194, 803} tii[25,664] := {108, 617} tii[25,665] := {55, 675} tii[25,666] := {167} tii[25,667] := {22, 486} tii[25,668] := {48, 419} tii[25,669] := {5, 302} tii[25,670] := {72} tii[25,671] := {15, 240} tii[25,672] := {0, 155} cell#160 , |C| = 288 special orbit = [9, 2, 2, 1, 1, 1, 1] special rep = [[4, 1], [1, 1, 1]] , dim = 224 cell rep = phi[[4, 1],[1, 1, 1]]+phi[[],[5, 2, 1]] TII depth = 4 TII multiplicity polynomial = 160*X+64*X^2 TII subcells: tii[43,1] := {253} tii[43,2] := {247} tii[43,3] := {203} tii[43,4] := {193} tii[43,5] := {269} tii[43,6] := {218} tii[43,7] := {280} tii[43,8] := {167} tii[43,9] := {270} tii[43,10] := {155} tii[43,11] := {281} tii[43,12] := {271, 286} tii[43,13] := {244} tii[43,14] := {132} tii[43,15] := {228} tii[43,16] := {121} tii[43,17] := {248} tii[43,18] := {229, 267} tii[43,19] := {165} tii[43,20] := {84} tii[43,21] := {189} tii[43,22] := {166, 225} tii[43,23] := {116} tii[43,24] := {95, 160} tii[43,25] := {277} tii[43,26] := {183} tii[43,27] := {283} tii[43,28] := {130} tii[43,29] := {278} tii[43,30] := {120} tii[43,31] := {284} tii[43,32] := {279, 287} tii[43,33] := {273} tii[43,34] := {215} tii[43,35] := {93} tii[43,36] := {198} tii[43,37] := {263} tii[43,38] := {83} tii[43,39] := {221} tii[43,40] := {274} tii[43,41] := {199, 250} tii[43,42] := {264, 285} tii[43,43] := {245} tii[43,44] := {128} tii[43,45] := {54} tii[43,46] := {150} tii[43,47] := {259} tii[43,48] := {129, 194} tii[43,49] := {246, 276} tii[43,50] := {238} tii[43,51] := {80} tii[43,52] := {64, 125} tii[43,53] := {219, 262} tii[43,54] := {191, 272} tii[43,55] := {235} tii[43,56] := {62} tii[43,57] := {213} tii[43,58] := {53} tii[43,59] := {236} tii[43,60] := {214, 260} tii[43,61] := {181} tii[43,62] := {91} tii[43,63] := {29} tii[43,64] := {112} tii[43,65] := {207} tii[43,66] := {92, 158} tii[43,67] := {182, 239} tii[43,68] := {175} tii[43,69] := {50} tii[43,70] := {36, 88} tii[43,71] := {147, 211} tii[43,72] := {117, 233} tii[43,73] := {108} tii[43,74] := {12} tii[43,75] := {139} tii[43,76] := {109, 177} tii[43,77] := {104} tii[43,78] := {27} tii[43,79] := {18, 58} tii[43,80] := {75, 142} tii[43,81] := {51, 172} tii[43,82] := {43} tii[43,83] := {24, 72} tii[43,84] := {11, 103} tii[43,85] := {15} tii[43,86] := {230} tii[43,87] := {34} tii[43,88] := {202} tii[43,89] := {60} tii[43,90] := {169} tii[43,91] := {96} tii[43,92] := {136} tii[43,93] := {44} tii[43,94] := {265} tii[43,95] := {74} tii[43,96] := {220} tii[43,97] := {254} tii[43,98] := {113} tii[43,99] := {192} tii[43,100] := {266} tii[43,101] := {156} tii[43,102] := {255, 282} tii[43,103] := {61} tii[43,104] := {231} tii[43,105] := {97} tii[43,106] := {170} tii[43,107] := {249} tii[43,108] := {137} tii[43,109] := {232, 268} tii[43,110] := {114} tii[43,111] := {223} tii[43,112] := {157} tii[43,113] := {204, 252} tii[43,114] := {171, 227} tii[43,115] := {257} tii[43,116] := {22} tii[43,117] := {187} tii[43,118] := {242} tii[43,119] := {45} tii[43,120] := {258} tii[43,121] := {154} tii[43,122] := {77} tii[43,123] := {243, 275} tii[43,124] := {122} tii[43,125] := {216} tii[43,126] := {35} tii[43,127] := {200} tii[43,128] := {237} tii[43,129] := {65} tii[43,130] := {134} tii[43,131] := {222} tii[43,132] := {217, 261} tii[43,133] := {102} tii[43,134] := {201, 251} tii[43,135] := {209} tii[43,136] := {78} tii[43,137] := {190} tii[43,138] := {186, 241} tii[43,139] := {168, 226} tii[43,140] := {123} tii[43,141] := {153, 256} tii[43,142] := {135, 197} tii[43,143] := {184} tii[43,144] := {17} tii[43,145] := {100} tii[43,146] := {208} tii[43,147] := {38} tii[43,148] := {185, 240} tii[43,149] := {70} tii[43,150] := {49} tii[43,151] := {176} tii[43,152] := {152} tii[43,153] := {148, 212} tii[43,154] := {87} tii[43,155] := {133, 196} tii[43,156] := {118, 234} tii[43,157] := {101, 162} tii[43,158] := {26} tii[43,159] := {141} tii[43,160] := {111, 179} tii[43,161] := {57} tii[43,162] := {82, 206} tii[43,163] := {68, 127} tii[43,164] := {55, 180} tii[43,165] := {8} tii[43,166] := {149} tii[43,167] := {23} tii[43,168] := {119} tii[43,169] := {47} tii[43,170] := {85} tii[43,171] := {16} tii[43,172] := {163} tii[43,173] := {37} tii[43,174] := {98} tii[43,175] := {188} tii[43,176] := {69} tii[43,177] := {164, 224} tii[43,178] := {48} tii[43,179] := {151} tii[43,180] := {86} tii[43,181] := {131, 195} tii[43,182] := {99, 161} tii[43,183] := {145} tii[43,184] := {5} tii[43,185] := {66} tii[43,186] := {174} tii[43,187] := {19} tii[43,188] := {146, 210} tii[43,189] := {42} tii[43,190] := {25} tii[43,191] := {140} tii[43,192] := {115} tii[43,193] := {56} tii[43,194] := {94, 159} tii[43,195] := {110, 178} tii[43,196] := {67, 126} tii[43,197] := {81, 205} tii[43,198] := {10} tii[43,199] := {105} tii[43,200] := {76, 143} tii[43,201] := {32} tii[43,202] := {52, 173} tii[43,203] := {41, 90} tii[43,204] := {30, 144} tii[43,205] := {1} tii[43,206] := {39} tii[43,207] := {6} tii[43,208] := {21} tii[43,209] := {9} tii[43,210] := {79} tii[43,211] := {31} tii[43,212] := {63, 124} tii[43,213] := {40, 89} tii[43,214] := {71} tii[43,215] := {2} tii[43,216] := {46, 106} tii[43,217] := {14} tii[43,218] := {20, 59} tii[43,219] := {28, 138} tii[43,220] := {13, 107} tii[43,221] := {0} tii[43,222] := {4} tii[43,223] := {7, 33} tii[43,224] := {3, 73} cell#161 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1213} tii[33,2] := {1044} tii[33,3] := {734, 1131} tii[33,4] := {625, 1374} tii[33,5] := {1303} tii[33,6] := {715, 1352} tii[33,7] := {1270} tii[33,8] := {908} tii[33,9] := {1118} tii[33,10] := {594, 1011} tii[33,11] := {913, 914, 1223, 1433} tii[33,12] := {1089, 1090, 1298, 1459} tii[33,13] := {1370} tii[33,14] := {444, 1162} tii[33,15] := {1043} tii[33,16] := {1407} tii[33,17] := {865} tii[33,18] := {463, 1130} tii[33,19] := {1371} tii[33,20] := {642, 643, 993, 1321} tii[33,21] := {1412, 1413} tii[33,22] := {827, 828, 1092, 1400} tii[33,23] := {1159} tii[33,24] := {593, 1237} tii[33,25] := {1103} tii[33,26] := {383, 728, 912, 1319} tii[33,27] := {1188, 1189} tii[33,28] := {551, 835, 1088, 1398} tii[33,29] := {719, 1316} tii[33,30] := {809, 810, 1271, 1402} tii[33,31] := {486, 1405} tii[33,32] := {1211} tii[33,33] := {769} tii[33,34] := {1165} tii[33,35] := {576, 1385} tii[33,36] := {462, 883} tii[33,37] := {998} tii[33,38] := {776, 777, 1275, 1449} tii[33,39] := {962, 963, 1342, 1464} tii[33,40] := {361, 1442} tii[33,41] := {1300} tii[33,42] := {325, 1039} tii[33,43] := {443, 1315} tii[33,44] := {1042} tii[33,45] := {253, 1455} tii[33,46] := {906} tii[33,47] := {1348} tii[33,48] := {729} tii[33,49] := {864} tii[33,50] := {217, 1443} tii[33,51] := {343, 1010} tii[33,52] := {1301} tii[33,53] := {503, 504, 862, 1232} tii[33,54] := {640, 641, 1171, 1422} tii[33,55] := {278, 279, 1457, 1458} tii[33,56] := {1360, 1361} tii[33,57] := {683, 684, 967, 1335} tii[33,58] := {825, 826, 1256, 1451} tii[33,59] := {327, 1384} tii[33,60] := {1158} tii[33,61] := {1036} tii[33,62] := {731} tii[33,63] := {220, 1347} tii[33,64] := {1102} tii[33,65] := {460, 1129} tii[33,66] := {981} tii[33,67] := {265, 589, 773, 1230} tii[33,68] := {507, 508, 1050, 1448} tii[33,69] := {284, 285, 1393, 1394} tii[33,70] := {1186, 1187} tii[33,71] := {1067, 1068} tii[33,72] := {418, 694, 959, 1333} tii[33,73] := {687, 688, 1151, 1463} tii[33,74] := {855} tii[33,75] := {384, 638, 1168, 1462} tii[33,76] := {580, 1228} tii[33,77] := {298, 494, 1250, 1456} tii[33,78] := {947, 948} tii[33,79] := {668, 669, 1167, 1339} tii[33,80] := {552, 823, 1249, 1468} tii[33,81] := {706, 925, 1326, 1469} tii[33,82] := {1372} tii[33,83] := {768} tii[33,84] := {223, 1122} tii[33,85] := {1408} tii[33,86] := {240, 882} tii[33,87] := {590} tii[33,88] := {1373} tii[33,89] := {377, 378, 915, 1309} tii[33,90] := {1414, 1415} tii[33,91] := {545, 546, 1025, 1380} tii[33,92] := {1349} tii[33,93] := {142, 1226} tii[33,94] := {904} tii[33,95] := {459} tii[33,96] := {81, 1157} tii[33,97] := {341, 1009} tii[33,98] := {851} tii[33,99] := {168, 458, 635, 1124} tii[33,100] := {1302} tii[33,101] := {263, 264, 780, 1376} tii[33,102] := {109, 110, 1241, 1242} tii[33,103] := {939, 940} tii[33,104] := {303, 555, 820, 1251} tii[33,105] := {1362, 1363} tii[33,106] := {416, 417, 895, 1425} tii[33,107] := {1217} tii[33,108] := {579} tii[33,109] := {171, 374, 909, 1420} tii[33,110] := {448, 1123} tii[33,111] := {119, 258, 1019, 1386} tii[33,112] := {666, 667} tii[33,113] := {533, 534, 1045, 1255} tii[33,114] := {1290, 1291} tii[33,115] := {306, 542, 1018, 1452} tii[33,116] := {1205, 1358} tii[33,117] := {430, 650, 1132, 1461} tii[33,118] := {1038} tii[33,119] := {239, 923} tii[33,120] := {983} tii[33,121] := {99, 515, 588, 1231} tii[33,122] := {1071, 1072} tii[33,123] := {206, 622, 747, 1334} tii[33,124] := {852} tii[33,125] := {54, 457, 631, 1318} tii[33,126] := {331, 1047} tii[33,127] := {30, 330, 754, 1273} tii[33,128] := {411, 412, 990, 1204} tii[33,129] := {941, 942} tii[33,130] := {128, 609, 753, 1404} tii[33,131] := {831, 1058} tii[33,132] := {214, 735, 884, 1429} tii[33,133] := {450, 1170} tii[33,134] := {537, 538, 1114, 1296} tii[33,135] := {424, 655, 996, 1346} tii[33,136] := {323} tii[33,137] := {329} tii[33,138] := {988} tii[33,139] := {733} tii[33,140] := {339, 511} tii[33,141] := {476, 691} tii[33,142] := {441} tii[33,143] := {487, 1305} tii[33,144] := {1110} tii[33,145] := {577} tii[33,146] := {367} tii[33,147] := {578, 1268} tii[33,148] := {1166} tii[33,149] := {363, 1218} tii[33,150] := {999} tii[33,151] := {725} tii[33,152] := {786} tii[33,153] := {1000} tii[33,154] := {376, 616} tii[33,155] := {778, 779, 1116, 1390} tii[33,156] := {320, 1115} tii[33,157] := {877} tii[33,158] := {544, 759} tii[33,159] := {964, 965, 1207, 1439} tii[33,160] := {392, 393, 1001, 1206} tii[33,161] := {491} tii[33,162] := {446, 1163} tii[33,163] := {1265} tii[33,164] := {921} tii[33,165] := {634} tii[33,166] := {324, 1051} tii[33,167] := {867} tii[33,168] := {340, 752} tii[33,169] := {1214} tii[33,170] := {644, 645, 995, 1322} tii[33,171] := {819} tii[33,172] := {398, 399, 938, 1153} tii[33,173] := {477, 894} tii[33,174] := {1284, 1285} tii[33,175] := {829, 830, 1095, 1401} tii[33,176] := {456, 881} tii[33,177] := {989} tii[33,178] := {512, 775, 870, 1235} tii[33,179] := {608, 1024} tii[33,180] := {1081, 1082} tii[33,181] := {410, 630, 742, 1142} tii[33,182] := {692, 961, 979, 1338} tii[33,183] := {846, 847, 1057, 1260} tii[33,184] := {252, 1418} tii[33,185] := {573} tii[33,186] := {488, 1307} tii[33,187] := {1220} tii[33,188] := {326, 1227} tii[33,189] := {907} tii[33,190] := {257} tii[33,191] := {163, 1444} tii[33,192] := {714} tii[33,193] := {438, 1222} tii[33,194] := {730} tii[33,195] := {649} tii[33,196] := {137, 1419} tii[33,197] := {1117} tii[33,198] := {860} tii[33,199] := {505, 506, 1048, 1377} tii[33,200] := {262, 481} tii[33,201] := {519, 520, 1119, 1297} tii[33,202] := {180, 181, 1445, 1446} tii[33,203] := {1003} tii[33,204] := {685, 686, 1148, 1426} tii[33,205] := {415, 621} tii[33,206] := {225, 1314} tii[33,207] := {1350} tii[33,208] := {766} tii[33,209] := {366} tii[33,210] := {328, 1040} tii[33,211] := {1037} tii[33,212] := {98, 1409} tii[33,213] := {785} tii[33,214] := {1304} tii[33,215] := {592} tii[33,216] := {140, 1263} tii[33,217] := {498} tii[33,218] := {911} tii[33,219] := {574, 1276} tii[33,220] := {1175} tii[33,221] := {732} tii[33,222] := {982} tii[33,223] := {381, 382, 917, 1421} tii[33,224] := {83, 1375} tii[33,225] := {221, 918} tii[33,226] := {509, 510, 863, 1233} tii[33,227] := {236, 615} tii[33,228] := {1364, 1365} tii[33,229] := {187, 188, 1327, 1328} tii[33,230] := {1087} tii[33,231] := {678} tii[33,232] := {656, 657, 1185, 1344} tii[33,233] := {1069, 1070} tii[33,234] := {286, 287, 799, 1030} tii[33,235] := {549, 550, 1028, 1450} tii[33,236] := {113, 114, 1416, 1417} tii[33,237] := {353, 758} tii[33,238] := {689, 690, 970, 1336} tii[33,239] := {718} tii[33,240] := {269, 502, 1046, 1447} tii[33,241] := {1221} tii[33,242] := {861} tii[33,243] := {336, 750} tii[33,244] := {385, 639, 736, 1127} tii[33,245] := {46, 1308} tii[33,246] := {856} tii[33,247] := {800, 801, 1120, 1395} tii[33,248] := {198, 370, 1144, 1431} tii[33,249] := {807, 808} tii[33,250] := {1294, 1295} tii[33,251] := {299, 495, 602, 1017} tii[33,252] := {473, 892} tii[33,253] := {949, 950} tii[33,254] := {422, 682, 1143, 1465} tii[33,255] := {553, 824, 849, 1254} tii[33,256] := {1004} tii[33,257] := {68, 69, 1368, 1369} tii[33,258] := {566, 789, 1239, 1467} tii[33,259] := {1209, 1210} tii[33,260] := {38, 105, 1299, 1411} tii[33,261] := {707, 708, 926, 1155} tii[33,262] := {143, 1267} tii[33,263] := {1160} tii[33,264] := {490} tii[33,265] := {322, 1049} tii[33,266] := {920} tii[33,267] := {461} tii[33,268] := {82, 1216} tii[33,269] := {633} tii[33,270] := {266, 267, 782, 1389} tii[33,271] := {152, 751} tii[33,272] := {1104} tii[33,273] := {396, 397, 936, 1150} tii[33,274] := {111, 112, 1288, 1289} tii[33,275] := {818} tii[33,276] := {419, 420, 898, 1438} tii[33,277] := {248, 893} tii[33,278] := {1190, 1191} tii[33,279] := {984} tii[33,280] := {173, 375, 910, 1432} tii[33,281] := {987} tii[33,282] := {585} tii[33,283] := {48, 1107} tii[33,284] := {234, 880} tii[33,285] := {270, 598, 774, 1234} tii[33,286] := {581} tii[33,287] := {528, 529, 872, 1245} tii[33,288] := {1079, 1080} tii[33,289] := {121, 259, 1021, 1410} tii[33,290] := {351, 1023} tii[33,291] := {72, 73, 1196, 1197} tii[33,292] := {670, 671} tii[33,293] := {1073, 1074} tii[33,294] := {308, 543, 1020, 1460} tii[33,295] := {744} tii[33,296] := {199, 468, 629, 1141} tii[33,297] := {423, 712, 960, 1337} tii[33,298] := {40, 107, 1093, 1280} tii[33,299] := {966, 1177} tii[33,300] := {433, 651, 1133, 1466} tii[33,301] := {974, 975} tii[33,302] := {567, 568, 1056, 1259} tii[33,303] := {722} tii[33,304] := {102, 338, 859, 1387} tii[33,305] := {335, 1005} tii[33,306] := {297, 601, 767, 1243} tii[33,307] := {815, 816} tii[33,308] := {67, 227, 956, 1355} tii[33,309] := {472, 1145} tii[33,310] := {209, 475, 955, 1440} tii[33,311] := {696, 934} tii[33,312] := {316, 596, 1064, 1453} tii[33,313] := {704, 705, 1176, 1345} tii[33,314] := {43, 155, 836, 1277} tii[33,315] := {437, 738, 931, 1427} tii[33,316] := {439} tii[33,317] := {362, 1353} tii[33,318] := {1108} tii[33,319] := {165} tii[33,320] := {575} tii[33,321] := {516} tii[33,322] := {319, 1274} tii[33,323] := {997} tii[33,324] := {723} tii[33,325] := {167, 356} tii[33,326] := {875} tii[33,327] := {390, 391, 1183, 1341} tii[33,328] := {302, 485} tii[33,329] := {255} tii[33,330] := {164, 1430} tii[33,331] := {626} tii[33,332] := {224, 905} tii[33,333] := {1264} tii[33,334] := {648} tii[33,335] := {372} tii[33,336] := {141, 1406} tii[33,337] := {771} tii[33,338] := {1053} tii[33,339] := {440, 1323} tii[33,340] := {591} tii[33,341] := {151, 480} tii[33,342] := {1212} tii[33,343] := {139, 781} tii[33,344] := {379, 380, 727, 1125} tii[33,345] := {540} tii[33,346] := {189, 190, 1436, 1437} tii[33,347] := {247, 620} tii[33,348] := {957} tii[33,349] := {521, 522, 1240, 1381} tii[33,350] := {1282, 1283} tii[33,351] := {185, 186, 659, 897} tii[33,352] := {547, 548, 832, 1252} tii[33,353] := {233, 613} tii[33,354] := {85, 1354} tii[33,355] := {724} tii[33,356] := {1109} tii[33,357] := {717} tii[33,358] := {268, 501, 597, 1007} tii[33,359] := {661, 662, 1184, 1424} tii[33,360] := {350, 756} tii[33,361] := {122, 123, 1396, 1397} tii[33,362] := {805, 806} tii[33,363] := {1198, 1199} tii[33,364] := {876} tii[33,365] := {197, 369, 467, 887} tii[33,366] := {421, 681, 709, 1147} tii[33,367] := {75, 177, 1343, 1435} tii[33,368] := {1097, 1098} tii[33,369] := {564, 565, 788, 1034} tii[33,370] := {1266} tii[33,371] := {489} tii[33,372] := {84, 1161} tii[33,373] := {364} tii[33,374] := {321, 1236} tii[33,375] := {919} tii[33,376] := {218, 916} tii[33,377] := {783} tii[33,378] := {342} tii[33,379] := {1215} tii[33,380] := {632} tii[33,381] := {44, 1105} tii[33,382] := {496} tii[33,383] := {169, 170, 646, 1320} tii[33,384] := {90, 614} tii[33,385] := {1286, 1287} tii[33,386] := {394, 395, 1134, 1312} tii[33,387] := {817} tii[33,388] := {280, 281, 797, 1027} tii[33,389] := {60, 61, 1192, 1193} tii[33,390] := {676} tii[33,391] := {304, 305, 760, 1399} tii[33,392] := {160, 757} tii[33,393] := {1106} tii[33,394] := {146, 1269} tii[33,395] := {986} tii[33,396] := {853} tii[33,397] := {451} tii[33,398] := {584} tii[33,399] := {150, 749} tii[33,400] := {172, 465, 637, 1126} tii[33,401] := {449} tii[33,402] := {101, 261, 770, 1388} tii[33,403] := {21, 985} tii[33,404] := {401, 402, 739, 1137} tii[33,405] := {526, 527, 1065, 1379} tii[33,406] := {943, 944} tii[33,407] := {1194, 1195} tii[33,408] := {246, 891} tii[33,409] := {1077, 1078} tii[33,410] := {202, 203, 1331, 1332} tii[33,411] := {66, 166, 889, 1356} tii[33,412] := {535, 536} tii[33,413] := {603} tii[33,414] := {743} tii[33,415] := {120, 346, 493, 1016} tii[33,416] := {307, 570, 822, 1253} tii[33,417] := {32, 33, 1075, 1076} tii[33,418] := {208, 414, 888, 1441} tii[33,419] := {1091, 1279} tii[33,420] := {837, 838} tii[33,421] := {972, 973} tii[33,422] := {131, 276, 1257, 1392} tii[33,423] := {15, 56, 968, 1178} tii[33,424] := {431, 432, 924, 1154} tii[33,425] := {315, 517, 1012, 1454} tii[33,426] := {991} tii[33,427] := {453} tii[33,428] := {55, 235, 721, 1317} tii[33,429] := {582} tii[33,430] := {231, 879} tii[33,431] := {405, 406, 937, 1423} tii[33,432] := {194, 466, 628, 1135} tii[33,433] := {1083, 1084} tii[33,434] := {31, 144, 814, 1272} tii[33,435] := {605} tii[33,436] := {348, 1022} tii[33,437] := {129, 352, 813, 1403} tii[33,438] := {672, 673} tii[33,439] := {969, 1181} tii[33,440] := {212, 387, 1152, 1434} tii[33,441] := {554, 794} tii[33,442] := {215, 464, 933, 1428} tii[33,443] := {841, 842} tii[33,444] := {560, 561, 1055, 1261} tii[33,445] := {18, 91, 695, 1173} tii[33,446] := {848, 1060} tii[33,447] := {318, 599, 792, 1382} tii[33,448] := {254} tii[33,449] := {647} tii[33,450] := {371} tii[33,451] := {138, 1008} tii[33,452] := {49, 479} tii[33,453] := {539} tii[33,454] := {183, 184, 885, 1121} tii[33,455] := {97, 619} tii[33,456] := {89, 612} tii[33,457] := {47, 1041} tii[33,458] := {332} tii[33,459] := {100, 344, 500, 1006} tii[33,460] := {716} tii[33,461] := {291, 292, 796, 1224} tii[33,462] := {159, 755} tii[33,463] := {70, 71, 1139, 1140} tii[33,464] := {803, 804} tii[33,465] := {469} tii[33,466] := {65, 243, 368, 886} tii[33,467] := {207, 434, 680, 1146} tii[33,468] := {39, 106, 1026, 1238} tii[33,469] := {698, 699} tii[33,470] := {313, 314, 787, 1033} tii[33,471] := {720} tii[33,472] := {230} tii[33,473] := {27, 337, 583, 1229} tii[33,474] := {148, 748} tii[33,475] := {192, 193, 658, 1310} tii[33,476] := {116, 345, 492, 1014} tii[33,477] := {811, 812} tii[33,478] := {10, 226, 675, 1169} tii[33,479] := {347} tii[33,480] := {244, 890} tii[33,481] := {74, 474, 674, 1340} tii[33,482] := {693, 932} tii[33,483] := {78, 175, 896, 1324} tii[33,484] := {558, 559} tii[33,485] := {426, 427, 922, 1156} tii[33,486] := {136, 595, 795, 1383} tii[33,487] := {3, 154, 556, 1052} tii[33,488] := {569, 791} tii[33,489] := {216, 653, 737, 1313} tii[33,490] := {88, 636} tii[33,491] := {64, 400, 447, 1136} tii[33,492] := {158, 821} tii[33,493] := {17, 238, 623, 1174} tii[33,494] := {311, 312, 868, 1101} tii[33,495] := {317, 518, 871, 1262} tii[33,496] := {228} tii[33,497] := {153} tii[33,498] := {94, 210} tii[33,499] := {445} tii[33,500] := {256, 1112} tii[33,501] := {586} tii[33,502] := {866} tii[33,503] := {237} tii[33,504] := {222, 994} tii[33,505] := {745} tii[33,506] := {156, 309} tii[33,507] := {288, 289, 873, 1094} tii[33,508] := {455} tii[33,509] := {145, 869} tii[33,510] := {241, 409} tii[33,511] := {200, 201, 741, 978} tii[33,512] := {607} tii[33,513] := {130, 275, 610, 845} tii[33,514] := {627} tii[33,515] := {53, 1351} tii[33,516] := {271} tii[33,517] := {442, 1172} tii[33,518] := {772} tii[33,519] := {1054} tii[33,520] := {45, 1306} tii[33,521] := {182, 360} tii[33,522] := {523, 524, 1066, 1258} tii[33,523] := {958} tii[33,524] := {62, 63, 1366, 1367} tii[33,525] := {499} tii[33,526] := {726} tii[33,527] := {22, 1219} tii[33,528] := {229, 927} tii[33,529] := {1111} tii[33,530] := {290, 484} tii[33,531] := {663, 664, 1002, 1330} tii[33,532] := {1200, 1201} tii[33,533] := {300, 301, 802, 1035} tii[33,534] := {34, 35, 1292, 1293} tii[33,535] := {679} tii[33,536] := {878} tii[33,537] := {16, 57, 1208, 1359} tii[33,538] := {1099, 1100} tii[33,539] := {211, 389, 697, 902} tii[33,540] := {587} tii[33,541] := {8, 1113} tii[33,542] := {242, 618} tii[33,543] := {530, 531, 874, 1246} tii[33,544] := {746} tii[33,545] := {11, 12, 1202, 1203} tii[33,546] := {310, 514, 611, 1032} tii[33,547] := {4, 28, 1096, 1281} tii[33,548] := {976, 977} tii[33,549] := {0, 24, 980, 1180} tii[33,550] := {365} tii[33,551] := {219, 1128} tii[33,552] := {174} tii[33,553] := {497} tii[33,554] := {784} tii[33,555] := {282, 283, 1013, 1225} tii[33,556] := {108, 251} tii[33,557] := {677} tii[33,558] := {87, 1164} tii[33,559] := {373} tii[33,560] := {452} tii[33,561] := {854} tii[33,562] := {147, 790} tii[33,563] := {403, 404, 935, 1311} tii[33,564] := {191, 359} tii[33,565] := {126, 127, 1247, 1248} tii[33,566] := {541} tii[33,567] := {204, 205, 665, 903} tii[33,568] := {945, 946} tii[33,569] := {604} tii[33,570] := {77, 179, 1149, 1325} tii[33,571] := {839, 840} tii[33,572] := {132, 277, 557, 764} tii[33,573] := {858} tii[33,574] := {334} tii[33,575] := {454} tii[33,576] := {23, 992} tii[33,577] := {407, 408, 740, 1138} tii[33,578] := {295, 296, 798, 1378} tii[33,579] := {157, 483} tii[33,580] := {36, 37, 1085, 1086} tii[33,581] := {953, 954} tii[33,582] := {471} tii[33,583] := {606} tii[33,584] := {834, 1063} tii[33,585] := {134, 274, 1029, 1391} tii[33,586] := {213, 388, 478, 901} tii[33,587] := {702, 703} tii[33,588] := {19, 58, 971, 1182} tii[33,589] := {843, 844} tii[33,590] := {711, 930} tii[33,591] := {6, 51, 850, 1061} tii[33,592] := {232} tii[33,593] := {195, 196, 660, 1329} tii[33,594] := {96, 617} tii[33,595] := {349} tii[33,596] := {80, 176, 899, 1357} tii[33,597] := {562, 563} tii[33,598] := {135, 355, 513, 1031} tii[33,599] := {572, 793} tii[33,600] := {20, 93, 713, 1179} tii[33,601] := {103} tii[33,602] := {59, 162} tii[33,603] := {260} tii[33,604] := {86, 652} tii[33,605] := {115, 250} tii[33,606] := {413} tii[33,607] := {124, 125, 532, 765} tii[33,608] := {76, 178, 425, 624} tii[33,609] := {333} tii[33,610] := {9, 857} tii[33,611] := {95, 358} tii[33,612] := {293, 294, 600, 1015} tii[33,613] := {470} tii[33,614] := {13, 14, 951, 952} tii[33,615] := {133, 273, 354, 763} tii[33,616] := {700, 701} tii[33,617] := {5, 29, 833, 1062} tii[33,618] := {1, 25, 710, 929} tii[33,619] := {149} tii[33,620] := {117, 118, 525, 1244} tii[33,621] := {52, 482} tii[33,622] := {245} tii[33,623] := {42, 104, 761, 1278} tii[33,624] := {79, 249, 386, 900} tii[33,625] := {428, 429} tii[33,626] := {7, 50, 571, 1059} tii[33,627] := {436, 654} tii[33,628] := {26, 357} tii[33,629] := {41, 161, 272, 762} tii[33,630] := {2, 92, 435, 928} cell#162 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {369} tii[37,2] := {338, 475} tii[37,3] := {429, 538} tii[37,4] := {471, 568} tii[37,5] := {422} tii[37,6] := {316} tii[37,7] := {281, 507} tii[37,8] := {181, 401} tii[37,9] := {381, 556} tii[37,10] := {239, 463} tii[37,11] := {434, 582} tii[37,12] := {465} tii[37,13] := {217, 533} tii[37,14] := {425} tii[37,15] := {367} tii[37,16] := {86, 485} tii[37,17] := {325, 574} tii[37,18] := {407, 408} tii[37,19] := {137, 528} tii[37,20] := {389, 593} tii[37,21] := {280, 553} tii[37,22] := {213, 535} tii[37,23] := {380, 588} tii[37,24] := {271, 565} tii[37,25] := {270, 504} tii[37,26] := {433, 601} tii[37,27] := {428, 597} tii[37,28] := {376, 585} tii[37,29] := {470, 606} tii[37,30] := {501, 610} tii[37,31] := {368} tii[37,32] := {216, 474} tii[37,33] := {248} tii[37,34] := {113, 344} tii[37,35] := {324, 537} tii[37,36] := {169, 418} tii[37,37] := {388, 567} tii[37,38] := {421} tii[37,39] := {176} tii[37,40] := {145, 506} tii[37,41] := {371} tii[37,42] := {308} tii[37,43] := {42, 445} tii[37,44] := {62, 286} tii[37,45] := {255, 555} tii[37,46] := {351, 352} tii[37,47] := {78, 496} tii[37,48] := {108, 364} tii[37,49] := {335, 581} tii[37,50] := {247} tii[37,51] := {215, 531} tii[37,52] := {174} tii[37,53] := {142, 508} tii[37,54] := {41, 343} tii[37,55] := {323, 572} tii[37,56] := {230, 231} tii[37,57] := {199, 545} tii[37,58] := {198, 472} tii[37,59] := {76, 417} tii[37,60] := {387, 591} tii[37,61] := {83, 395} tii[37,62] := {379, 586} tii[37,63] := {130, 340} tii[37,64] := {318, 571} tii[37,65] := {131, 457} tii[37,66] := {432, 599} tii[37,67] := {189, 487} tii[37,68] := {468, 604} tii[37,69] := {464} tii[37,70] := {82, 532} tii[37,71] := {424} tii[37,72] := {366} tii[37,73] := {180, 573} tii[37,74] := {17, 484} tii[37,75] := {405, 406} tii[37,76] := {37, 527} tii[37,77] := {276, 592} tii[37,78] := {372} tii[37,79] := {144, 552} tii[37,80] := {80, 534} tii[37,81] := {309} tii[37,82] := {10, 446} tii[37,83] := {254, 587} tii[37,84] := {126, 564} tii[37,85] := {125, 503} tii[37,86] := {353, 354} tii[37,87] := {24, 497} tii[37,88] := {334, 600} tii[37,89] := {279} tii[37,90] := {26, 480} tii[37,91] := {321, 596} tii[37,92] := {52, 437} tii[37,93] := {251, 584} tii[37,94] := {330, 331} tii[37,95] := {53, 523} tii[37,96] := {385, 605} tii[37,97] := {382, 383} tii[37,98] := {92, 540} tii[37,99] := {430, 609} tii[37,100] := {214, 570} tii[37,101] := {141, 554} tii[37,102] := {322, 598} tii[37,103] := {197, 580} tii[37,104] := {196, 530} tii[37,105] := {386, 607} tii[37,106] := {103, 536} tii[37,107] := {378, 603} tii[37,108] := {317, 595} tii[37,109] := {158, 566} tii[37,110] := {157, 505} tii[37,111] := {431, 611} tii[37,112] := {221, 577} tii[37,113] := {220, 500} tii[37,114] := {467, 613} tii[37,115] := {427, 608} tii[37,116] := {374, 602} tii[37,117] := {469, 612} tii[37,118] := {337, 594} tii[37,119] := {502, 614} tii[37,120] := {518, 615} tii[37,121] := {250} tii[37,122] := {149, 346} tii[37,123] := {208, 420} tii[37,124] := {315} tii[37,125] := {249} tii[37,126] := {256} tii[37,127] := {219, 400} tii[37,128] := {114, 345} tii[37,129] := {191, 305} tii[37,130] := {277, 462} tii[37,131] := {171, 419} tii[37,132] := {313} tii[37,133] := {283, 444} tii[37,134] := {245} tii[37,135] := {85, 398} tii[37,136] := {336, 495} tii[37,137] := {224, 410} tii[37,138] := {295, 296} tii[37,139] := {135, 460} tii[37,140] := {146, 442} tii[37,141] := {384, 520} tii[37,142] := {204, 393} tii[37,143] := {205, 493} tii[37,144] := {265, 516} tii[37,145] := {375} tii[37,146] := {111} tii[37,147] := {326} tii[37,148] := {29, 225} tii[37,149] := {150, 448} tii[37,150] := {267, 365} tii[37,151] := {60, 304} tii[37,152] := {209, 499} tii[37,153] := {373} tii[37,154] := {175} tii[37,155] := {310} tii[37,156] := {260} tii[37,157] := {222, 483} tii[37,158] := {110} tii[37,159] := {58, 447} tii[37,160] := {16, 285} tii[37,161] := {355, 356} tii[37,162] := {195, 307} tii[37,163] := {163, 164} tii[37,164] := {278, 526} tii[37,165] := {159, 453} tii[37,166] := {102, 498} tii[37,167] := {35, 363} tii[37,168] := {252} tii[37,169] := {39, 341} tii[37,170] := {104, 481} tii[37,171] := {121, 362} tii[37,172] := {333, 544} tii[37,173] := {160, 438} tii[37,174] := {302, 303} tii[37,175] := {71, 284} tii[37,176] := {161, 524} tii[37,177] := {72, 415} tii[37,178] := {238, 350} tii[37,179] := {223, 541} tii[37,180] := {119, 451} tii[37,181] := {246} tii[37,182] := {152, 513} tii[37,183] := {173} tii[37,184] := {4, 342} tii[37,185] := {211, 550} tii[37,186] := {228, 229} tii[37,187] := {96, 489} tii[37,188] := {14, 416} tii[37,189] := {140} tii[37,190] := {15, 394} tii[37,191] := {147, 511} tii[37,192] := {47, 455} tii[37,193] := {275, 563} tii[37,194] := {32, 339} tii[37,195] := {193, 194} tii[37,196] := {207, 548} tii[37,197] := {206, 477} tii[37,198] := {33, 456} tii[37,199] := {258, 259} tii[37,200] := {266, 559} tii[37,201] := {65, 486} tii[37,202] := {136, 450} tii[37,203] := {38, 439} tii[37,204] := {332, 579} tii[37,205] := {69, 390} tii[37,206] := {70, 490} tii[37,207] := {329, 576} tii[37,208] := {116, 370} tii[37,209] := {117, 517} tii[37,210] := {179, 529} tii[37,211] := {314} tii[37,212] := {257} tii[37,213] := {87, 399} tii[37,214] := {192, 306} tii[37,215] := {138, 461} tii[37,216] := {312} tii[37,217] := {151, 443} tii[37,218] := {183} tii[37,219] := {244} tii[37,220] := {27, 397} tii[37,221] := {210, 494} tii[37,222] := {95, 409} tii[37,223] := {123, 241} tii[37,224] := {293, 294} tii[37,225] := {55, 459} tii[37,226] := {177} tii[37,227] := {57, 441} tii[37,228] := {66, 299} tii[37,229] := {274, 519} tii[37,230] := {99, 392} tii[37,231] := {234, 235} tii[37,232] := {100, 492} tii[37,233] := {168, 289} tii[37,234] := {155, 515} tii[37,235] := {311} tii[37,236] := {115} tii[37,237] := {88, 482} tii[37,238] := {243} tii[37,239] := {2, 396} tii[37,240] := {291, 292} tii[37,241] := {68, 172} tii[37,242] := {8, 458} tii[37,243] := {139, 525} tii[37,244] := {49, 452} tii[37,245] := {212} tii[37,246] := {112} tii[37,247] := {9, 440} tii[37,248] := {84, 479} tii[37,249] := {30, 233} tii[37,250] := {268, 269} tii[37,251] := {19, 411} tii[37,252] := {203, 543} tii[37,253] := {166, 167} tii[37,254] := {21, 391} tii[37,255] := {133, 522} tii[37,256] := {132, 436} tii[37,257] := {22, 491} tii[37,258] := {327, 328} tii[37,259] := {107, 227} tii[37,260] := {190, 539} tii[37,261] := {45, 514} tii[37,262] := {77, 402} tii[37,263] := {143} tii[37,264] := {25, 478} tii[37,265] := {18, 298} tii[37,266] := {200, 201} tii[37,267] := {273, 561} tii[37,268] := {50, 435} tii[37,269] := {51, 521} tii[37,270] := {75, 288} tii[37,271] := {89, 423} tii[37,272] := {263, 264} tii[37,273] := {90, 542} tii[37,274] := {262, 557} tii[37,275] := {188, 320} tii[37,276] := {148, 551} tii[37,277] := {43, 512} tii[37,278] := {79, 549} tii[37,279] := {20, 488} tii[37,280] := {40, 510} tii[37,281] := {129, 562} tii[37,282] := {6, 454} tii[37,283] := {74, 547} tii[37,284] := {73, 476} tii[37,285] := {120, 558} tii[37,286] := {36, 449} tii[37,287] := {56, 509} tii[37,288] := {3, 412} tii[37,289] := {202, 578} tii[37,290] := {98, 546} tii[37,291] := {97, 473} tii[37,292] := {23, 403} tii[37,293] := {185, 575} tii[37,294] := {154, 560} tii[37,295] := {153, 466} tii[37,296] := {218, 569} tii[37,297] := {91, 426} tii[37,298] := {272, 590} tii[37,299] := {261, 589} tii[37,300] := {282, 583} tii[37,301] := {182} tii[37,302] := {122, 240} tii[37,303] := {93, 301} tii[37,304] := {184} tii[37,305] := {124, 242} tii[37,306] := {178} tii[37,307] := {156, 361} tii[37,308] := {67, 300} tii[37,309] := {236, 237} tii[37,310] := {170, 290} tii[37,311] := {46, 359} tii[37,312] := {134, 349} tii[37,313] := {63} tii[37,314] := {31, 109} tii[37,315] := {61} tii[37,316] := {12, 165} tii[37,317] := {94, 414} tii[37,318] := {105, 106} tii[37,319] := {59, 162} tii[37,320] := {81} tii[37,321] := {127, 128} tii[37,322] := {5, 232} tii[37,323] := {28, 413} tii[37,324] := {101, 404} tii[37,325] := {186, 187} tii[37,326] := {34, 226} tii[37,327] := {118, 253} tii[37,328] := {1, 297} tii[37,329] := {13, 287} tii[37,330] := {64, 319} tii[37,331] := {48, 360} tii[37,332] := {11, 358} tii[37,333] := {54, 348} tii[37,334] := {0, 357} tii[37,335] := {7, 347} tii[37,336] := {44, 377} cell#163 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1228} tii[33,2] := {1053} tii[33,3] := {674, 1150} tii[33,4] := {550, 1394} tii[33,5] := {1323} tii[33,6] := {658, 1381} tii[33,7] := {1301} tii[33,8] := {894} tii[33,9] := {1121} tii[33,10] := {503, 1011} tii[33,11] := {905, 906, 1236, 1448} tii[33,12] := {1098, 1099, 1320, 1467} tii[33,13] := {1392} tii[33,14] := {332, 1185} tii[33,15] := {1052} tii[33,16] := {1430} tii[33,17] := {832} tii[33,18] := {351, 1149} tii[33,19] := {1393} tii[33,20] := {577, 578, 983, 1348} tii[33,21] := {1432, 1433} tii[33,22] := {798, 799, 1102, 1421} tii[33,23] := {1183} tii[33,24] := {502, 1263} tii[33,25] := {1111} tii[33,26] := {267, 668, 901, 1346} tii[33,27] := {1208, 1209} tii[33,28] := {462, 805, 1094, 1419} tii[33,29] := {661, 1345} tii[33,30] := {782, 783, 1304, 1425} tii[33,31] := {722, 1428} tii[33,32] := {1395} tii[33,33] := {732} tii[33,34] := {1384} tii[33,35] := {821, 1409} tii[33,36] := {350, 858} tii[33,37] := {1238} tii[33,38] := {1058, 1059, 1306, 1460} tii[33,39] := {1220, 1221, 1370, 1469} tii[33,40] := {889, 1377} tii[33,41] := {1436} tii[33,42] := {204, 1048} tii[33,43] := {659, 1343} tii[33,44] := {1302} tii[33,45] := {724, 1299} tii[33,46] := {893} tii[33,47] := {1457} tii[33,48] := {669} tii[33,49] := {1122} tii[33,50] := {549, 1194} tii[33,51] := {222, 1010} tii[33,52] := {1437} tii[33,53] := {405, 406, 829, 1255} tii[33,54] := {907, 908, 1195, 1439} tii[33,55] := {697, 698, 1078, 1285} tii[33,56] := {1458, 1459} tii[33,57] := {627, 628, 961, 1362} tii[33,58] := {1100, 1101, 1286, 1461} tii[33,59] := {489, 1252} tii[33,60] := {1380} tii[33,61] := {1047} tii[33,62] := {989} tii[33,63] := {326, 1146} tii[33,64] := {1325} tii[33,65] := {349, 1147} tii[33,66] := {975} tii[33,67] := {150, 499, 736, 1254} tii[33,68] := {748, 749, 1064, 1399} tii[33,69] := {432, 433, 1016, 1249} tii[33,70] := {1388, 1389} tii[33,71] := {1081, 1082} tii[33,72] := {310, 639, 947, 1361} tii[33,73] := {959, 960, 1177, 1443} tii[33,74] := {1116} tii[33,75] := {903, 904, 925, 1349} tii[33,76] := {490, 1253} tii[33,77] := {730, 731, 778, 1273} tii[33,78] := {1216, 1217} tii[33,79] := {616, 617, 1191, 1368} tii[33,80] := {1044, 1096, 1097, 1422} tii[33,81] := {972, 1202, 1203, 1454} tii[33,82] := {1455} tii[33,83] := {1051} tii[33,84] := {331, 1137} tii[33,85] := {1464} tii[33,86] := {122, 1148} tii[33,87] := {831} tii[33,88] := {1456} tii[33,89] := {575, 576, 909, 1330} tii[33,90] := {1465, 1466} tii[33,91] := {796, 797, 1030, 1401} tii[33,92] := {1447} tii[33,93] := {205, 1002} tii[33,94] := {1184} tii[33,95] := {670} tii[33,96] := {102, 856} tii[33,97] := {221, 1262} tii[33,98] := {1112} tii[33,99] := {68, 347, 900, 1347} tii[33,100] := {1429} tii[33,101] := {407, 408, 750, 1239} tii[33,102] := {165, 166, 699, 997} tii[33,103] := {1210, 1211} tii[33,104] := {187, 466, 1093, 1420} tii[33,105] := {1450, 1451} tii[33,106] := {629, 630, 875, 1336} tii[33,107] := {1383} tii[33,108] := {823} tii[33,109] := {570, 571, 592, 1140} tii[33,110] := {338, 1344} tii[33,111] := {393, 394, 447, 1017} tii[33,112] := {939, 940} tii[33,113] := {451, 452, 1303, 1424} tii[33,114] := {1417, 1418} tii[33,115] := {716, 791, 792, 1280} tii[33,116] := {1371, 1449} tii[33,117] := {647, 918, 919, 1375} tii[33,118] := {1250} tii[33,119] := {348, 1353} tii[33,120] := {1182} tii[33,121] := {149, 422, 1057, 1397} tii[33,122] := {1268, 1269} tii[33,123] := {309, 538, 1219, 1441} tii[33,124] := {1050} tii[33,125] := {260, 278, 902, 1331} tii[33,126] := {491, 1411} tii[33,127] := {144, 184, 725, 1244} tii[33,128] := {618, 619, 1385, 1453} tii[33,129] := {1160, 1161} tii[33,130] := {379, 455, 1095, 1402} tii[33,131] := {1031, 1264} tii[33,132] := {319, 590, 1201, 1444} tii[33,133] := {564, 1438} tii[33,134] := {702, 703, 1410, 1462} tii[33,135] := {539, 860, 1352, 1468} tii[33,136] := {202} tii[33,137] := {208} tii[33,138] := {979} tii[33,139] := {673} tii[33,140] := {215, 413} tii[33,141] := {362, 635} tii[33,142] := {328} tii[33,143] := {385, 1326} tii[33,144] := {1114} tii[33,145] := {487} tii[33,146] := {252} tii[33,147] := {488, 1298} tii[33,148] := {1190} tii[33,149] := {248, 1231} tii[33,150] := {987} tii[33,151] := {664} tii[33,152] := {756} tii[33,153] := {988} tii[33,154] := {262, 522} tii[33,155] := {746, 747, 1119, 1412} tii[33,156] := {198, 1118} tii[33,157] := {842} tii[33,158] := {457, 707} tii[33,159] := {957, 958, 1223, 1452} tii[33,160] := {282, 283, 990, 1222} tii[33,161] := {390} tii[33,162] := {335, 1186} tii[33,163] := {1296} tii[33,164] := {916} tii[33,165] := {567} tii[33,166] := {203, 1065} tii[33,167] := {835} tii[33,168] := {216, 693} tii[33,169] := {1229} tii[33,170] := {581, 582, 985, 1350} tii[33,171] := {788} tii[33,172] := {290, 291, 934, 1179} tii[33,173] := {363, 872} tii[33,174] := {1311, 1312} tii[33,175] := {802, 803, 1104, 1423} tii[33,176] := {344, 855} tii[33,177] := {980} tii[33,178] := {414, 743, 837, 1260} tii[33,179] := {514, 1029} tii[33,180] := {1089, 1090} tii[33,181] := {302, 563, 679, 1164} tii[33,182] := {636, 954, 974, 1367} tii[33,183] := {817, 818, 1073, 1291} tii[33,184] := {723, 1294} tii[33,185] := {481} tii[33,186] := {386, 1327} tii[33,187] := {1232} tii[33,188] := {486, 1251} tii[33,189] := {1189} tii[33,190] := {143} tii[33,191] := {552, 1187} tii[33,192] := {657} tii[33,193] := {325, 1235} tii[33,194] := {986} tii[33,195] := {589} tii[33,196] := {383, 1060} tii[33,197] := {1120} tii[33,198] := {826} tii[33,199] := {744, 745, 1061, 1398} tii[33,200] := {148, 366} tii[33,201] := {430, 431, 1123, 1319} tii[33,202] := {525, 526, 929, 1171} tii[33,203] := {992} tii[33,204] := {955, 956, 1172, 1442} tii[33,205] := {308, 536} tii[33,206] := {333, 1138} tii[33,207] := {1379} tii[33,208] := {726} tii[33,209] := {251} tii[33,210] := {207, 1049} tii[33,211] := {1297} tii[33,212] := {387, 1054} tii[33,213] := {755} tii[33,214] := {1324} tii[33,215] := {833} tii[33,216] := {199, 1009} tii[33,217] := {399} tii[33,218] := {898} tii[33,219] := {482, 1307} tii[33,220] := {1197} tii[33,221] := {672} tii[33,222] := {1230} tii[33,223] := {579, 580, 912, 1332} tii[33,224] := {247, 911} tii[33,225] := {105, 913} tii[33,226] := {411, 412, 830, 1257} tii[33,227] := {116, 521} tii[33,228] := {1386, 1387} tii[33,229] := {284, 285, 862, 1135} tii[33,230] := {1091} tii[33,231] := {621} tii[33,232] := {599, 600, 1207, 1372} tii[33,233] := {1313, 1314} tii[33,234] := {171, 172, 772, 1037} tii[33,235] := {800, 801, 1035, 1403} tii[33,236] := {368, 369, 770, 1034} tii[33,237] := {232, 706} tii[33,238] := {633, 634, 962, 1364} tii[33,239] := {978} tii[33,240] := {741, 742, 762, 1256} tii[33,241] := {1233} tii[33,242] := {827} tii[33,243] := {214, 690} tii[33,244] := {268, 574, 675, 1144} tii[33,245] := {197, 761} tii[33,246] := {824} tii[33,247] := {773, 774, 1124, 1416} tii[33,248] := {561, 562, 614, 1158} tii[33,249] := {1087, 1088} tii[33,250] := {1315, 1316} tii[33,251] := {181, 397, 508, 1021} tii[33,252] := {361, 869} tii[33,253] := {941, 942} tii[33,254] := {886, 952, 953, 1363} tii[33,255] := {463, 795, 819, 1284} tii[33,256] := {993} tii[33,257] := {280, 281, 613, 885} tii[33,258] := {815, 1071, 1072, 1427} tii[33,259] := {1224, 1225} tii[33,260] := {415, 416, 464, 814} tii[33,261] := {650, 651, 922, 1181} tii[33,262] := {206, 1003} tii[33,263] := {1342} tii[33,264] := {389} tii[33,265] := {201, 1062} tii[33,266] := {915} tii[33,267] := {671} tii[33,268] := {104, 857} tii[33,269] := {566} tii[33,270] := {409, 410, 753, 1241} tii[33,271] := {47, 692} tii[33,272] := {1295} tii[33,273] := {288, 289, 931, 1174} tii[33,274] := {169, 170, 700, 999} tii[33,275] := {787} tii[33,276] := {631, 632, 879, 1338} tii[33,277] := {133, 871} tii[33,278] := {1356, 1357} tii[33,279] := {1188} tii[33,280] := {572, 573, 594, 1141} tii[33,281] := {977} tii[33,282] := {493} tii[33,283] := {62, 696} tii[33,284] := {115, 854} tii[33,285] := {152, 505, 740, 1259} tii[33,286] := {825} tii[33,287] := {441, 442, 838, 1272} tii[33,288] := {1085, 1086} tii[33,289] := {395, 396, 449, 1018} tii[33,290] := {231, 1028} tii[33,291] := {125, 126, 534, 849} tii[33,292] := {943, 944} tii[33,293] := {1275, 1276} tii[33,294] := {719, 793, 794, 1281} tii[33,295] := {681} tii[33,296] := {87, 357, 560, 1163} tii[33,297] := {312, 653, 951, 1366} tii[33,298] := {219, 220, 377, 714} tii[33,299] := {1173, 1354} tii[33,300] := {649, 920, 921, 1376} tii[33,301] := {965, 966} tii[33,302] := {475, 476, 1070, 1290} tii[33,303] := {897} tii[33,304] := {404, 427, 738, 1242} tii[33,305] := {213, 1005} tii[33,306] := {180, 507, 729, 1270} tii[33,307] := {1024, 1025} tii[33,308] := {256, 305, 558, 1132} tii[33,309] := {360, 1168} tii[33,310] := {547, 626, 949, 1339} tii[33,311] := {880, 1153} tii[33,312] := {478, 760, 1075, 1406} tii[33,313] := {645, 646, 1200, 1374} tii[33,314] := {157, 193, 485, 1000} tii[33,315] := {548, 927, 1154, 1446} tii[33,316] := {655} tii[33,317] := {551, 1382} tii[33,318] := {1328} tii[33,319] := {65} tii[33,320] := {820} tii[33,321] := {423} tii[33,322] := {480, 1305} tii[33,323] := {1237} tii[33,324] := {981} tii[33,325] := {67, 236} tii[33,326] := {1125} tii[33,327] := {597, 598, 1205, 1369} tii[33,328] := {186, 375} tii[33,329] := {141} tii[33,330] := {553, 1192} tii[33,331] := {890} tii[33,332] := {108, 892} tii[33,333] := {1431} tii[33,334] := {588} tii[33,335] := {258} tii[33,336] := {384, 1063} tii[33,337] := {1056} tii[33,338] := {1308} tii[33,339] := {656, 1351} tii[33,340] := {501} tii[33,341] := {46, 365} tii[33,342] := {1396} tii[33,343] := {40, 751} tii[33,344] := {265, 266, 667, 1142} tii[33,345] := {453} tii[33,346] := {527, 528, 932, 1176} tii[33,347] := {132, 535} tii[33,348] := {1218} tii[33,349] := {767, 768, 1267, 1404} tii[33,350] := {1434, 1435} tii[33,351] := {79, 80, 604, 877} tii[33,352] := {460, 461, 804, 1282} tii[33,353] := {114, 519} tii[33,354] := {324, 924} tii[33,355] := {982} tii[33,356] := {1329} tii[33,357] := {660} tii[33,358] := {151, 403, 504, 1007} tii[33,359] := {935, 936, 1206, 1440} tii[33,360] := {230, 704} tii[33,361] := {428, 429, 777, 1043} tii[33,362] := {780, 781} tii[33,363] := {1390, 1391} tii[33,364] := {1126} tii[33,365] := {86, 255, 356, 865} tii[33,366] := {311, 625, 652, 1170} tii[33,367] := {583, 584, 637, 971} tii[33,368] := {1321, 1322} tii[33,369] := {473, 474, 759, 1041} tii[33,370] := {1408} tii[33,371] := {727} tii[33,372] := {107, 851} tii[33,373] := {249} tii[33,374] := {483, 1261} tii[33,375] := {1198} tii[33,376] := {103, 910} tii[33,377] := {754} tii[33,378] := {500} tii[33,379] := {1378} tii[33,380] := {899} tii[33,381] := {39, 694} tii[33,382] := {398} tii[33,383] := {263, 264, 587, 1127} tii[33,384] := {13, 520} tii[33,385] := {1414, 1415} tii[33,386] := {601, 602, 1155, 1340} tii[33,387] := {1092} tii[33,388] := {167, 168, 769, 1032} tii[33,389] := {77, 78, 529, 845} tii[33,390] := {620} tii[33,391] := {458, 459, 710, 1246} tii[33,392] := {59, 705} tii[33,393] := {1300} tii[33,394] := {235, 1012} tii[33,395] := {1234} tii[33,396] := {822} tii[33,397] := {339} tii[33,398] := {828} tii[33,399] := {45, 689} tii[33,400] := {69, 352, 569, 1143} tii[33,401] := {662} tii[33,402] := {401, 402, 425, 1006} tii[33,403] := {21, 523} tii[33,404] := {293, 294, 676, 1157} tii[33,405] := {775, 776, 1079, 1400} tii[33,406] := {937, 938} tii[33,407] := {1359, 1360} tii[33,408] := {131, 868} tii[33,409] := {1317, 1318} tii[33,410] := {353, 354, 864, 1136} tii[33,411] := {253, 254, 303, 863} tii[33,412] := {784, 785} tii[33,413] := {509} tii[33,414] := {994} tii[33,415] := {30, 227, 392, 1020} tii[33,416] := {188, 479, 790, 1283} tii[33,417] := {52, 53, 373, 685} tii[33,418] := {543, 623, 624, 1169} tii[33,419] := {1287, 1413} tii[33,420] := {806, 807} tii[33,421] := {1226, 1227} tii[33,422] := {497, 498, 708, 1042} tii[33,423] := {117, 118, 242, 540} tii[33,424] := {320, 321, 917, 1180} tii[33,425] := {472, 757, 758, 1293} tii[33,426] := {1193} tii[33,427] := {666} tii[33,428] := {261, 279, 568, 1128} tii[33,429] := {733} tii[33,430] := {113, 852} tii[33,431] := {611, 612, 933, 1335} tii[33,432] := {85, 355, 556, 1156} tii[33,433] := {1277, 1278} tii[33,434] := {145, 185, 391, 996} tii[33,435] := {844} tii[33,436] := {229, 1026} tii[33,437] := {381, 456, 789, 1247} tii[33,438] := {866, 867} tii[33,439] := {1178, 1355} tii[33,440] := {585, 586, 638, 1175} tii[33,441] := {711, 1013} tii[33,442] := {322, 591, 923, 1341} tii[33,443] := {1109, 1110} tii[33,444] := {470, 471, 1068, 1292} tii[33,445] := {72, 98, 330, 846} tii[33,446] := {1045, 1310} tii[33,447] := {382, 764, 1014, 1407} tii[33,448] := {388} tii[33,449] := {914} tii[33,450] := {565} tii[33,451] := {200, 1008} tii[33,452] := {2, 691} tii[33,453] := {786} tii[33,454] := {286, 287, 861, 1133} tii[33,455] := {20, 870} tii[33,456] := {12, 853} tii[33,457] := {61, 695} tii[33,458] := {492} tii[33,459] := {23, 223, 739, 1258} tii[33,460] := {976} tii[33,461] := {439, 440, 766, 1243} tii[33,462] := {58, 1027} tii[33,463] := {123, 124, 533, 847} tii[33,464] := {1083, 1084} tii[33,465] := {680} tii[33,466] := {7, 129, 559, 1162} tii[33,467] := {93, 323, 950, 1365} tii[33,468] := {217, 218, 376, 713} tii[33,469] := {963, 964} tii[33,470] := {194, 195, 1069, 1289} tii[33,471] := {895} tii[33,472] := {340} tii[33,473] := {147, 162, 737, 1240} tii[33,474] := {44, 1004} tii[33,475] := {295, 296, 603, 1129} tii[33,476] := {29, 226, 728, 1271} tii[33,477] := {1022, 1023} tii[33,478] := {66, 92, 557, 1130} tii[33,479] := {510} tii[33,480] := {130, 1167} tii[33,481] := {245, 307, 948, 1337} tii[33,482] := {876, 1151} tii[33,483] := {271, 272, 313, 873} tii[33,484] := {808, 809} tii[33,485] := {317, 318, 1199, 1373} tii[33,486] := {196, 424, 1074, 1405} tii[33,487] := {25, 37, 484, 998} tii[33,488] := {717, 1076} tii[33,489] := {246, 596, 1152, 1445} tii[33,490] := {112, 1139} tii[33,491] := {84, 292, 891, 1333} tii[33,492] := {228, 1279} tii[33,493] := {71, 96, 654, 1134} tii[33,494] := {468, 469, 1309, 1426} tii[33,495] := {380, 765, 1265, 1463} tii[33,496] := {109} tii[33,497] := {48} tii[33,498] := {15, 94} tii[33,499] := {334} tii[33,500] := {142, 1117} tii[33,501] := {495} tii[33,502] := {834} tii[33,503] := {119} tii[33,504] := {106, 984} tii[33,505] := {683} tii[33,506] := {54, 190} tii[33,507] := {173, 174, 839, 1103} tii[33,508] := {343} tii[33,509] := {42, 836} tii[33,510] := {127, 301} tii[33,511] := {88, 89, 678, 973} tii[33,512] := {513} tii[33,513] := {33, 160, 515, 816} tii[33,514] := {555} tii[33,515] := {250, 896} tii[33,516] := {153} tii[33,517] := {329, 1196} tii[33,518] := {735} tii[33,519] := {1067} tii[33,520] := {140, 752} tii[33,521] := {76, 243} tii[33,522] := {436, 437, 1080, 1288} tii[33,523] := {946} tii[33,524] := {237, 238, 605, 878} tii[33,525] := {400} tii[33,526] := {665} tii[33,527] := {101, 593} tii[33,528] := {110, 926} tii[33,529] := {1115} tii[33,530] := {175, 372} tii[33,531] := {609, 610, 991, 1358} tii[33,532] := {1214, 1215} tii[33,533] := {182, 183, 779, 1046} tii[33,534] := {163, 164, 448, 718} tii[33,535] := {622} tii[33,536] := {843} tii[33,537] := {269, 270, 314, 648} tii[33,538] := {1107, 1108} tii[33,539] := {95, 277, 640, 884} tii[33,540] := {496} tii[33,541] := {41, 426} tii[33,542] := {128, 532} tii[33,543] := {445, 446, 840, 1274} tii[33,544] := {684} tii[33,545] := {81, 82, 304, 545} tii[33,546] := {191, 421, 516, 1040} tii[33,547] := {158, 159, 192, 477} tii[33,548] := {969, 970} tii[33,549] := {73, 99, 257, 546} tii[33,550] := {554} tii[33,551] := {327, 1145} tii[33,552] := {70} tii[33,553] := {734} tii[33,554] := {1066} tii[33,555] := {434, 435, 1015, 1248} tii[33,556] := {27, 137} tii[33,557] := {945} tii[33,558] := {135, 859} tii[33,559] := {259} tii[33,560] := {663} tii[33,561] := {1113} tii[33,562] := {43, 763} tii[33,563] := {607, 608, 930, 1334} tii[33,564] := {83, 240} tii[33,565] := {224, 225, 701, 1001} tii[33,566] := {454} tii[33,567] := {90, 91, 615, 888} tii[33,568] := {1212, 1213} tii[33,569] := {841} tii[33,570] := {345, 346, 537, 883} tii[33,571] := {1105, 1106} tii[33,572] := {34, 161, 467, 715} tii[33,573] := {1055} tii[33,574] := {494} tii[33,575] := {342} tii[33,576] := {22, 524} tii[33,577] := {299, 300, 677, 1159} tii[33,578] := {443, 444, 771, 1245} tii[33,579] := {57, 371} tii[33,580] := {55, 56, 374, 687} tii[33,581] := {1165, 1166} tii[33,582] := {682} tii[33,583] := {512} tii[33,584] := {1036, 1266} tii[33,585] := {417, 418, 465, 1033} tii[33,586] := {97, 276, 364, 882} tii[33,587] := {967, 968} tii[33,588] := {120, 121, 244, 542} tii[33,589] := {812, 813} tii[33,590] := {887, 1204} tii[33,591] := {51, 139, 210, 688} tii[33,592] := {341} tii[33,593] := {297, 298, 606, 1131} tii[33,594] := {19, 531} tii[33,595] := {511} tii[33,596] := {274, 275, 315, 874} tii[33,597] := {810, 811} tii[33,598] := {36, 234, 420, 1039} tii[33,599] := {720, 1077} tii[33,600] := {74, 100, 337, 850} tii[33,601] := {24} tii[33,602] := {6, 63} tii[33,603] := {146} tii[33,604] := {11, 595} tii[33,605] := {28, 136} tii[33,606] := {306} tii[33,607] := {31, 32, 450, 721} tii[33,608] := {8, 75, 316, 541} tii[33,609] := {212} tii[33,610] := {4, 367} tii[33,611] := {18, 239} tii[33,612] := {178, 179, 506, 1019} tii[33,613] := {359} tii[33,614] := {16, 17, 241, 517} tii[33,615] := {35, 156, 233, 712} tii[33,616] := {643, 644} tii[33,617] := {49, 50, 138, 378} tii[33,618] := {14, 64, 111, 518} tii[33,619] := {211} tii[33,620] := {176, 177, 438, 995} tii[33,621] := {3, 370} tii[33,622] := {358} tii[33,623] := {154, 155, 189, 709} tii[33,624] := {9, 134, 273, 881} tii[33,625] := {641, 642} tii[33,626] := {26, 38, 209, 686} tii[33,627] := {544, 928} tii[33,628] := {0, 530} tii[33,629] := {1, 60, 419, 1038} tii[33,630] := {5, 10, 336, 848} cell#164 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {906} tii[25,2] := {982} tii[25,3] := {677, 1068} tii[25,4] := {826} tii[25,5] := {594} tii[25,6] := {917} tii[25,7] := {869, 1111} tii[25,8] := {947, 1117} tii[25,9] := {463, 971} tii[25,10] := {732} tii[25,11] := {548} tii[25,12] := {983} tii[25,13] := {282, 866} tii[25,14] := {690, 1070} tii[25,15] := {403, 945} tii[25,16] := {798, 1098} tii[25,17] := {823} tii[25,18] := {1034} tii[25,19] := {735} tii[25,20] := {868, 977} tii[25,21] := {672, 851} tii[25,22] := {944, 1039} tii[25,23] := {1069} tii[25,24] := {1046, 1100} tii[25,25] := {734} tii[25,26] := {569, 1086} tii[25,27] := {839} tii[25,28] := {492} tii[25,29] := {785, 1115} tii[25,30] := {879, 1119} tii[25,31] := {361, 904} tii[25,32] := {462, 1054} tii[25,33] := {631} tii[25,34] := {445} tii[25,35] := {390} tii[25,36] := {281, 974} tii[25,37] := {918} tii[25,38] := {203, 779} tii[25,39] := {585, 1031} tii[25,40] := {689, 1106} tii[25,41] := {402, 1037} tii[25,42] := {308, 877} tii[25,43] := {704, 1075} tii[25,44] := {797, 1116} tii[25,45] := {363, 1011} tii[25,46] := {731} tii[25,47] := {297} tii[25,48] := {279, 957} tii[25,49] := {114, 579} tii[25,50] := {981} tii[25,51] := {634} tii[25,52] := {781, 912} tii[25,53] := {587, 1088} tii[25,54] := {400, 1020} tii[25,55] := {186, 903} tii[25,56] := {174, 703} tii[25,57] := {566, 760} tii[25,58] := {874, 992} tii[25,59] := {706, 1109} tii[25,60] := {380} tii[25,61] := {686, 1101} tii[25,62] := {1030} tii[25,63] := {572, 1081} tii[25,64] := {322, 511} tii[25,65] := {1000, 1078} tii[25,66] := {793, 1113} tii[25,67] := {872, 1118} tii[25,68] := {270, 954} tii[25,69] := {529} tii[25,70] := {841} tii[25,71] := {344} tii[25,72] := {139, 827} tii[25,73] := {482, 1057} tii[25,74] := {225, 926} tii[25,75] := {607, 1091} tii[25,76] := {195, 887} tii[25,77] := {630} tii[25,78] := {255} tii[25,79] := {137, 808} tii[25,80] := {916} tii[25,81] := {532} tii[25,82] := {684, 836} tii[25,83] := {91, 736} tii[25,84] := {381, 1014} tii[25,85] := {223, 897} tii[25,86] := {81, 729} tii[25,87] := {460, 659} tii[25,88] := {791, 930} tii[25,89] := {157, 852} tii[25,90] := {508, 1062} tii[25,91] := {338} tii[25,92] := {57, 640} tii[25,93] := {478, 1048} tii[25,94] := {976} tii[25,95] := {29, 574} tii[25,96] := {365, 1005} tii[25,97] := {274, 454} tii[25,98] := {939, 1042} tii[25,99] := {104, 765} tii[25,100] := {604, 1082} tii[25,101] := {151, 818} tii[25,102] := {695, 1103} tii[25,103] := {717} tii[25,104] := {960} tii[25,105] := {619} tii[25,106] := {739, 892} tii[25,107] := {525, 721} tii[25,108] := {847, 966} tii[25,109] := {520} tii[25,110] := {638, 949} tii[25,111] := {1013} tii[25,112] := {528, 883} tii[25,113] := {973, 1065} tii[25,114] := {430, 622} tii[25,115] := {758, 1007} tii[25,116] := {340, 715} tii[25,117] := {840, 1053} tii[25,118] := {1056} tii[25,119] := {1027, 1093} tii[25,120] := {980, 1105} tii[25,121] := {360} tii[25,122] := {694} tii[25,123] := {589} tii[25,124] := {708} tii[25,125] := {426} tii[25,126] := {570, 1026} tii[25,127] := {476} tii[25,128] := {750} tii[25,129] := {493} tii[25,130] := {646} tii[25,131] := {786, 1096} tii[25,132] := {375, 940} tii[25,133] := {602} tii[25,134] := {764} tii[25,135] := {880, 1112} tii[25,136] := {504, 1003} tii[25,137] := {526} tii[25,138] := {464, 972} tii[25,139] := {838} tii[25,140] := {636} tii[25,141] := {373, 910} tii[25,142] := {391} tii[25,143] := {745} tii[25,144] := {170, 683} tii[25,145] := {691, 1071} tii[25,146] := {756} tii[25,147] := {264, 865} tii[25,148] := {502, 991} tii[25,149] := {855} tii[25,150] := {244, 796} tii[25,151] := {799, 1099} tii[25,152] := {832} tii[25,153] := {481} tii[25,154] := {783, 1033} tii[25,155] := {924} tii[25,156] := {416, 611} tii[25,157] := {679, 986} tii[25,158] := {876, 1077} tii[25,159] := {943, 1043} tii[25,160] := {362, 1010} tii[25,161] := {330} tii[25,162] := {475, 1001} tii[25,163] := {296} tii[25,164] := {650} tii[25,165] := {204, 907} tii[25,166] := {376} tii[25,167] := {586, 1087} tii[25,168] := {544} tii[25,169] := {601, 1047} tii[25,170] := {309, 988} tii[25,171] := {505} tii[25,172] := {705, 1108} tii[25,173] := {663} tii[25,174] := {272, 955} tii[25,175] := {425} tii[25,176] := {364, 905} tii[25,177] := {578, 1029} tii[25,178] := {749} tii[25,179] := {205, 780} tii[25,180] := {216} tii[25,181] := {202, 890} tii[25,182] := {534} tii[25,183] := {446} tii[25,184] := {323} tii[25,185] := {74, 474} tii[25,186] := {280, 830} tii[25,187] := {484, 1058} tii[25,188] := {141, 829} tii[25,189] := {588, 1032} tii[25,190] := {644} tii[25,191] := {459, 999} tii[25,192] := {310, 878} tii[25,193] := {307, 965} tii[25,194] := {127, 822} tii[25,195] := {655} tii[25,196] := {699, 1074} tii[25,197] := {420} tii[25,198] := {118, 606} tii[25,199] := {187, 775} tii[25,200] := {401, 929} tii[25,201] := {609, 1092} tii[25,202] := {227, 928} tii[25,203] := {762} tii[25,204] := {707, 1076} tii[25,205] := {142, 688} tii[25,206] := {288} tii[25,207] := {582, 1080} tii[25,208] := {377} tii[25,209] := {741} tii[25,210] := {687, 979} tii[25,211] := {94, 743} tii[25,212] := {540} tii[25,213] := {790, 1097} tii[25,214] := {83, 616} tii[25,215] := {467, 1050} tii[25,216] := {237, 411} tii[25,217] := {230, 800} tii[25,218] := {573, 922} tii[25,219] := {506} tii[25,220] := {849} tii[25,221] := {51, 680} tii[25,222] := {470, 666} tii[25,223] := {702, 1102} tii[25,224] := {161, 858} tii[25,225] := {794, 1041} tii[25,226] := {789, 1114} tii[25,227] := {298, 711} tii[25,228] := {218, 901} tii[25,229] := {873, 995} tii[25,230] := {196, 888} tii[25,231] := {527} tii[25,232] := {372, 908} tii[25,233] := {648} tii[25,234] := {150} tii[25,235] := {138, 809} tii[25,236] := {432} tii[25,237] := {382, 1015} tii[25,238] := {746} tii[25,239] := {44, 533} tii[25,240] := {266, 863} tii[25,241] := {501, 989} tii[25,242] := {224, 898} tii[25,243] := {82, 730} tii[25,244] := {553} tii[25,245] := {509, 1063} tii[25,246] := {856} tii[25,247] := {77, 660} tii[25,248] := {26, 437} tii[25,249] := {479, 1049} tii[25,250] := {641} tii[25,251] := {336} tii[25,252] := {96, 720} tii[25,253] := {833} tii[25,254] := {782, 913} tii[25,255] := {212} tii[25,256] := {192, 802} tii[25,257] := {597, 1035} tii[25,258] := {575, 766} tii[25,259] := {12, 368} tii[25,260] := {366, 1006} tii[25,261] := {925} tii[25,262] := {163, 816} tii[25,263] := {53, 633} tii[25,264] := {168, 318} tii[25,265] := {47, 559} tii[25,266] := {605, 1083} tii[25,267] := {451} tii[25,268] := {678, 845} tii[25,269] := {875, 993} tii[25,270] := {41, 546} tii[25,271] := {220, 886} tii[25,272] := {76, 625} tii[25,273] := {696, 1104} tii[25,274] := {490, 669} tii[25,275] := {942, 1045} tii[25,276] := {252} tii[25,277] := {537, 1016} tii[25,278] := {911} tii[25,279] := {776, 920} tii[25,280] := {198, 353} tii[25,281] := {429, 963} tii[25,282] := {987} tii[25,283] := {658, 1064} tii[25,284] := {148, 424} tii[25,285] := {752, 1094} tii[25,286] := {1002, 1079} tii[25,287] := {342, 900} tii[25,288] := {843, 1110} tii[25,289] := {245} tii[25,290] := {549} tii[25,291] := {374, 1028} tii[25,292] := {283} tii[25,293] := {440} tii[25,294] := {503, 1073} tii[25,295] := {404} tii[25,296] := {557} tii[25,297] := {329} tii[25,298] := {271, 824} tii[25,299] := {649} tii[25,300] := {433} tii[25,301] := {472, 1055} tii[25,302] := {206, 909} tii[25,303] := {345} tii[25,304] := {238} tii[25,305] := {542} tii[25,306] := {140, 682} tii[25,307] := {201, 737} tii[25,308] := {483, 978} tii[25,309] := {554} tii[25,310] := {356, 1025} tii[25,311] := {311, 990} tii[25,312] := {599, 1090} tii[25,313] := {326} tii[25,314] := {661} tii[25,315] := {226, 795} tii[25,316] := {126, 674} tii[25,317] := {306, 853} tii[25,318] := {608, 1040} tii[25,319] := {637} tii[25,320] := {286} tii[25,321] := {143, 834} tii[25,322] := {93, 583} tii[25,323] := {438} tii[25,324] := {581, 914} tii[25,325] := {697, 1107} tii[25,326] := {757} tii[25,327] := {84, 777} tii[25,328] := {231, 932} tii[25,329] := {50, 515} tii[25,330] := {406} tii[25,331] := {369, 560} tii[25,332] := {160, 709} tii[25,333] := {466, 846} tii[25,334] := {701, 994} tii[25,335] := {299, 969} tii[25,336] := {217, 612} tii[25,337] := {788, 935} tii[25,338] := {136, 807} tii[25,339] := {427} tii[25,340] := {371, 1012} tii[25,341] := {277, 828} tii[25,342] := {547} tii[25,343] := {180} tii[25,344] := {56, 635} tii[25,345] := {169} tii[25,346] := {90, 718} tii[25,347] := {335} tii[25,348] := {289, 958} tii[25,349] := {645} tii[25,350] := {102, 761} tii[25,351] := {265, 970} tii[25,352] := {500, 1061} tii[25,353] := {243} tii[25,354] := {188, 773} tii[25,355] := {398, 927} tii[25,356] := {49, 628} tii[25,357] := {156, 814} tii[25,358] := {450} tii[25,359] := {410, 1021} tii[25,360] := {763} tii[25,361] := {34, 539} tii[25,362] := {75, 480} tii[25,363] := {208, 891} tii[25,364] := {538} tii[25,365] := {249} tii[25,366] := {210} tii[25,367] := {742} tii[25,368] := {685, 837} tii[25,369] := {251} tii[25,370] := {378, 1004} tii[25,371] := {58, 620} tii[25,372] := {191, 937} tii[25,373] := {16, 469} tii[25,374] := {132, 712} tii[25,375] := {495, 984} tii[25,376] := {596, 1089} tii[25,377] := {468, 664} tii[25,378] := {64, 665} tii[25,379] := {42, 415} tii[25,380] := {312} tii[25,381] := {850} tii[25,382] := {315, 968} tii[25,383] := {130, 825} tii[25,384] := {119, 610} tii[25,385] := {273, 950} tii[25,386] := {197, 352} tii[25,387] := {349} tii[25,388] := {571, 755} tii[25,389] := {792, 931} tii[25,390] := {30, 530} tii[25,391] := {105, 722} tii[25,392] := {507, 1051} tii[25,393] := {98, 726} tii[25,394] := {109, 748} tii[25,395] := {393, 1009} tii[25,396] := {388, 563} tii[25,397] := {172, 512} tii[25,398] := {21, 441} tii[25,399] := {152, 805} tii[25,400] := {871, 997} tii[25,401] := {595, 1084} tii[25,402] := {19, 439} tii[25,403] := {147} tii[25,404] := {435, 959} tii[25,405] := {328} tii[25,406] := {831} tii[25,407] := {73, 514} tii[25,408] := {8, 370} tii[25,409] := {497, 1060} tii[25,410] := {676, 844} tii[25,411] := {229} tii[25,412] := {37, 561} tii[25,413] := {332, 895} tii[25,414] := {923} tii[25,415] := {556, 1022} tii[25,416] := {246, 422} tii[25,417] := {62, 627} tii[25,418] := {488, 1052} tii[25,419] := {3, 293} tii[25,420] := {179, 519} tii[25,421] := {651, 1066} tii[25,422] := {241, 413} tii[25,423] := {941, 1044} tii[25,424] := {253, 817} tii[25,425] := {80, 565} tii[25,426] := {753, 1095} tii[25,427] := {331} tii[25,428] := {443} tii[25,429] := {200, 889} tii[25,430] := {248} tii[25,431] := {543} tii[25,432] := {348} tii[25,433] := {128, 821} tii[25,434] := {305, 964} tii[25,435] := {662} tii[25,436] := {639} tii[25,437] := {95, 719} tii[25,438] := {177} tii[25,439] := {580, 747} tii[25,440] := {436} tii[25,441] := {87, 772} tii[25,442] := {395, 1017} tii[25,443] := {759} tii[25,444] := {162, 815} tii[25,445] := {52, 632} tii[25,446] := {367, 558} tii[25,447] := {259} tii[25,448] := {465, 654} tii[25,449] := {700, 857} tii[25,450] := {40, 545} tii[25,451] := {219, 885} tii[25,452] := {294, 456} tii[25,453] := {787, 936} tii[25,454] := {421} tii[25,455] := {120} tii[25,456] := {536, 893} tii[25,457] := {740} tii[25,458] := {54, 673} tii[25,459] := {303, 961} tii[25,460] := {568, 754} tii[25,461] := {333, 522} tii[25,462] := {428, 813} tii[25,463] := {184} tii[25,464] := {848} tii[25,465] := {657, 967} tii[25,466] := {254, 618} tii[25,467] := {20, 485} tii[25,468] := {291, 951} tii[25,469] := {215, 354} tii[25,470] := {870, 996} tii[25,471] := {751, 1024} tii[25,472] := {341, 724} tii[25,473] := {181, 523} tii[25,474] := {842, 1067} tii[25,475] := {810} tii[25,476] := {629, 812} tii[25,477] := {896} tii[25,478] := {442, 804} tii[25,479] := {915, 1023} tii[25,480] := {919, 1085} tii[25,481] := {199} tii[25,482] := {317} tii[25,483] := {276} tii[25,484] := {417} tii[25,485] := {284, 867} tii[25,486] := {235} tii[25,487] := {518} tii[25,488] := {409} tii[25,489] := {405, 946} tii[25,490] := {477} tii[25,491] := {207, 784} tii[25,492] := {499} tii[25,493] := {603} tii[25,494] := {314, 881} tii[25,495] := {129, 714} tii[25,496] := {392, 801} tii[25,497] := {334} tii[25,498] := {473, 975} tii[25,499] := {239} tii[25,500] := {92, 738} tii[25,501] := {263} tii[25,502] := {453} tii[25,503] := {357, 938} tii[25,504] := {600, 1038} tii[25,505] := {327} tii[25,506] := {158, 854} tii[25,507] := {535} tii[25,508] := {115, 584} tii[25,509] := {59, 642} tii[25,510] := {285, 835} tii[25,511] := {287} tii[25,512] := {359} tii[25,513] := {552} tii[25,514] := {698, 1072} tii[25,515] := {268, 882} tii[25,516] := {31, 576} tii[25,517] := {106, 767} tii[25,518] := {656} tii[25,519] := {175, 710} tii[25,520] := {407} tii[25,521] := {190, 778} tii[25,522] := {408, 933} tii[25,523] := {71, 516} tii[25,524] := {153, 820} tii[25,525] := {165, 693} tii[25,526] := {242, 613} tii[25,527] := {494, 861} tii[25,528] := {211} tii[25,529] := {35, 541} tii[25,530] := {652} tii[25,531] := {598, 1036} tii[25,532] := {313} tii[25,533] := {112, 615} tii[25,534] := {65, 667} tii[25,535] := {17, 471} tii[25,536] := {99, 728} tii[25,537] := {592, 934} tii[25,538] := {10, 387} tii[25,539] := {325, 513} tii[25,540] := {122, 671} tii[25,541] := {278, 956} tii[25,542] := {247} tii[25,543] := {113} tii[25,544] := {189, 902} tii[25,545] := {399, 1019} tii[25,546] := {185} tii[25,547] := {351} tii[25,548] := {173} tii[25,549] := {145, 811} tii[25,550] := {434} tii[25,551] := {45, 379} tii[25,552] := {209, 744} tii[25,553] := {146} tii[25,554] := {358, 948} tii[25,555] := {133, 862} tii[25,556] := {269} tii[25,557] := {496, 1059} tii[25,558] := {449} tii[25,559] := {233, 899} tii[25,560] := {86, 733} tii[25,561] := {555} tii[25,562] := {131, 681} tii[25,563] := {316, 859} tii[25,564] := {228} tii[25,565] := {78, 510} tii[25,566] := {24, 321} tii[25,567] := {70, 647} tii[25,568] := {301, 953} tii[25,569] := {110, 593} tii[25,570] := {117, 412} tii[25,571] := {394, 771} tii[25,572] := {14, 339} tii[25,573] := {250} tii[25,574] := {61, 621} tii[25,575] := {97} tii[25,576] := {134, 713} tii[25,577] := {236} tii[25,578] := {4, 275} tii[25,579] := {498, 985} tii[25,580] := {397, 1018} tii[25,581] := {159} tii[25,582] := {89, 774} tii[25,583] := {550} tii[25,584] := {107, 723} tii[25,585] := {33, 531} tii[25,586] := {27, 455} tii[25,587] := {350} tii[25,588] := {43, 414} tii[25,589] := {46, 524} tii[25,590] := {386, 1008} tii[25,591] := {39, 590} tii[25,592] := {67, 517} tii[25,593] := {489, 860} tii[25,594] := {171, 319} tii[25,595] := {23, 444} tii[25,596] := {154, 806} tii[25,597] := {389, 564} tii[25,598] := {2, 214} tii[25,599] := {63, 458} tii[25,600] := {13, 346} tii[25,601] := {183, 727} tii[25,602] := {60} tii[25,603] := {304, 962} tii[25,604] := {653} tii[25,605] := {25, 461} tii[25,606] := {103} tii[25,607] := {292, 952} tii[25,608] := {116, 234} tii[25,609] := {7, 290} tii[25,610] := {591, 769} tii[25,611] := {101, 355} tii[25,612] := {258, 819} tii[25,613] := {176} tii[25,614] := {125} tii[25,615] := {261} tii[25,616] := {337} tii[25,617] := {144, 643} tii[25,618] := {267, 998} tii[25,619] := {193} tii[25,620] := {347} tii[25,621] := {452} tii[25,622] := {85, 577} tii[25,623] := {232, 768} tii[25,624] := {69, 491} tii[25,625] := {300, 670} tii[25,626] := {178} tii[25,627] := {36, 521} tii[25,628] := {135, 864} tii[25,629] := {166} tii[25,630] := {447} tii[25,631] := {88, 614} tii[25,632] := {396, 921} tii[25,633] := {260} tii[25,634] := {18, 431} tii[25,635] := {66, 623} tii[25,636] := {68, 692} tii[25,637] := {38, 418} tii[25,638] := {385, 770} tii[25,639] := {295, 457} tii[25,640] := {11, 343} tii[25,641] := {100, 716} tii[25,642] := {6, 256} tii[25,643] := {123, 626} tii[25,644] := {79} tii[25,645] := {32, 567} tii[25,646] := {111} tii[25,647] := {222, 894} tii[25,648] := {551} tii[25,649] := {124} tii[25,650] := {9, 383} tii[25,651] := {213, 884} tii[25,652] := {28, 324} tii[25,653] := {487, 668} tii[25,654] := {149, 262} tii[25,655] := {1, 221} tii[25,656] := {182, 725} tii[25,657] := {121, 423} tii[25,658] := {448} tii[25,659] := {384, 562} tii[25,660] := {257, 624} tii[25,661] := {164} tii[25,662] := {320} tii[25,663] := {194, 803} tii[25,664] := {108, 617} tii[25,665] := {55, 675} tii[25,666] := {167} tii[25,667] := {22, 486} tii[25,668] := {48, 419} tii[25,669] := {5, 302} tii[25,670] := {72} tii[25,671] := {15, 240} tii[25,672] := {0, 155} cell#165 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {522} tii[25,2] := {587} tii[25,3] := {120, 828} tii[25,4] := {622} tii[25,5] := {354} tii[25,6] := {686} tii[25,7] := {231, 945} tii[25,8] := {324, 1031} tii[25,9] := {250, 827} tii[25,10] := {729} tii[25,11] := {535} tii[25,12] := {783} tii[25,13] := {392, 630} tii[25,14] := {393, 944} tii[25,15] := {499, 709} tii[25,16] := {500, 1030} tii[25,17] := {826} tii[25,18] := {874} tii[25,19] := {723} tii[25,20] := {580, 943} tii[25,21] := {790, 791} tii[25,22] := {701, 1029} tii[25,23] := {942} tii[25,24] := {865, 1028} tii[25,25] := {730} tii[25,26] := {182, 920} tii[25,27] := {784} tii[25,28] := {442} tii[25,29] := {309, 1007} tii[25,30] := {410, 1068} tii[25,31] := {331, 919} tii[25,32] := {157, 990} tii[25,33] := {833} tii[25,34] := {635} tii[25,35] := {382} tii[25,36] := {58, 838} tii[25,37] := {875} tii[25,38] := {486, 735} tii[25,39] := {487, 1006} tii[25,40] := {266, 1053} tii[25,41] := {94, 906} tii[25,42] := {599, 813} tii[25,43] := {600, 1067} tii[25,44] := {374, 1092} tii[25,45] := {221, 1038} tii[25,46] := {917} tii[25,47] := {476} tii[25,48] := {155, 985} tii[25,49] := {347, 574} tii[25,50] := {951} tii[25,51] := {825} tii[25,52] := {680, 1004} tii[25,53] := {348, 1082} tii[25,54] := {206, 1021} tii[25,55] := {205, 1020} tii[25,56] := {463, 669} tii[25,57] := {883, 884} tii[25,58] := {804, 1065} tii[25,59] := {464, 1107} tii[25,60] := {571} tii[25,61] := {434, 1097} tii[25,62] := {1002} tii[25,63] := {337, 1075} tii[25,64] := {655, 656} tii[25,65] := {940, 1063} tii[25,66] := {559, 1115} tii[25,67] := {641, 1118} tii[25,68] := {421, 989} tii[25,69] := {923} tii[25,70] := {952} tii[25,71] := {740} tii[25,72] := {584, 837} tii[25,73] := {585, 1052} tii[25,74] := {705, 904} tii[25,75] := {706, 1091} tii[25,76] := {379, 1037} tii[25,77] := {988} tii[25,78] := {677} tii[25,79] := {294, 984} tii[25,80] := {1013} tii[25,81] := {915} tii[25,82] := {777, 1051} tii[25,83] := {530, 775} tii[25,84] := {531, 1081} tii[25,85] := {359, 1019} tii[25,86] := {358, 1018} tii[25,87] := {961, 962} tii[25,88] := {898, 1090} tii[25,89] := {664, 862} tii[25,90] := {665, 1106} tii[25,91] := {774} tii[25,92] := {628, 864} tii[25,93] := {629, 1096} tii[25,94] := {1048} tii[25,95] := {520, 935} tii[25,96] := {521, 1074} tii[25,97] := {858, 859} tii[25,98] := {1000, 1087} tii[25,99] := {766, 936} tii[25,100] := {767, 1114} tii[25,101] := {846, 995} tii[25,102] := {847, 1117} tii[25,103] := {1036} tii[25,104] := {1057} tii[25,105] := {983} tii[25,106] := {866, 1080} tii[25,107] := {1016, 1017} tii[25,108] := {973, 1105} tii[25,109] := {938} tii[25,110] := {836, 1095} tii[25,111] := {1079} tii[25,112] := {724, 1073} tii[25,113] := {1045, 1104} tii[25,114] := {996, 997} tii[25,115] := {937, 1113} tii[25,116] := {1040, 1041} tii[25,117] := {994, 1116} tii[25,118] := {1094} tii[25,119] := {1072, 1112} tii[25,120] := {1071, 1119} tii[25,121] := {72} tii[25,122] := {274} tii[25,123] := {163} tii[25,124] := {247} tii[25,125] := {121} tii[25,126] := {71, 725} tii[25,127] := {127} tii[25,128] := {355} tii[25,129] := {273} tii[25,130] := {232} tii[25,131] := {162, 868} tii[25,132] := {16, 541} tii[25,133] := {215} tii[25,134] := {325} tii[25,135] := {246, 975} tii[25,136] := {34, 614} tii[25,137] := {180} tii[25,138] := {119, 620} tii[25,139] := {440} tii[25,140] := {258} tii[25,141] := {70, 533} tii[25,142] := {353} tii[25,143] := {305} tii[25,144] := {228, 439} tii[25,145] := {229, 780} tii[25,146] := {366} tii[25,147] := {106, 448} tii[25,148] := {107, 605} tii[25,149] := {406} tii[25,150] := {321, 506} tii[25,151] := {322, 901} tii[25,152] := {390} tii[25,153] := {427} tii[25,154] := {304, 685} tii[25,155] := {497} tii[25,156] := {495, 496} tii[25,157] := {227, 591} tii[25,158] := {405, 809} tii[25,159] := {491, 720} tii[25,160] := {100, 918} tii[25,161] := {183} tii[25,162] := {37, 642} tii[25,163] := {298} tii[25,164] := {443} tii[25,165] := {28, 734} tii[25,166] := {189} tii[25,167] := {191, 1005} tii[25,168] := {310} tii[25,169] := {66, 721} tii[25,170] := {54, 811} tii[25,171] := {289} tii[25,172] := {291, 1066} tii[25,173] := {411} tii[25,174] := {156, 986} tii[25,175] := {251} tii[25,176] := {181, 726} tii[25,177] := {77, 737} tii[25,178] := {536} tii[25,179] := {306, 532} tii[25,180] := {381} tii[25,181] := {98, 913} tii[25,182] := {340} tii[25,183] := {441} tii[25,184] := {126} tii[25,185] := {263, 474} tii[25,186] := {118, 634} tii[25,187] := {264, 1049} tii[25,188] := {10, 632} tii[25,189] := {307, 869} tii[25,190] := {394} tii[25,191] := {43, 649} tii[25,192] := {407, 604} tii[25,193] := {140, 958} tii[25,194] := {139, 957} tii[25,195] := {456} tii[25,196] := {116, 815} tii[25,197] := {214} tii[25,198] := {371, 563} tii[25,199] := {166, 548} tii[25,200] := {167, 715} tii[25,201] := {372, 1088} tii[25,202] := {24, 712} tii[25,203] := {501} tii[25,204] := {408, 976} tii[25,205] := {230, 444} tii[25,206] := {472} tii[25,207] := {344, 1076} tii[25,208] := {186} tii[25,209] := {483} tii[25,210] := {391, 781} tii[25,211] := {26, 731} tii[25,212] := {523} tii[25,213] := {171, 887} tii[25,214] := {170, 363} tii[25,215] := {255, 1042} tii[25,216] := {551, 552} tii[25,217] := {323, 514} tii[25,218] := {303, 694} tii[25,219] := {286} tii[25,220] := {596} tii[25,221] := {49, 800} tii[25,222] := {592, 593} tii[25,223] := {460, 1101} tii[25,224] := {50, 801} tii[25,225] := {498, 902} tii[25,226] := {540, 1108} tii[25,227] := {414, 415} tii[25,228] := {82, 879} tii[25,229] := {588, 822} tii[25,230] := {220, 916} tii[25,231] := {332} tii[25,232] := {178, 736} tii[25,233] := {636} tii[25,234] := {475} tii[25,235] := {154, 824} tii[25,236] := {429} tii[25,237] := {346, 1003} tii[25,238] := {488} tii[25,239] := {345, 573} tii[25,240] := {235, 648} tii[25,241] := {236, 814} tii[25,242] := {204, 882} tii[25,243] := {203, 881} tii[25,244] := {554} tii[25,245] := {462, 1064} tii[25,246] := {601} tii[25,247] := {461, 667} tii[25,248] := {431, 673} tii[25,249] := {432, 1046} tii[25,250] := {621} tii[25,251] := {339} tii[25,252] := {97, 727} tii[25,253] := {581} tii[25,254] := {484, 870} tii[25,255] := {570} tii[25,256] := {315, 544} tii[25,257] := {316, 886} tii[25,258] := {692, 693} tii[25,259] := {334, 758} tii[25,260] := {335, 998} tii[25,261] := {702} tii[25,262] := {137, 795} tii[25,263] := {136, 794} tii[25,264] := {653, 654} tii[25,265] := {556, 759} tii[25,266] := {557, 1085} tii[25,267] := {455} tii[25,268] := {388, 798} tii[25,269] := {597, 977} tii[25,270] := {192, 708} tii[25,271] := {193, 877} tii[25,272] := {638, 848} tii[25,273] := {639, 1098} tii[25,274] := {608, 609} tii[25,275] := {687, 911} tii[25,276] := {672} tii[25,277] := {527, 1001} tii[25,278] := {681} tii[25,279] := {481, 885} tii[25,280] := {756, 757} tii[25,281] := {423, 939} tii[25,282] := {805} tii[25,283] := {661, 1062} tii[25,284] := {842, 843} tii[25,285] := {742, 1083} tii[25,286] := {782, 981} tii[25,287] := {330, 872} tii[25,288] := {834, 1058} tii[25,289] := {253} tii[25,290] := {538} tii[25,291] := {76, 745} tii[25,292] := {262} tii[25,293] := {397} tii[25,294] := {114, 823} tii[25,295] := {370} tii[25,296] := {504} tii[25,297] := {333} tii[25,298] := {252, 829} tii[25,299] := {637} tii[25,300] := {430} tii[25,301] := {128, 841} tii[25,302] := {27, 738} tii[25,303] := {537} tii[25,304] := {188} tii[25,305] := {489} tii[25,306] := {395, 633} tii[25,307] := {179, 739} tii[25,308] := {396, 946} tii[25,309] := {555} tii[25,310] := {83, 755} tii[25,311] := {52, 817} tii[25,312] := {176, 909} tii[25,313] := {288} tii[25,314] := {602} tii[25,315] := {502, 714} tii[25,316] := {237, 651} tii[25,317] := {238, 818} tii[25,318] := {503, 1032} tii[25,319] := {582} tii[25,320] := {260} tii[25,321] := {56, 835} tii[25,322] := {308, 542} tii[25,323] := {623} tii[25,324] := {485, 871} tii[25,325] := {243, 967} tii[25,326] := {703} tii[25,327] := {89, 896} tii[25,328] := {90, 897} tii[25,329] := {242, 453} tii[25,330] := {368} tii[25,331] := {695, 696} tii[25,332] := {409, 616} tii[25,333] := {389, 799} tii[25,334] := {598, 978} tii[25,335] := {133, 956} tii[25,336] := {510, 511} tii[25,337] := {688, 912} tii[25,338] := {295, 987} tii[25,339] := {422} tii[25,340] := {103, 926} tii[25,341] := {249, 840} tii[25,342] := {741} tii[25,343] := {575} tii[25,344] := {435, 676} tii[25,345] := {159} tii[25,346] := {219, 914} tii[25,347] := {526} tii[25,348] := {436, 1050} tii[25,349] := {586} tii[25,350] := {560, 769} tii[25,351] := {60, 853} tii[25,352] := {152, 980} tii[25,353] := {225} tii[25,354] := {313, 754} tii[25,355] := {314, 908} tii[25,356] := {277, 959} tii[25,357] := {278, 960} tii[25,358] := {660} tii[25,359] := {561, 1089} tii[25,360] := {707} tii[25,361] := {528, 773} tii[25,362] := {265, 477} tii[25,363] := {101, 922} tii[25,364] := {728} tii[25,365] := {428} tii[25,366] := {223} tii[25,367] := {682} tii[25,368] := {583, 947} tii[25,369] := {674} tii[25,370] := {529, 1077} tii[25,371] := {153, 831} tii[25,372] := {29, 752} tii[25,373] := {424, 856} tii[25,374] := {401, 647} tii[25,375] := {402, 966} tii[25,376] := {211, 1026} tii[25,377] := {796, 797} tii[25,378] := {662, 857} tii[25,379] := {210, 385} tii[25,380] := {301} tii[25,381] := {806} tii[25,382] := {148, 971} tii[25,383] := {147, 970} tii[25,384] := {373, 569} tii[25,385] := {425, 1043} tii[25,386] := {760, 761} tii[25,387] := {553} tii[25,388] := {482, 895} tii[25,389] := {704, 1033} tii[25,390] := {201, 891} tii[25,391] := {202, 892} tii[25,392] := {663, 1102} tii[25,393] := {743, 930} tii[25,394] := {93, 905} tii[25,395] := {200, 1015} tii[25,396] := {716, 717} tii[25,397] := {468, 469} tii[25,398] := {267, 812} tii[25,399] := {268, 954} tii[25,400] := {785, 982} tii[25,401] := {744, 1109} tii[25,402] := {433, 675} tii[25,403] := {297} tii[25,404] := {627, 1047} tii[25,405] := {772} tii[25,406] := {778} tii[25,407] := {281, 479} tii[25,408] := {336, 762} tii[25,409] := {282, 1061} tii[25,410] := {578, 964} tii[25,411] := {387} tii[25,412] := {558, 763} tii[25,413] := {519, 999} tii[25,414] := {899} tii[25,415] := {765, 1086} tii[25,416] := {854, 855} tii[25,417] := {640, 851} tii[25,418] := {272, 1056} tii[25,419] := {271, 668} tii[25,420] := {927, 928} tii[25,421] := {845, 1099} tii[25,422] := {566, 567} tii[25,423] := {873, 1034} tii[25,424] := {420, 949} tii[25,425] := {748, 749} tii[25,426] := {924, 1084} tii[25,427] := {518} tii[25,428] := {844} tii[25,429] := {329, 925} tii[25,430] := {626} tii[25,431] := {684} tii[25,432] := {764} tii[25,433] := {399, 852} tii[25,434] := {400, 979} tii[25,435] := {808} tii[25,436] := {779} tii[25,437] := {218, 921} tii[25,438] := {525} tii[25,439] := {683, 1008} tii[25,440] := {832} tii[25,441] := {492, 751} tii[25,442] := {493, 1025} tii[25,443] := {900} tii[25,444] := {276, 969} tii[25,445] := {275, 968} tii[25,446] := {893, 894} tii[25,447] := {659} tii[25,448] := {579, 972} tii[25,449] := {807, 1069} tii[25,450] := {349, 903} tii[25,451] := {350, 1014} tii[25,452] := {819, 820} tii[25,453] := {876, 1035} tii[25,454] := {863} tii[25,455] := {473} tii[25,456] := {733, 1078} tii[25,457] := {867} tii[25,458] := {450, 678} tii[25,459] := {451, 1060} tii[25,460] := {679, 1024} tii[25,461] := {933, 934} tii[25,462] := {619, 1044} tii[25,463] := {577} tii[25,464] := {974} tii[25,465] := {860, 1103} tii[25,466] := {992, 993} tii[25,467] := {437, 861} tii[25,468] := {438, 1055} tii[25,469] := {770, 771} tii[25,470] := {950, 1070} tii[25,471] := {929, 1110} tii[25,472] := {517, 1011} tii[25,473] := {931, 932} tii[25,474] := {991, 1100} tii[25,475] := {941} tii[25,476] := {776, 1059} tii[25,477] := {1027} tii[25,478] := {618, 1054} tii[25,479] := {1012, 1093} tii[25,480] := {1039, 1111} tii[25,481] := {17} tii[25,482] := {35} tii[25,483] := {39} tii[25,484] := {75} tii[25,485] := {4, 446} tii[25,486] := {20} tii[25,487] := {150} tii[25,488] := {69} tii[25,489] := {14, 516} tii[25,490] := {125} tii[25,491] := {15, 357} tii[25,492] := {110} tii[25,493] := {213} tii[25,494] := {32, 419} tii[25,495] := {31, 284} tii[25,496] := {62, 328} tii[25,497] := {78} tii[25,498] := {38, 631} tii[25,499] := {74} tii[25,500] := {2, 534} tii[25,501] := {44} tii[25,502] := {117} tii[25,503] := {19, 545} tii[25,504] := {68, 710} tii[25,505] := {149} tii[25,506] := {8, 607} tii[25,507] := {187} tii[25,508] := {161, 356} tii[25,509] := {9, 625} tii[25,510] := {36, 445} tii[25,511] := {124} tii[25,512] := {88} tii[25,513] := {172} tii[25,514] := {109, 792} tii[25,515] := {5, 452} tii[25,516] := {21, 699} tii[25,517] := {22, 700} tii[25,518] := {287} tii[25,519] := {245, 418} tii[25,520] := {212} tii[25,521] := {63, 364} tii[25,522] := {64, 515} tii[25,523] := {108, 283} tii[25,524] := {41, 789} tii[25,525] := {33, 293} tii[25,526] := {326, 327} tii[25,527] := {105, 416} tii[25,528] := {185} tii[25,529] := {25, 524} tii[25,530] := {239} tii[25,531] := {169, 691} tii[25,532] := {285} tii[25,533] := {168, 360} tii[25,534] := {46, 595} tii[25,535] := {45, 594} tii[25,536] := {80, 690} tii[25,537] := {164, 507} tii[25,538] := {79, 505} tii[25,539] := {412, 413} tii[25,540] := {123, 589} tii[25,541] := {59, 839} tii[25,542] := {129} tii[25,543] := {102} tii[25,544] := {30, 753} tii[25,545] := {96, 907} tii[25,546] := {84} tii[25,547] := {177} tii[25,548] := {160} tii[25,549] := {57, 830} tii[25,550] := {261} tii[25,551] := {190, 383} tii[25,552] := {73, 543} tii[25,553] := {158} tii[25,554] := {18, 549} tii[25,555] := {12, 646} tii[25,556] := {144} tii[25,557] := {146, 965} tii[25,558] := {244} tii[25,559] := {92, 890} tii[25,560] := {91, 889} tii[25,561] := {369} tii[25,562] := {111, 454} tii[25,563] := {112, 617} tii[25,564] := {224} tii[25,565] := {290, 471} tii[25,566] := {145, 299} tii[25,567] := {53, 810} tii[25,568] := {135, 953} tii[25,569] := {65, 376} tii[25,570] := {377, 378} tii[25,571] := {165, 512} tii[25,572] := {343, 572} tii[25,573] := {259} tii[25,574] := {55, 624} tii[25,575] := {222} tii[25,576] := {240, 447} tii[25,577] := {87} tii[25,578] := {254, 657} tii[25,579] := {241, 793} tii[25,580] := {209, 1022} tii[25,581] := {300} tii[25,582] := {3, 546} tii[25,583] := {317} tii[25,584] := {86, 698} tii[25,585] := {85, 697} tii[25,586] := {459, 658} tii[25,587] := {367} tii[25,588] := {208, 384} tii[25,589] := {539, 750} tii[25,590] := {196, 1009} tii[25,591] := {23, 711} tii[25,592] := {115, 292} tii[25,593] := {233, 610} tii[25,594] := {466, 467} tii[25,595] := {130, 603} tii[25,596] := {131, 788} tii[25,597] := {508, 509} tii[25,598] := {195, 562} tii[25,599] := {644, 645} tii[25,600] := {81, 513} tii[25,601] := {184, 689} tii[25,602] := {296} tii[25,603] := {280, 963} tii[25,604] := {403} tii[25,605] := {279, 478} tii[25,606] := {386} tii[25,607] := {270, 948} tii[25,608] := {564, 565} tii[25,609] := {269, 666} tii[25,610] := {311, 718} tii[25,611] := {746, 747} tii[25,612] := {256, 786} tii[25,613] := {194} tii[25,614] := {138} tii[25,615] := {248} tii[25,616] := {342} tii[25,617] := {122, 643} tii[25,618] := {42, 652} tii[25,619] := {207} tii[25,620] := {320} tii[25,621] := {458} tii[25,622] := {173, 550} tii[25,623] := {174, 722} tii[25,624] := {113, 465} tii[25,625] := {234, 613} tii[25,626] := {341} tii[25,627] := {99, 732} tii[25,628] := {11, 650} tii[25,629] := {143} tii[25,630] := {404} tii[25,631] := {318, 547} tii[25,632] := {319, 888} tii[25,633] := {457} tii[25,634] := {141, 802} tii[25,635] := {142, 803} tii[25,636] := {51, 816} tii[25,637] := {175, 375} tii[25,638] := {312, 719} tii[25,639] := {611, 612} tii[25,640] := {197, 713} tii[25,641] := {198, 880} tii[25,642] := {132, 615} tii[25,643] := {257, 787} tii[25,644] := {380} tii[25,645] := {361, 576} tii[25,646] := {104} tii[25,647] := {362, 1023} tii[25,648] := {494} tii[25,649] := {480} tii[25,650] := {351, 768} tii[25,651] := {352, 1010} tii[25,652] := {151, 302} tii[25,653] := {398, 821} tii[25,654] := {670, 671} tii[25,655] := {199, 568} tii[25,656] := {338, 878} tii[25,657] := {849, 850} tii[25,658] := {590} tii[25,659] := {490, 910} tii[25,660] := {426, 955} tii[25,661] := {6} tii[25,662] := {48} tii[25,663] := {1, 365} tii[25,664] := {13, 217} tii[25,665] := {0, 449} tii[25,666] := {47} tii[25,667] := {7, 606} tii[25,668] := {67, 216} tii[25,669] := {40, 417} tii[25,670] := {61} tii[25,671] := {95, 226} tii[25,672] := {134, 470} cell#166 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1262} tii[33,2] := {736} tii[33,3] := {866, 867} tii[33,4] := {1395, 1396} tii[33,5] := {1362} tii[33,6] := {1191, 1192} tii[33,7] := {1125} tii[33,8] := {599} tii[33,9] := {1053} tii[33,10] := {763, 764} tii[33,11] := {1152, 1153, 1374, 1375} tii[33,12] := {1295, 1296, 1423, 1424} tii[33,13] := {1421} tii[33,14] := {937, 938} tii[33,15] := {792} tii[33,16] := {1359} tii[33,17] := {760} tii[33,18] := {961, 962} tii[33,19] := {1402} tii[33,20] := {852, 853, 1218, 1219} tii[33,21] := {1360, 1449} tii[33,22] := {1085, 1086, 1307, 1308} tii[33,23] := {979} tii[33,24] := {1137, 1138} tii[33,25] := {1131} tii[33,26] := {849, 850, 1273, 1274} tii[33,27] := {980, 1275} tii[33,28] := {1082, 1083, 1357, 1358} tii[33,29] := {1270, 1271} tii[33,30] := {1340, 1341, 1342, 1343} tii[33,31] := {1311, 1443} tii[33,32] := {1261} tii[33,33] := {417} tii[33,34] := {940} tii[33,35] := {1025, 1317} tii[33,36] := {566, 567} tii[33,37] := {864} tii[33,38] := {986, 1284, 1285, 1427} tii[33,39] := {1162, 1367, 1383, 1452} tii[33,40] := {1185, 1462} tii[33,41] := {1361} tii[33,42] := {731, 732} tii[33,43] := {834, 1267} tii[33,44] := {734} tii[33,45] := {1027, 1440} tii[33,46] := {597} tii[33,47] := {1259} tii[33,48] := {561} tii[33,49] := {663} tii[33,50] := {856, 1453} tii[33,51] := {761, 762} tii[33,52] := {1322} tii[33,53] := {648, 649, 1055, 1056} tii[33,54] := {800, 1154, 1208, 1408} tii[33,55] := {671, 1002, 1441, 1468} tii[33,56] := {1260, 1416} tii[33,57] := {896, 897, 1177, 1178} tii[33,58] := {996, 1277, 1353, 1439} tii[33,59] := {636, 1363} tii[33,60] := {931} tii[33,61] := {790} tii[33,62] := {469} tii[33,63] := {465, 1403} tii[33,64] := {1033} tii[33,65] := {959, 960} tii[33,66] := {948} tii[33,67] := {646, 647, 1134, 1135} tii[33,68] := {605, 990, 1327, 1445} tii[33,69] := {313, 618, 1364, 1450} tii[33,70] := {932, 1238} tii[33,71] := {791, 1143} tii[33,72] := {894, 895, 1249, 1250} tii[33,73] := {810, 1148, 1419, 1461} tii[33,74] := {643} tii[33,75] := {426, 870, 1404, 1463} tii[33,76] := {1127, 1128} tii[33,77] := {278, 684, 1316, 1466} tii[33,78] := {536, 904} tii[33,79] := {1228, 1229, 1230, 1231} tii[33,80] := {615, 1016, 1448, 1467} tii[33,81] := {819, 820, 1464, 1469} tii[33,82] := {1394} tii[33,83] := {415} tii[33,84] := {532, 935} tii[33,85] := {1309} tii[33,86] := {564, 565} tii[33,87] := {381} tii[33,88] := {1371} tii[33,89] := {454, 851, 868, 1217} tii[33,90] := {1310, 1433} tii[33,91] := {693, 1012, 1084, 1305} tii[33,92] := {1186} tii[33,93] := {358, 1115} tii[33,94] := {595} tii[33,95] := {238} tii[33,96] := {235, 1200} tii[33,97] := {758, 759} tii[33,98] := {742} tii[33,99] := {452, 453, 952, 953} tii[33,100] := {1281} tii[33,101] := {298, 668, 1041, 1329} tii[33,102] := {134, 341, 1116, 1349} tii[33,103] := {596, 975} tii[33,104] := {691, 692, 1093, 1094} tii[33,105] := {1187, 1381} tii[33,106] := {504, 826, 1240, 1387} tii[33,107] := {1150} tii[33,108] := {370} tii[33,109] := {173, 568, 1203, 1400} tii[33,110] := {945, 946} tii[33,111] := {98, 392, 1023, 1429} tii[33,112] := {266, 588} tii[33,113] := {1071, 1072, 1073, 1074} tii[33,114] := {1026, 1297} tii[33,115] := {336, 725, 1346, 1430} tii[33,116] := {855, 1366} tii[33,117] := {521, 522, 1406, 1454} tii[33,118] := {729} tii[33,119] := {560, 958} tii[33,120] := {841} tii[33,121] := {295, 645, 1051, 1052} tii[33,122] := {730, 1080} tii[33,123] := {501, 893, 1173, 1174} tii[33,124] := {641} tii[33,125] := {172, 842, 869, 1197} tii[33,126] := {738, 1129} tii[33,127] := {97, 632, 683, 1290} tii[33,128] := {887, 888, 1232, 1233} tii[33,129] := {533, 902} tii[33,130] := {335, 1013, 1077, 1291} tii[33,131] := {374, 1011} tii[33,132] := {520, 916, 1215, 1376} tii[33,133] := {947, 1198} tii[33,134] := {1075, 1076, 1292, 1293} tii[33,135] := {909, 1175, 1222, 1377} tii[33,136] := {353} tii[33,137] := {113} tii[33,138] := {944} tii[33,139] := {563} tii[33,140] := {296, 297} tii[33,141] := {502, 503} tii[33,142] := {530} tii[33,143] := {1312, 1313} tii[33,144] := {1124} tii[33,145] := {355} tii[33,146] := {53} tii[33,147] := {1028, 1029} tii[33,148] := {942} tii[33,149] := {1195, 1196} tii[33,150] := {955} tii[33,151] := {541} tii[33,152] := {383} tii[33,153] := {865} tii[33,154] := {169, 170} tii[33,155] := {987, 988, 1286, 1287} tii[33,156] := {1048, 1049} tii[33,157] := {777} tii[33,158] := {332, 333} tii[33,159] := {1163, 1164, 1369, 1370} tii[33,160] := {876, 877, 1170, 1171} tii[33,161] := {115} tii[33,162] := {836, 837} tii[33,163] := {1117} tii[33,164] := {558} tii[33,165] := {221} tii[33,166] := {659, 660} tii[33,167] := {664} tii[33,168] := {293, 294} tii[33,169] := {1201} tii[33,170] := {801, 802, 1155, 1156} tii[33,171] := {394} tii[33,172] := {480, 481, 816, 817} tii[33,173] := {499, 500} tii[33,174] := {1118, 1350} tii[33,175] := {997, 998, 1279, 1280} tii[33,176] := {448, 449} tii[33,177] := {846} tii[33,178] := {606, 607, 1057, 1058} tii[33,179] := {689, 690} tii[33,180] := {737, 1089} tii[33,181] := {429, 430, 885, 886} tii[33,182] := {811, 812, 1180, 1181} tii[33,183] := {1007, 1008, 1009, 1010} tii[33,184] := {1020, 1442} tii[33,185] := {726} tii[33,186] := {1319, 1320} tii[33,187] := {1269} tii[33,188] := {634, 1121} tii[33,189] := {534} tii[33,190] := {31} tii[33,191] := {833, 1392} tii[33,192] := {531} tii[33,193] := {1211, 1212} tii[33,194] := {468} tii[33,195] := {272} tii[33,196] := {654, 1425} tii[33,197] := {1136} tii[33,198] := {743} tii[33,199] := {604, 989, 1043, 1333} tii[33,200] := {124, 125} tii[33,201] := {1063, 1064, 1300, 1301} tii[33,202] := {478, 814, 1393, 1458} tii[33,203] := {972} tii[33,204] := {809, 1146, 1242, 1391} tii[33,205] := {260, 261} tii[33,206] := {443, 1265} tii[33,207] := {1263} tii[33,208] := {356} tii[33,209] := {76} tii[33,210] := {739, 740} tii[33,211] := {727} tii[33,212] := {638, 1314} tii[33,213] := {421} tii[33,214] := {1323} tii[33,215] := {307} tii[33,216] := {304, 1324} tii[33,217] := {152} tii[33,218] := {542} tii[33,219] := {1044, 1045} tii[33,220] := {956} tii[33,221] := {562} tii[33,222] := {840} tii[33,223] := {425, 803, 1207, 1405} tii[33,224] := {467, 1372} tii[33,225] := {553, 554} tii[33,226] := {650, 651, 1060, 1061} tii[33,227] := {233, 234} tii[33,228] := {1264, 1417} tii[33,229] := {181, 435, 1266, 1418} tii[33,230] := {778} tii[33,231] := {274} tii[33,232] := {873, 874, 1167, 1168} tii[33,233] := {728, 1079} tii[33,234] := {390, 391, 704, 705} tii[33,235] := {614, 982, 1352, 1437} tii[33,236] := {314, 619, 1315, 1434} tii[33,237] := {405, 406} tii[33,238] := {898, 899, 1183, 1184} tii[33,239] := {450} tii[33,240] := {276, 667, 1325, 1444} tii[33,241] := {1206} tii[33,242] := {639} tii[33,243] := {368, 369} tii[33,244] := {459, 460, 965, 966} tii[33,245] := {310, 1283} tii[33,246] := {747} tii[33,247] := {991, 992, 1288, 1289} tii[33,248] := {160, 494, 1190, 1456} tii[33,249] := {357, 700} tii[33,250] := {1126, 1355} tii[33,251] := {322, 323, 774, 775} tii[33,252] := {584, 585} tii[33,253] := {600, 977} tii[33,254] := {434, 824, 1415, 1457} tii[33,255] := {698, 699, 1111, 1112} tii[33,256] := {891} tii[33,257] := {194, 440, 1193, 1384} tii[33,258] := {620, 621, 1446, 1465} tii[33,259] := {957, 1255} tii[33,260] := {104, 346, 1046, 1422} tii[33,261] := {921, 922, 923, 924} tii[33,262] := {287, 1119} tii[33,263] := {829} tii[33,264] := {149} tii[33,265] := {750, 751} tii[33,266] := {601} tii[33,267] := {176} tii[33,268] := {174, 1202} tii[33,269] := {267} tii[33,270] := {275, 608, 1042, 1330} tii[33,271] := {371, 372} tii[33,272] := {983} tii[33,273] := {570, 571, 907, 908} tii[33,274] := {93, 282, 1120, 1351} tii[33,275] := {423} tii[33,276] := {433, 795, 1241, 1389} tii[33,277] := {586, 587} tii[33,278] := {830, 1161} tii[33,279] := {798} tii[33,280] := {158, 475, 1204, 1401} tii[33,281] := {949} tii[33,282] := {365} tii[33,283] := {90, 1038} tii[33,284] := {546, 547} tii[33,285] := {652, 653, 1139, 1140} tii[33,286] := {291} tii[33,287] := {677, 678, 1069, 1070} tii[33,288] := {793, 1144} tii[33,289] := {83, 327, 1024, 1431} tii[33,290] := {782, 783} tii[33,291] := {44, 163, 939, 1244} tii[33,292] := {217, 509} tii[33,293] := {635, 999} tii[33,294] := {279, 627, 1347, 1432} tii[33,295] := {581} tii[33,296] := {490, 491, 970, 971} tii[33,297] := {900, 901, 1257, 1258} tii[33,298] := {19, 109, 752, 1306} tii[33,299] := {462, 1145} tii[33,300] := {437, 438, 1407, 1455} tii[33,301] := {602, 978} tii[33,302] := {1103, 1104, 1105, 1106} tii[33,303] := {424} tii[33,304] := {82, 609, 1036, 1365} tii[33,305] := {744, 745} tii[33,306] := {680, 681, 1141, 1142} tii[33,307] := {288, 616} tii[33,308] := {37, 432, 832, 1413} tii[33,309] := {973, 974} tii[33,310] := {161, 796, 1237, 1414} tii[33,311] := {175, 794} tii[33,312] := {284, 622, 1332, 1447} tii[33,313] := {1251, 1252, 1253, 1254} tii[33,314] := {16, 283, 658, 1356} tii[33,315] := {441, 797, 1409, 1410} tii[33,316] := {529} tii[33,317] := {1194, 1399} tii[33,318] := {1123} tii[33,319] := {12} tii[33,320] := {354} tii[33,321] := {154} tii[33,322] := {1047, 1328} tii[33,323] := {954} tii[33,324] := {540} tii[33,325] := {56, 57} tii[33,326] := {776} tii[33,327] := {875, 1169, 1223, 1385} tii[33,328] := {142, 143} tii[33,329] := {33} tii[33,330] := {839, 1397} tii[33,331] := {214} tii[33,332] := {537, 538} tii[33,333] := {1113} tii[33,334] := {270} tii[33,335] := {78} tii[33,336] := {662, 1426} tii[33,337] := {360} tii[33,338] := {753} tii[33,339] := {854, 1209} tii[33,340] := {382} tii[33,341] := {122, 123} tii[33,342] := {1199} tii[33,343] := {375, 376} tii[33,344] := {455, 456, 871, 872} tii[33,345] := {156} tii[33,346] := {482, 818, 1398, 1459} tii[33,347] := {258, 259} tii[33,348] := {576} tii[33,349] := {670, 1001, 1062, 1299} tii[33,350] := {1114, 1348} tii[33,351] := {245, 246, 513, 514} tii[33,352] := {694, 695, 1018, 1019} tii[33,353] := {228, 229} tii[33,354] := {473, 1373} tii[33,355] := {446} tii[33,356] := {1039} tii[33,357] := {549} tii[33,358] := {301, 302, 767, 768} tii[33,359] := {804, 1157, 1158, 1378} tii[33,360] := {401, 402} tii[33,361] := {326, 625, 1318, 1435} tii[33,362] := {418, 785} tii[33,363] := {941, 1245} tii[33,364] := {687} tii[33,365] := {191, 192, 574, 575} tii[33,366] := {507, 508, 929, 930} tii[33,367] := {200, 519, 1210, 1451} tii[33,368] := {754, 1101} tii[33,369] := {718, 719, 720, 721} tii[33,370] := {1021} tii[33,371] := {114} tii[33,372] := {218, 933} tii[33,373] := {75} tii[33,374] := {655, 1132} tii[33,375] := {556} tii[33,376] := {550, 551} tii[33,377] := {419} tii[33,378] := {129} tii[33,379] := {1149} tii[33,380] := {220} tii[33,381] := {126, 1034} tii[33,382] := {151} tii[33,383] := {171, 476, 848, 1214} tii[33,384] := {231, 232} tii[33,385] := {1022, 1294} tii[33,386] := {479, 815, 967, 1247} tii[33,387] := {393} tii[33,388] := {388, 389, 702, 703} tii[33,389] := {62, 205, 934, 1239} tii[33,390] := {273} tii[33,391] := {334, 629, 1081, 1303} tii[33,392] := {403, 404} tii[33,393] := {984} tii[33,394] := {308, 1326} tii[33,395] := {845} tii[33,396] := {746} tii[33,397] := {224} tii[33,398] := {289} tii[33,399] := {366, 367} tii[33,400] := {457, 458, 963, 964} tii[33,401] := {230} tii[33,402] := {88, 387, 1035, 1321} tii[33,403] := {58, 844} tii[33,404] := {483, 484, 883, 884} tii[33,405] := {610, 993, 1066, 1339} tii[33,406] := {598, 976} tii[33,407] := {835, 1165} tii[33,408] := {582, 583} tii[33,409] := {735, 1088} tii[33,410] := {193, 439, 1268, 1420} tii[33,411] := {42, 251, 831, 1379} tii[33,412] := {150, 407} tii[33,413] := {396} tii[33,414] := {497} tii[33,415] := {320, 321, 772, 773} tii[33,416] := {696, 697, 1108, 1109} tii[33,417] := {27, 111, 733, 1087} tii[33,418] := {196, 528, 1236, 1380} tii[33,419] := {656, 1276} tii[33,420] := {420, 788} tii[33,421] := {557, 914} tii[33,422] := {103, 345, 1133, 1438} tii[33,423] := {11, 73, 552, 1176} tii[33,424] := {917, 918, 919, 920} tii[33,425] := {347, 348, 1331, 1428} tii[33,426] := {799} tii[33,427] := {168} tii[33,428] := {40, 477, 843, 1272} tii[33,429] := {292} tii[33,430] := {544, 545} tii[33,431] := {428, 808, 1226, 1412} tii[33,432] := {486, 487, 968, 969} tii[33,433] := {637, 1000} tii[33,434] := {17, 329, 633, 1344} tii[33,435] := {331} tii[33,436] := {780, 781} tii[33,437] := {102, 630, 1078, 1345} tii[33,438] := {219, 510} tii[33,439] := {466, 1147} tii[33,440] := {162, 515, 1213, 1460} tii[33,441] := {127, 628} tii[33,442] := {210, 523, 1216, 1411} tii[33,443] := {380, 711} tii[33,444] := {1097, 1098, 1099, 1100} tii[33,445] := {6, 206, 464, 1248} tii[33,446] := {309, 1015} tii[33,447] := {352, 631, 1334, 1335} tii[33,448] := {32} tii[33,449] := {268} tii[33,450] := {77} tii[33,451] := {373, 748} tii[33,452] := {120, 121} tii[33,453] := {155} tii[33,454] := {244, 511, 569, 906} tii[33,455] := {256, 257} tii[33,456] := {226, 227} tii[33,457] := {130, 1037} tii[33,458] := {118} tii[33,459] := {299, 300, 765, 766} tii[33,460] := {548} tii[33,461] := {315, 676, 682, 1068} tii[33,462] := {399, 400} tii[33,463] := {69, 211, 936, 1243} tii[33,464] := {416, 784} tii[33,465] := {253} tii[33,466] := {189, 190, 572, 573} tii[33,467] := {505, 506, 926, 927} tii[33,468] := {28, 147, 749, 1304} tii[33,469] := {269, 593} tii[33,470] := {714, 715, 716, 717} tii[33,471] := {451} tii[33,472] := {55} tii[33,473] := {89, 640, 669, 1130} tii[33,474] := {363, 364} tii[33,475] := {188, 495, 881, 1224} tii[33,476] := {316, 317, 770, 771} tii[33,477] := {359, 701} tii[33,478] := {43, 442, 496, 1234} tii[33,479] := {141} tii[33,480] := {579, 580} tii[33,481] := {197, 827, 892, 1235} tii[33,482] := {236, 825} tii[33,483] := {48, 262, 860, 1386} tii[33,484] := {153, 412} tii[33,485] := {910, 911, 912, 913} tii[33,486] := {349, 722, 1054, 1337} tii[33,487] := {21, 303, 342, 1092} tii[33,488] := {131, 724} tii[33,489] := {526, 828, 1220, 1221} tii[33,490] := {222, 543} tii[33,491] := {187, 485, 878, 879} tii[33,492] := {395, 779} tii[33,493] := {49, 463, 512, 1172} tii[33,494] := {708, 709, 1095, 1096} tii[33,495] := {723, 1014, 1059, 1336} tii[33,496] := {213} tii[33,497] := {148} tii[33,498] := {242, 243} tii[33,499] := {216} tii[33,500] := {1031, 1032} tii[33,501] := {362} tii[33,502] := {757} tii[33,503] := {74} tii[33,504] := {862, 863} tii[33,505] := {578} tii[33,506] := {132, 133} tii[33,507] := {674, 675, 1005, 1006} tii[33,508] := {223} tii[33,509] := {665, 666} tii[33,510] := {183, 184} tii[33,511] := {492, 493, 821, 822} tii[33,512] := {398} tii[33,513] := {337, 338, 712, 713} tii[33,514] := {215} tii[33,515] := {445, 1188} tii[33,516] := {30} tii[33,517] := {857, 858} tii[33,518] := {361} tii[33,519] := {755} tii[33,520] := {306, 1282} tii[33,521] := {60, 61} tii[33,522] := {672, 673, 1003, 1004} tii[33,523] := {577} tii[33,524] := {182, 436, 1189, 1382} tii[33,525] := {117} tii[33,526] := {447} tii[33,527] := {180, 1151} tii[33,528] := {470, 471} tii[33,529] := {1040} tii[33,530] := {94, 95} tii[33,531] := {805, 806, 1159, 1160} tii[33,532] := {943, 1246} tii[33,533] := {324, 325, 623, 624} tii[33,534] := {100, 286, 1030, 1298} tii[33,535] := {255} tii[33,536] := {688} tii[33,537] := {47, 209, 859, 1368} tii[33,538] := {756, 1102} tii[33,539] := {198, 199, 517, 518} tii[33,540] := {290} tii[33,541] := {92, 985} tii[33,542] := {185, 186} tii[33,543] := {611, 612, 994, 995} tii[33,544] := {498} tii[33,545] := {45, 165, 838, 1166} tii[33,546] := {280, 281, 706, 707} tii[33,547] := {22, 110, 661, 1278} tii[33,548] := {559, 915} tii[33,549] := {8, 166, 472, 1179} tii[33,550] := {54} tii[33,551] := {461, 950} tii[33,552] := {15} tii[33,553] := {116} tii[33,554] := {378} tii[33,555] := {312, 617, 769, 1091} tii[33,556] := {35, 36} tii[33,557] := {252} tii[33,558] := {177, 1205} tii[33,559] := {79} tii[33,560] := {167} tii[33,561] := {642} tii[33,562] := {384, 385} tii[33,563] := {427, 807, 880, 1227} tii[33,564] := {63, 64} tii[33,565] := {99, 285, 1122, 1354} tii[33,566] := {157} tii[33,567] := {249, 250, 524, 525} tii[33,568] := {535, 903} tii[33,569] := {330} tii[33,570] := {46, 208, 951, 1390} tii[33,571] := {379, 710} tii[33,572] := {144, 145, 413, 414} tii[33,573] := {603} tii[33,574] := {87} tii[33,575] := {225} tii[33,576] := {41, 847} tii[33,577] := {488, 489, 889, 890} tii[33,578] := {277, 613, 1067, 1338} tii[33,579] := {137, 138} tii[33,580] := {18, 85, 741, 1090} tii[33,581] := {444, 813} tii[33,582] := {195} tii[33,583] := {397} tii[33,584] := {305, 981} tii[33,585] := {84, 343, 1050, 1436} tii[33,586] := {201, 202, 591, 592} tii[33,587] := {237, 516} tii[33,588] := {7, 50, 555, 1182} tii[33,589] := {422, 789} tii[33,590] := {178, 823} tii[33,591] := {1, 86, 386, 1110} tii[33,592] := {39} tii[33,593] := {159, 431, 882, 1225} tii[33,594] := {247, 248} tii[33,595] := {101} tii[33,596] := {38, 207, 861, 1388} tii[33,597] := {128, 344} tii[33,598] := {339, 340, 786, 787} tii[33,599] := {91, 626} tii[33,600] := {5, 164, 474, 1256} tii[33,601] := {4} tii[33,602] := {13, 14} tii[33,603] := {34} tii[33,604] := {239, 240} tii[33,605] := {25, 26} tii[33,606] := {81} tii[33,607] := {139, 140, 350, 351} tii[33,608] := {71, 72, 264, 265} tii[33,609] := {119} tii[33,610] := {24, 644} tii[33,611] := {67, 68} tii[33,612] := {318, 319, 685, 686} tii[33,613] := {254} tii[33,614] := {10, 51, 539, 905} tii[33,615] := {105, 106, 410, 411} tii[33,616] := {271, 594} tii[33,617] := {3, 29, 377, 1017} tii[33,618] := {0, 52, 241, 928} tii[33,619] := {23} tii[33,620] := {96, 328, 679, 1065} tii[33,621] := {135, 136} tii[33,622] := {70} tii[33,623] := {20, 146, 657, 1302} tii[33,624] := {203, 204, 589, 590} tii[33,625] := {80, 263} tii[33,626] := {2, 112, 311, 1107} tii[33,627] := {59, 527} tii[33,628] := {65, 66} tii[33,629] := {107, 108, 408, 409} tii[33,630] := {9, 179, 212, 925} cell#167 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {598} tii[25,2] := {915} tii[25,3] := {643, 857} tii[25,4] := {717} tii[25,5] := {353} tii[25,6] := {983} tii[25,7] := {862, 989} tii[25,8] := {967, 1043} tii[25,9] := {642, 910} tii[25,10] := {825} tii[25,11] := {613} tii[25,12] := {1035} tii[25,13] := {399, 726} tii[25,14] := {861, 1012} tii[25,15] := {572, 812} tii[25,16] := {966, 1062} tii[25,17] := {908} tii[25,18] := {1070} tii[25,19] := {820} tii[25,20] := {1006, 1007} tii[25,21] := {877, 878} tii[25,22] := {1056, 1057} tii[25,23] := {1092} tii[25,24] := {1103, 1104} tii[25,25] := {597} tii[25,26] := {757, 758} tii[25,27] := {914} tii[25,28] := {234} tii[25,29] := {920, 945} tii[25,30] := {993, 1021} tii[25,31] := {514, 823} tii[25,32] := {645, 854} tii[25,33] := {716} tii[25,34] := {479} tii[25,35] := {142} tii[25,36] := {410, 654} tii[25,37] := {982} tii[25,38] := {275, 606} tii[25,39] := {765, 946} tii[25,40] := {836, 1011} tii[25,41] := {508, 806} tii[25,42] := {436, 701} tii[25,43] := {896, 1022} tii[25,44] := {930, 1061} tii[25,45] := {599, 935} tii[25,46] := {822} tii[25,47] := {233} tii[25,48] := {476, 858} tii[25,49] := {97, 347} tii[25,50] := {1033} tii[25,51] := {715} tii[25,52] := {940, 941} tii[25,53] := {773, 1050} tii[25,54] := {580, 963} tii[25,55] := {358, 753} tii[25,56] := {204, 445} tii[25,57] := {783, 784} tii[25,58] := {1016, 1017} tii[25,59] := {904, 1087} tii[25,60] := {339} tii[25,61] := {657, 1077} tii[25,62] := {1069} tii[25,63] := {554, 1046} tii[25,64] := {427, 428} tii[25,65] := {1082, 1083} tii[25,66] := {809, 1107} tii[25,67] := {906, 1113} tii[25,68] := {641, 855} tii[25,69] := {824} tii[25,70] := {1034} tii[25,71] := {612} tii[25,72] := {398, 660} tii[25,73] := {860, 987} tii[25,74] := {571, 746} tii[25,75] := {965, 1041} tii[25,76] := {754, 759} tii[25,77] := {909} tii[25,78] := {480} tii[25,79] := {648, 662} tii[25,80] := {1071} tii[25,81] := {821} tii[25,82] := {1008, 1009} tii[25,83] := {276, 536} tii[25,84] := {921, 942} tii[25,85] := {749, 800} tii[25,86] := {512, 549} tii[25,87] := {879, 880} tii[25,88] := {1058, 1059} tii[25,89] := {437, 633} tii[25,90] := {994, 1018} tii[25,91] := {602} tii[25,92] := {392, 409} tii[25,93] := {865, 1003} tii[25,94] := {1093} tii[25,95] := {267, 301} tii[25,96] := {791, 936} tii[25,97] := {688, 689} tii[25,98] := {1105, 1106} tii[25,99] := {506, 565} tii[25,100] := {970, 1053} tii[25,101] := {452, 665} tii[25,102] := {1030, 1079} tii[25,103] := {934} tii[25,104] := {1078} tii[25,105] := {852} tii[25,106] := {1039, 1040} tii[25,107] := {925, 926} tii[25,108] := {1073, 1074} tii[25,109] := {761} tii[25,110] := {988, 1072} tii[25,111] := {1098} tii[25,112] := {928, 1038} tii[25,113] := {1109, 1110} tii[25,114] := {844, 845} tii[25,115] := {1042, 1094} tii[25,116] := {747, 924} tii[25,117] := {1075, 1108} tii[25,118] := {1112} tii[25,119] := {1117, 1118} tii[25,120] := {1111, 1119} tii[25,121] := {131} tii[25,122] := {236} tii[25,123] := {345} tii[25,124] := {498} tii[25,125] := {222} tii[25,126] := {515, 760} tii[25,127] := {75} tii[25,128] := {352} tii[25,129] := {235} tii[25,130] := {473} tii[25,131] := {766, 923} tii[25,132] := {279, 542} tii[25,133] := {157} tii[25,134] := {623} tii[25,135] := {897, 996} tii[25,136] := {440, 638} tii[25,137] := {337} tii[25,138] := {386, 719} tii[25,139] := {475} tii[25,140] := {225} tii[25,141] := {274, 610} tii[25,142] := {350} tii[25,143] := {604} tii[25,144] := {175, 478} tii[25,145] := {656, 869} tii[25,146] := {367} tii[25,147] := {189, 488} tii[25,148] := {435, 708} tii[25,149] := {735} tii[25,150] := {311, 582} tii[25,151] := {808, 974} tii[25,152] := {723} tii[25,153] := {468} tii[25,154] := {770, 771} tii[25,155] := {833} tii[25,156] := {560, 561} tii[25,157] := {680, 681} tii[25,158] := {901, 902} tii[25,159] := {977, 978} tii[25,160] := {519, 756} tii[25,161] := {338} tii[25,162] := {401, 668} tii[25,163] := {77} tii[25,164] := {482} tii[25,165] := {286, 529} tii[25,166] := {140} tii[25,167] := {737, 944} tii[25,168] := {605} tii[25,169] := {574, 752} tii[25,170] := {376, 697} tii[25,171] := {255} tii[25,172] := {846, 1020} tii[25,173] := {736} tii[25,174] := {466, 853} tii[25,175] := {465} tii[25,176] := {516, 826} tii[25,177] := {528, 776} tii[25,178] := {608} tii[25,179] := {278, 611} tii[25,180] := {141} tii[25,181] := {346, 762} tii[25,182] := {342} tii[25,183] := {481} tii[25,184] := {76} tii[25,185] := {45, 231} tii[25,186] := {397, 730} tii[25,187] := {659, 1010} tii[25,188] := {186, 400} tii[25,189] := {767, 951} tii[25,190] := {725} tii[25,191] := {414, 674} tii[25,192] := {439, 709} tii[25,193] := {444, 893} tii[25,194] := {240, 639} tii[25,195] := {495} tii[25,196] := {696, 851} tii[25,197] := {158} tii[25,198] := {119, 318} tii[25,199] := {293, 617} tii[25,200] := {570, 818} tii[25,201] := {811, 1060} tii[25,202] := {263, 573} tii[25,203] := {835} tii[25,204] := {898, 1027} tii[25,205] := {179, 485} tii[25,206] := {223} tii[25,207] := {532, 1047} tii[25,208] := {137} tii[25,209] := {828} tii[25,210] := {866, 867} tii[25,211] := {144, 525} tii[25,212] := {601} tii[25,213] := {788, 929} tii[25,214] := {114, 365} tii[25,215] := {423, 999} tii[25,216] := {304, 305} tii[25,217] := {315, 594} tii[25,218] := {792, 793} tii[25,219] := {252} tii[25,220] := {917} tii[25,221] := {83, 389} tii[25,222] := {686, 687} tii[25,223] := {700, 1084} tii[25,224] := {220, 693} tii[25,225] := {971, 972} tii[25,226] := {819, 1099} tii[25,227] := {458, 459} tii[25,228] := {127, 779} tii[25,229] := {1031, 1032} tii[25,230] := {520, 755} tii[25,231] := {596} tii[25,232] := {527, 831} tii[25,233] := {729} tii[25,234] := {232} tii[25,235] := {405, 649} tii[25,236] := {471} tii[25,237] := {738, 943} tii[25,238] := {830} tii[25,239] := {96, 284} tii[25,240] := {416, 731} tii[25,241] := {695, 905} tii[25,242] := {502, 801} tii[25,243] := {295, 513} tii[25,244] := {621} tii[25,245] := {847, 1019} tii[25,246] := {919} tii[25,247] := {203, 374} tii[25,248] := {171, 184} tii[25,249] := {658, 1004} tii[25,250] := {720} tii[25,251] := {344} tii[25,252] := {287, 524} tii[25,253] := {913} tii[25,254] := {949, 950} tii[25,255] := {340} tii[25,256] := {299, 615} tii[25,257] := {787, 962} tii[25,258] := {796, 797} tii[25,259] := {93, 115} tii[25,260] := {555, 937} tii[25,261] := {986} tii[25,262] := {377, 692} tii[25,263] := {198, 388} tii[25,264] := {429, 430} tii[25,265] := {259, 307} tii[25,266] := {810, 1054} tii[25,267] := {497} tii[25,268] := {890, 891} tii[25,269] := {1025, 1026} tii[25,270] := {122, 282} tii[25,271] := {324, 778} tii[25,272] := {213, 407} tii[25,273] := {907, 1080} tii[25,274] := {712, 713} tii[25,275] := {1067, 1068} tii[25,276] := {390} tii[25,277] := {739, 1048} tii[25,278] := {980} tii[25,279] := {956, 957} tii[25,280] := {499, 500} tii[25,281] := {627, 1000} tii[25,282] := {1036} tii[25,283] := {848, 1085} tii[25,284] := {375, 624} tii[25,285] := {933, 1100} tii[25,286] := {1088, 1089} tii[25,287] := {503, 953} tii[25,288] := {998, 1114} tii[25,289] := {221} tii[25,290] := {351} tii[25,291] := {531, 540} tii[25,292] := {74} tii[25,293] := {472} tii[25,294] := {635, 699} tii[25,295] := {156} tii[25,296] := {622} tii[25,297] := {336} tii[25,298] := {385, 718} tii[25,299] := {474} tii[25,300] := {224} tii[25,301] := {653, 661} tii[25,302] := {289, 530} tii[25,303] := {349} tii[25,304] := {31} tii[25,305] := {603} tii[25,306] := {174, 477} tii[25,307] := {273, 609} tii[25,308] := {655, 868} tii[25,309] := {366} tii[25,310] := {546, 548} tii[25,311] := {381, 698} tii[25,312] := {748, 805} tii[25,313] := {86} tii[25,314] := {734} tii[25,315] := {310, 581} tii[25,316] := {188, 487} tii[25,317] := {434, 707} tii[25,318] := {807, 973} tii[25,319] := {722} tii[25,320] := {70} tii[25,321] := {239, 651} tii[25,322] := {98, 355} tii[25,323] := {467} tii[25,324] := {768, 769} tii[25,325] := {840, 886} tii[25,326] := {832} tii[25,327] := {149, 518} tii[25,328] := {335, 803} tii[25,329] := {53, 244} tii[25,330] := {152} tii[25,331] := {558, 559} tii[25,332] := {205, 461} tii[25,333] := {678, 679} tii[25,334] := {899, 900} tii[25,335] := {216, 874} tii[25,336] := {326, 327} tii[25,337] := {975, 976} tii[25,338] := {640, 646} tii[25,339] := {464} tii[25,340] := {534, 764} tii[25,341] := {395, 727} tii[25,342] := {607} tii[25,343] := {348} tii[25,344] := {173, 406} tii[25,345] := {10} tii[25,346] := {522, 535} tii[25,347] := {341} tii[25,348] := {837, 859} tii[25,349] := {724} tii[25,350] := {309, 504} tii[25,351] := {417, 673} tii[25,352] := {630, 895} tii[25,353] := {41} tii[25,354] := {291, 616} tii[25,355] := {568, 813} tii[25,356] := {384, 418} tii[25,357] := {631, 690} tii[25,358] := {494} tii[25,359] := {931, 964} tii[25,360] := {834} tii[25,361] := {270, 288} tii[25,362] := {46, 238} tii[25,363] := {354, 763} tii[25,364] := {600} tii[25,365] := {226} tii[25,366] := {30} tii[25,367] := {827} tii[25,368] := {863, 864} tii[25,369] := {469} tii[25,370] := {772, 939} tii[25,371] := {391, 411} tii[25,372] := {302, 551} tii[25,373] := {168, 199} tii[25,374] := {191, 486} tii[25,375] := {675, 887} tii[25,376] := {741, 961} tii[25,377] := {684, 685} tii[25,378] := {379, 431} tii[25,379] := {21, 148} tii[25,380] := {85} tii[25,381] := {916} tii[25,382] := {460, 894} tii[25,383] := {243, 644} tii[25,384] := {120, 334} tii[25,385] := {682, 856} tii[25,386] := {562, 563} tii[25,387] := {368} tii[25,388] := {789, 790} tii[25,389] := {968, 969} tii[25,390] := {266, 303} tii[25,391] := {509, 564} tii[25,392] := {903, 1015} tii[25,393] := {325, 537} tii[25,394] := {159, 533} tii[25,395] := {323, 955} tii[25,396] := {583, 584} tii[25,397] := {214, 215} tii[25,398] := {180, 209} tii[25,399] := {457, 664} tii[25,400] := {1028, 1029} tii[25,401] := {979, 1051} tii[25,402] := {172, 185} tii[25,403] := {69} tii[25,404] := {838, 1005} tii[25,405] := {521} tii[25,406] := {911} tii[25,407] := {52, 241} tii[25,408] := {94, 116} tii[25,409] := {683, 1014} tii[25,410] := {881, 882} tii[25,411] := {151} tii[25,412] := {261, 308} tii[25,413] := {743, 938} tii[25,414] := {984} tii[25,415] := {932, 1055} tii[25,416] := {628, 629} tii[25,417] := {217, 408} tii[25,418] := {442, 1013} tii[25,419] := {48, 64} tii[25,420] := {505, 740} tii[25,421] := {997, 1081} tii[25,422] := {321, 322} tii[25,423] := {1063, 1064} tii[25,424] := {632, 872} tii[25,425] := {262, 543} tii[25,426] := {1045, 1102} tii[25,427] := {595} tii[25,428] := {728} tii[25,429] := {526, 774} tii[25,430] := {470} tii[25,431] := {829} tii[25,432] := {620} tii[25,433] := {415, 672} tii[25,434] := {694, 849} tii[25,435] := {918} tii[25,436] := {912} tii[25,437] := {523, 541} tii[25,438] := {343} tii[25,439] := {947, 948} tii[25,440] := {721} tii[25,441] := {298, 545} tii[25,442] := {786, 927} tii[25,443] := {985} tii[25,444] := {636, 691} tii[25,445] := {387, 425} tii[25,446] := {798, 799} tii[25,447] := {496} tii[25,448] := {888, 889} tii[25,449] := {1023, 1024} tii[25,450] := {281, 316} tii[25,451] := {589, 777} tii[25,452] := {710, 711} tii[25,453] := {1065, 1066} tii[25,454] := {647} tii[25,455] := {227} tii[25,456] := {922, 1049} tii[25,457] := {981} tii[25,458] := {193, 419} tii[25,459] := {841, 883} tii[25,460] := {958, 959} tii[25,461] := {744, 745} tii[25,462] := {842, 1001} tii[25,463] := {369} tii[25,464] := {1037} tii[25,465] := {995, 1086} tii[25,466] := {634, 839} tii[25,467] := {181, 208} tii[25,468] := {704, 870} tii[25,469] := {585, 586} tii[25,470] := {1090, 1091} tii[25,471] := {1044, 1101} tii[25,472] := {750, 954} tii[25,473] := {507, 782} tii[25,474] := {1076, 1115} tii[25,475] := {1002} tii[25,476] := {991, 992} tii[25,477] := {1052} tii[25,478] := {850, 990} tii[25,479] := {1095, 1096} tii[25,480] := {1097, 1116} tii[25,481] := {34} tii[25,482] := {89} tii[25,483] := {73} tii[25,484] := {33} tii[25,485] := {176, 413} tii[25,486] := {35} tii[25,487] := {88} tii[25,488] := {155} tii[25,489] := {312, 511} tii[25,490] := {72} tii[25,491] := {100, 357} tii[25,492] := {242} tii[25,493] := {154} tii[25,494] := {207, 463} tii[25,495] := {55, 246} tii[25,496] := {330, 331} tii[25,497] := {139} tii[25,498] := {396, 663} tii[25,499] := {32} tii[25,500] := {106, 277} tii[25,501] := {80} tii[25,502] := {254} tii[25,503] := {292, 550} tii[25,504] := {569, 751} tii[25,505] := {87} tii[25,506] := {165, 438} tii[25,507] := {136} tii[25,508] := {99, 356} tii[25,509] := {78, 393} tii[25,510] := {178, 484} tii[25,511] := {71} tii[25,512] := {37} tii[25,513] := {362} tii[25,514] := {676, 843} tii[25,515] := {192, 426} tii[25,516] := {39, 268} tii[25,517] := {130, 566} tii[25,518] := {251} tii[25,519] := {206, 462} tii[25,520] := {153} tii[25,521] := {113, 364} tii[25,522] := {314, 593} tii[25,523] := {54, 245} tii[25,524] := {66, 666} tii[25,525] := {60, 257} tii[25,526] := {328, 329} tii[25,527] := {455, 456} tii[25,528] := {134} tii[25,529] := {107, 272} tii[25,530] := {491} tii[25,531] := {553, 795} tii[25,532] := {249} tii[25,533] := {110, 360} tii[25,534] := {166, 433} tii[25,535] := {58, 170} tii[25,536] := {129, 539} tii[25,537] := {577, 578} tii[25,538] := {26, 103} tii[25,539] := {450, 451} tii[25,540] := {167, 670} tii[25,541] := {404, 652} tii[25,542] := {230} tii[25,543] := {2} tii[25,544] := {294, 547} tii[25,545] := {501, 804} tii[25,546] := {145} tii[25,547] := {372} tii[25,548] := {15} tii[25,549] := {237, 650} tii[25,550] := {229} tii[25,551] := {17, 143} tii[25,552] := {280, 614} tii[25,553] := {9} tii[25,554] := {297, 557} tii[25,555] := {197, 421} tii[25,556] := {81} tii[25,557] := {625, 885} tii[25,558] := {492} tii[25,559] := {333, 802} tii[25,560] := {147, 517} tii[25,561] := {371} tii[25,562] := {196, 493} tii[25,563] := {441, 714} tii[25,564] := {40} tii[25,565] := {59, 219} tii[25,566] := {5, 82} tii[25,567] := {90, 402} tii[25,568] := {212, 873} tii[25,569] := {121, 373} tii[25,570] := {125, 126} tii[25,571] := {590, 591} tii[25,572] := {95, 105} tii[25,573] := {228} tii[25,574] := {187, 394} tii[25,575] := {29} tii[25,576] := {195, 489} tii[25,577] := {38} tii[25,578] := {44, 56} tii[25,579] := {677, 892} tii[25,580] := {556, 960} tii[25,581] := {84} tii[25,582] := {117, 300} tii[25,583] := {619} tii[25,584] := {264, 567} tii[25,585] := {118, 269} tii[25,586] := {163, 202} tii[25,587] := {370} tii[25,588] := {20, 146} tii[25,589] := {128, 285} tii[25,590] := {317, 952} tii[25,591] := {43, 283} tii[25,592] := {63, 258} tii[25,593] := {705, 706} tii[25,594] := {210, 211} tii[25,595] := {65, 183} tii[25,596] := {218, 667} tii[25,597] := {587, 588} tii[25,598] := {18, 25} tii[25,599] := {164, 412} tii[25,600] := {28, 104} tii[25,601] := {265, 781} tii[25,602] := {68} tii[25,603] := {626, 884} tii[25,604] := {733} tii[25,605] := {51, 190} tii[25,606] := {150} tii[25,607] := {443, 871} tii[25,608] := {319, 320} tii[25,609] := {47, 62} tii[25,610] := {816, 817} tii[25,611] := {260, 544} tii[25,612] := {378, 875} tii[25,613] := {138} tii[25,614] := {79} tii[25,615] := {253} tii[25,616] := {135} tii[25,617] := {177, 483} tii[25,618] := {420, 424} tii[25,619] := {36} tii[25,620] := {361} tii[25,621] := {250} tii[25,622] := {112, 363} tii[25,623] := {313, 592} tii[25,624] := {61, 256} tii[25,625] := {453, 454} tii[25,626] := {133} tii[25,627] := {271, 290} tii[25,628] := {200, 422} tii[25,629] := {12} tii[25,630] := {490} tii[25,631] := {109, 359} tii[25,632] := {552, 794} tii[25,633] := {248} tii[25,634] := {169, 201} tii[25,635] := {382, 432} tii[25,636] := {92, 403} tii[25,637] := {23, 160} tii[25,638] := {575, 576} tii[25,639] := {448, 449} tii[25,640] := {102, 124} tii[25,641] := {332, 538} tii[25,642] := {49, 67} tii[25,643] := {383, 669} tii[25,644] := {132} tii[25,645] := {108, 296} tii[25,646] := {3} tii[25,647] := {742, 785} tii[25,648] := {618} tii[25,649] := {247} tii[25,650] := {101, 123} tii[25,651] := {579, 775} tii[25,652] := {6, 91} tii[25,653] := {702, 703} tii[25,654] := {446, 447} tii[25,655] := {19, 27} tii[25,656] := {510, 780} tii[25,657] := {380, 671} tii[25,658] := {732} tii[25,659] := {814, 815} tii[25,660] := {637, 876} tii[25,661] := {11} tii[25,662] := {14} tii[25,663] := {111, 306} tii[25,664] := {22, 162} tii[25,665] := {57, 194} tii[25,666] := {13} tii[25,667] := {16, 182} tii[25,668] := {24, 161} tii[25,669] := {8, 50} tii[25,670] := {0} tii[25,671] := {1, 42} tii[25,672] := {4, 7} cell#168 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {609} tii[25,2] := {912} tii[25,3] := {644, 849} tii[25,4] := {718} tii[25,5] := {401} tii[25,6] := {981} tii[25,7] := {856, 986} tii[25,8] := {961, 1045} tii[25,9] := {643, 906} tii[25,10] := {820} tii[25,11] := {625} tii[25,12] := {1032} tii[25,13] := {431, 729} tii[25,14] := {855, 1009} tii[25,15] := {578, 807} tii[25,16] := {960, 1059} tii[25,17] := {904} tii[25,18] := {1069} tii[25,19] := {815} tii[25,20] := {1006, 1007} tii[25,21] := {873, 874} tii[25,22] := {1056, 1057} tii[25,23] := {1093} tii[25,24] := {1105, 1106} tii[25,25] := {608} tii[25,26] := {534, 935} tii[25,27] := {911} tii[25,28] := {297} tii[25,29] := {754, 1037} tii[25,30] := {888, 1078} tii[25,31] := {533, 819} tii[25,32] := {423, 1001} tii[25,33] := {717} tii[25,34] := {509} tii[25,35] := {211} tii[25,36] := {236, 864} tii[25,37] := {980} tii[25,38] := {325, 619} tii[25,39] := {753, 944} tii[25,40] := {648, 1073} tii[25,41] := {356, 929} tii[25,42] := {464, 700} tii[25,43] := {887, 1017} tii[25,44] := {800, 1100} tii[25,45] := {320, 1046} tii[25,46] := {817} tii[25,47] := {296} tii[25,48] := {232, 999} tii[25,49] := {158, 395} tii[25,50] := {1030} tii[25,51] := {714} tii[25,52] := {940, 941} tii[25,53] := {542, 1097} tii[25,54] := {352, 1041} tii[25,55] := {168, 1040} tii[25,56] := {257, 475} tii[25,57] := {778, 779} tii[25,58] := {1013, 1014} tii[25,59] := {695, 1113} tii[25,60] := {388} tii[25,61] := {652, 1110} tii[25,62] := {1067} tii[25,63] := {561, 1095} tii[25,64] := {454, 455} tii[25,65] := {1083, 1084} tii[25,66] := {804, 1118} tii[25,67] := {900, 1119} tii[25,68] := {422, 848} tii[25,69] := {607} tii[25,70] := {910} tii[25,71] := {396} tii[25,72] := {233, 654} tii[25,73] := {647, 985} tii[25,74] := {353, 745} tii[25,75] := {799, 1044} tii[25,76] := {319, 933} tii[25,77] := {716} tii[25,78] := {295} tii[25,79] := {231, 847} tii[25,80] := {979} tii[25,81] := {605} tii[25,82] := {853, 854} tii[25,83] := {157, 546} tii[25,84] := {541, 1035} tii[25,85] := {351, 921} tii[25,86] := {167, 920} tii[25,87] := {666, 667} tii[25,88] := {958, 959} tii[25,89] := {256, 639} tii[25,90] := {694, 1076} tii[25,91] := {387} tii[25,92] := {101, 645} tii[25,93] := {651, 1071} tii[25,94] := {1029} tii[25,95] := {66, 740} tii[25,96] := {560, 1034} tii[25,97] := {452, 453} tii[25,98] := {1052, 1053} tii[25,99] := {183, 741} tii[25,100] := {803, 1098} tii[25,101] := {273, 833} tii[25,102] := {899, 1111} tii[25,103] := {818} tii[25,104] := {1031} tii[25,105] := {715} tii[25,106] := {942, 943} tii[25,107] := {780, 781} tii[25,108] := {1015, 1016} tii[25,109] := {611} tii[25,110] := {857, 1005} tii[25,111] := {1068} tii[25,112] := {786, 937} tii[25,113] := {1085, 1086} tii[25,114] := {683, 684} tii[25,115] := {962, 1055} tii[25,116] := {583, 771} tii[25,117] := {1023, 1081} tii[25,118] := {1094} tii[25,119] := {1107, 1108} tii[25,120] := {1090, 1116} tii[25,121] := {198} tii[25,122] := {299} tii[25,123] := {394} tii[25,124] := {527} tii[25,125] := {283} tii[25,126] := {535, 750} tii[25,127] := {138} tii[25,128] := {400} tii[25,129] := {298} tii[25,130] := {503} tii[25,131] := {755, 917} tii[25,132] := {328, 548} tii[25,133] := {223} tii[25,134] := {634} tii[25,135] := {889, 997} tii[25,136] := {467, 642} tii[25,137] := {385} tii[25,138] := {425, 720} tii[25,139] := {506} tii[25,140] := {289} tii[25,141] := {324, 623} tii[25,142] := {398} tii[25,143] := {617} tii[25,144] := {235, 508} tii[25,145] := {650, 863} tii[25,146] := {414} tii[25,147] := {244, 517} tii[25,148] := {463, 707} tii[25,149] := {737} tii[25,150] := {355, 594} tii[25,151] := {802, 968} tii[25,152] := {726} tii[25,153] := {498} tii[25,154] := {761, 762} tii[25,155] := {830} tii[25,156] := {568, 569} tii[25,157] := {677, 678} tii[25,158] := {895, 896} tii[25,159] := {973, 974} tii[25,160] := {318, 934} tii[25,161] := {386} tii[25,162] := {432, 657} tii[25,163] := {141} tii[25,164] := {511} tii[25,165] := {159, 764} tii[25,166] := {208} tii[25,167] := {540, 1036} tii[25,168] := {618} tii[25,169] := {579, 749} tii[25,170] := {258, 841} tii[25,171] := {314} tii[25,172] := {693, 1077} tii[25,173] := {738} tii[25,174] := {228, 1000} tii[25,175] := {495} tii[25,176] := {536, 821} tii[25,177] := {539, 766} tii[25,178] := {621} tii[25,179] := {326, 624} tii[25,180] := {209} tii[25,181] := {155, 932} tii[25,182] := {392} tii[25,183] := {510} tii[25,184] := {139} tii[25,185] := {96, 294} tii[25,186] := {430, 732} tii[25,187] := {433, 1072} tii[25,188] := {98, 656} tii[25,189] := {756, 947} tii[25,190] := {728} tii[25,191] := {441, 665} tii[25,192] := {465, 709} tii[25,193] := {254, 991} tii[25,194] := {104, 990} tii[25,195] := {525} tii[25,196] := {692, 843} tii[25,197] := {224} tii[25,198] := {178, 366} tii[25,199] := {336, 629} tii[25,200] := {577, 811} tii[25,201] := {580, 1099} tii[25,202] := {180, 748} tii[25,203] := {832} tii[25,204] := {890, 1020} tii[25,205] := {240, 514} tii[25,206] := {284} tii[25,207] := {543, 1096} tii[25,208] := {205} tii[25,209] := {825} tii[25,210] := {860, 861} tii[25,211] := {58, 752} tii[25,212] := {612} tii[25,213] := {785, 923} tii[25,214] := {176, 411} tii[25,215] := {448, 1070} tii[25,216] := {343, 344} tii[25,217] := {360, 604} tii[25,218] := {789, 790} tii[25,219] := {311} tii[25,220] := {915} tii[25,221] := {36, 838} tii[25,222] := {685, 686} tii[25,223] := {696, 1112} tii[25,224] := {120, 839} tii[25,225] := {965, 966} tii[25,226] := {812, 1117} tii[25,227] := {486, 487} tii[25,228] := {193, 919} tii[25,229] := {1026, 1027} tii[25,230] := {154, 977} tii[25,231] := {606} tii[25,232] := {538, 827} tii[25,233] := {731} tii[25,234] := {140} tii[25,235] := {95, 903} tii[25,236] := {501} tii[25,237] := {329, 1050} tii[25,238] := {826} tii[25,239] := {53, 331} tii[25,240] := {442, 733} tii[25,241] := {691, 898} tii[25,242] := {177, 953} tii[25,243] := {60, 952} tii[25,244] := {632} tii[25,245] := {468, 1089} tii[25,246] := {916} tii[25,247] := {115, 421} tii[25,248] := {27, 426} tii[25,249] := {435, 1079} tii[25,250] := {721} tii[25,251] := {393} tii[25,252] := {55, 822} tii[25,253] := {909} tii[25,254] := {945, 946} tii[25,255] := {199} tii[25,256] := {339, 627} tii[25,257] := {784, 957} tii[25,258] := {793, 794} tii[25,259] := {16, 528} tii[25,260] := {342, 1047} tii[25,261] := {984} tii[25,262] := {117, 886} tii[25,263] := {33, 885} tii[25,264] := {252, 253} tii[25,265] := {69, 529} tii[25,266] := {582, 1109} tii[25,267] := {526} tii[25,268] := {882, 883} tii[25,269] := {1018, 1019} tii[25,270] := {20, 806} tii[25,271] := {189, 951} tii[25,272] := {125, 635} tii[25,273] := {712, 1114} tii[25,274] := {710, 711} tii[25,275] := {1064, 1065} tii[25,276] := {286} tii[25,277] := {545, 1048} tii[25,278] := {978} tii[25,279] := {954, 955} tii[25,280] := {348, 349} tii[25,281] := {450, 1002} tii[25,282] := {1033} tii[25,283] := {698, 1087} tii[25,284] := {266, 440} tii[25,285] := {814, 1101} tii[25,286] := {1091, 1092} tii[25,287] := {363, 949} tii[25,288] := {902, 1115} tii[25,289] := {282} tii[25,290] := {399} tii[25,291] := {327, 769} tii[25,292] := {137} tii[25,293] := {502} tii[25,294] := {466, 846} tii[25,295] := {222} tii[25,296] := {633} tii[25,297] := {384} tii[25,298] := {424, 719} tii[25,299] := {505} tii[25,300] := {288} tii[25,301] := {428, 866} tii[25,302] := {160, 768} tii[25,303] := {397} tii[25,304] := {83} tii[25,305] := {616} tii[25,306] := {234, 507} tii[25,307] := {323, 622} tii[25,308] := {649, 862} tii[25,309] := {413} tii[25,310] := {333, 777} tii[25,311] := {259, 845} tii[25,312] := {575, 931} tii[25,313] := {149} tii[25,314] := {736} tii[25,315] := {354, 592} tii[25,316] := {243, 516} tii[25,317] := {462, 706} tii[25,318] := {801, 967} tii[25,319] := {725} tii[25,320] := {133} tii[25,321] := {103, 852} tii[25,322] := {163, 402} tii[25,323] := {497} tii[25,324] := {759, 760} tii[25,325] := {670, 994} tii[25,326] := {829} tii[25,327] := {68, 926} tii[25,328] := {185, 927} tii[25,329] := {112, 303} tii[25,330] := {218} tii[25,331] := {566, 567} tii[25,332] := {262, 490} tii[25,333] := {675, 676} tii[25,334] := {893, 894} tii[25,335] := {276, 989} tii[25,336] := {373, 374} tii[25,337] := {971, 972} tii[25,338] := {229, 905} tii[25,339] := {494} tii[25,340] := {322, 948} tii[25,341] := {427, 730} tii[25,342] := {620} tii[25,343] := {210} tii[25,344] := {97, 436} tii[25,345] := {47} tii[25,346] := {156, 816} tii[25,347] := {391} tii[25,348] := {434, 1008} tii[25,349] := {727} tii[25,350] := {179, 531} tii[25,351] := {242, 872} tii[25,352] := {461, 998} tii[25,353] := {93} tii[25,354] := {334, 628} tii[25,355] := {574, 808} tii[25,356] := {105, 875} tii[25,357] := {255, 876} tii[25,358] := {524} tii[25,359] := {581, 1058} tii[25,360] := {831} tii[25,361] := {57, 537} tii[25,362] := {102, 300} tii[25,363] := {162, 938} tii[25,364] := {610} tii[25,365] := {290} tii[25,366] := {82} tii[25,367] := {824} tii[25,368] := {858, 859} tii[25,369] := {285} tii[25,370] := {544, 1049} tii[25,371] := {100, 722} tii[25,372] := {170, 775} tii[25,373] := {35, 636} tii[25,374] := {247, 515} tii[25,375] := {669, 881} tii[25,376] := {557, 1043} tii[25,377] := {681, 682} tii[25,378] := {119, 637} tii[25,379] := {67, 215} tii[25,380] := {148} tii[25,381] := {914} tii[25,382] := {261, 996} tii[25,383] := {111, 995} tii[25,384] := {184, 382} tii[25,385] := {449, 1003} tii[25,386] := {345, 346} tii[25,387] := {415} tii[25,388] := {787, 788} tii[25,389] := {963, 964} tii[25,390] := {65, 795} tii[25,391] := {182, 796} tii[25,392] := {697, 1088} tii[25,393] := {192, 739} tii[25,394] := {73, 928} tii[25,395] := {372, 1039} tii[25,396] := {595, 596} tii[25,397] := {274, 275} tii[25,398] := {41, 699} tii[25,399] := {272, 870} tii[25,400] := {1024, 1025} tii[25,401] := {813, 1102} tii[25,402] := {30, 500} tii[25,403] := {132} tii[25,404] := {653, 1004} tii[25,405] := {389} tii[25,406] := {907} tii[25,407] := {108, 301} tii[25,408] := {19, 572} tii[25,409] := {447, 1075} tii[25,410] := {877, 878} tii[25,411] := {217} tii[25,412] := {72, 573} tii[25,413] := {562, 936} tii[25,414] := {982} tii[25,415] := {805, 1054} tii[25,416] := {456, 457} tii[25,417] := {128, 662} tii[25,418] := {471, 1074} tii[25,419] := {11, 474} tii[25,420] := {364, 551} tii[25,421] := {901, 1080} tii[25,422] := {369, 370} tii[25,423] := {1060, 1061} tii[25,424] := {472, 867} tii[25,425] := {197, 550} tii[25,426] := {976, 1103} tii[25,427] := {383} tii[25,428] := {504} tii[25,429] := {321, 765} tii[25,430] := {287} tii[25,431] := {615} tii[25,432] := {412} tii[25,433] := {241, 664} tii[25,434] := {460, 842} tii[25,435] := {735} tii[25,436] := {724} tii[25,437] := {161, 751} tii[25,438] := {200} tii[25,439] := {757, 758} tii[25,440] := {496} tii[25,441] := {169, 553} tii[25,442] := {556, 922} tii[25,443] := {828} tii[25,444] := {260, 837} tii[25,445] := {110, 836} tii[25,446] := {564, 565} tii[25,447] := {306} tii[25,448] := {673, 674} tii[25,449] := {891, 892} tii[25,450] := {74, 744} tii[25,451] := {371, 918} tii[25,452] := {476, 477} tii[25,453] := {969, 970} tii[25,454] := {499} tii[25,455] := {131} tii[25,456] := {763, 939} tii[25,457] := {823} tii[25,458] := {107, 443} tii[25,459] := {446, 992} tii[25,460] := {782, 783} tii[25,461] := {570, 571} tii[25,462] := {679, 850} tii[25,463] := {216} tii[25,464] := {913} tii[25,465] := {897, 1012} tii[25,466] := {473, 661} tii[25,467] := {43, 638} tii[25,468] := {470, 987} tii[25,469] := {367, 368} tii[25,470] := {1021, 1022} tii[25,471] := {975, 1051} tii[25,472] := {590, 767} tii[25,473] := {380, 549} tii[25,474] := {1028, 1082} tii[25,475] := {908} tii[25,476] := {879, 880} tii[25,477] := {983} tii[25,478] := {701, 868} tii[25,479] := {1062, 1063} tii[25,480] := {1066, 1104} tii[25,481] := {86} tii[25,482] := {152} tii[25,483] := {136} tii[25,484] := {85} tii[25,485] := {237, 439} tii[25,486] := {87} tii[25,487] := {151} tii[25,488] := {221} tii[25,489] := {357, 532} tii[25,490] := {135} tii[25,491] := {165, 404} tii[25,492] := {302} tii[25,493] := {220} tii[25,494] := {264, 493} tii[25,495] := {114, 305} tii[25,496] := {377, 378} tii[25,497] := {207} tii[25,498] := {429, 655} tii[25,499] := {84} tii[25,500] := {54, 547} tii[25,501] := {143} tii[25,502] := {313} tii[25,503] := {335, 554} tii[25,504] := {576, 746} tii[25,505] := {150} tii[25,506] := {116, 641} tii[25,507] := {204} tii[25,508] := {164, 403} tii[25,509] := {28, 646} tii[25,510] := {239, 513} tii[25,511] := {134} tii[25,512] := {89} tii[25,513] := {408} tii[25,514] := {671, 835} tii[25,515] := {248, 451} tii[25,516] := {17, 742} tii[25,517] := {70, 743} tii[25,518] := {310} tii[25,519] := {263, 492} tii[25,520] := {219} tii[25,521] := {175, 410} tii[25,522] := {359, 602} tii[25,523] := {113, 304} tii[25,524] := {126, 834} tii[25,525] := {122, 316} tii[25,526] := {375, 376} tii[25,527] := {484, 485} tii[25,528] := {202} tii[25,529] := {15, 614} tii[25,530] := {521} tii[25,531] := {559, 792} tii[25,532] := {308} tii[25,533] := {172, 406} tii[25,534] := {39, 690} tii[25,535] := {7, 689} tii[25,536] := {79, 774} tii[25,537] := {588, 589} tii[25,538] := {3, 593} tii[25,539] := {480, 481} tii[25,540] := {130, 660} tii[25,541] := {230, 865} tii[25,542] := {293} tii[25,543] := {25} tii[25,544] := {166, 776} tii[25,545] := {350, 930} tii[25,546] := {213} tii[25,547] := {418} tii[25,548] := {52} tii[25,549] := {99, 851} tii[25,550] := {292} tii[25,551] := {56, 212} tii[25,552] := {330, 626} tii[25,553] := {46} tii[25,554] := {338, 563} tii[25,555] := {106, 663} tii[25,556] := {144} tii[25,557] := {445, 993} tii[25,558] := {522} tii[25,559] := {181, 925} tii[25,560] := {64, 924} tii[25,561] := {417} tii[25,562] := {251, 523} tii[25,563] := {469, 713} tii[25,564] := {92} tii[25,565] := {118, 279} tii[25,566] := {34, 145} tii[25,567] := {40, 840} tii[25,568] := {271, 988} tii[25,569] := {186, 419} tii[25,570] := {190, 191} tii[25,571] := {599, 600} tii[25,572] := {14, 390} tii[25,573] := {291} tii[25,574] := {29, 723} tii[25,575] := {80} tii[25,576] := {249, 518} tii[25,577] := {90} tii[25,578] := {6, 458} tii[25,579] := {672, 884} tii[25,580] := {340, 1042} tii[25,581] := {146} tii[25,582] := {63, 555} tii[25,583] := {631} tii[25,584] := {71, 798} tii[25,585] := {18, 797} tii[25,586] := {38, 459} tii[25,587] := {416} tii[25,588] := {61, 214} tii[25,589] := {78, 552} tii[25,590] := {361, 1038} tii[25,591] := {21, 747} tii[25,592] := {124, 317} tii[25,593] := {704, 705} tii[25,594] := {267, 268} tii[25,595] := {10, 708} tii[25,596] := {127, 871} tii[25,597] := {597, 598} tii[25,598] := {2, 365} tii[25,599] := {129, 437} tii[25,600] := {4, 603} tii[25,601] := {196, 772} tii[25,602] := {45} tii[25,603] := {250, 1011} tii[25,604] := {734} tii[25,605] := {31, 245} tii[25,606] := {91} tii[25,607] := {265, 1010} tii[25,608] := {187, 188} tii[25,609] := {8, 420} tii[25,610] := {809, 810} tii[25,611] := {195, 332} tii[25,612] := {277, 869} tii[25,613] := {206} tii[25,614] := {142} tii[25,615] := {312} tii[25,616] := {203} tii[25,617] := {238, 512} tii[25,618] := {246, 680} tii[25,619] := {88} tii[25,620] := {407} tii[25,621] := {309} tii[25,622] := {174, 409} tii[25,623] := {358, 601} tii[25,624] := {123, 315} tii[25,625] := {482, 483} tii[25,626] := {201} tii[25,627] := {59, 613} tii[25,628] := {109, 668} tii[25,629] := {49} tii[25,630] := {520} tii[25,631] := {171, 405} tii[25,632] := {558, 791} tii[25,633] := {307} tii[25,634] := {37, 687} tii[25,635] := {121, 688} tii[25,636] := {42, 844} tii[25,637] := {76, 225} tii[25,638] := {586, 587} tii[25,639] := {478, 479} tii[25,640] := {24, 591} tii[25,641] := {194, 773} tii[25,642] := {12, 489} tii[25,643] := {281, 659} tii[25,644] := {81} tii[25,645] := {62, 337} tii[25,646] := {26} tii[25,647] := {341, 956} tii[25,648] := {630} tii[25,649] := {147} tii[25,650] := {23, 530} tii[25,651] := {362, 950} tii[25,652] := {44, 153} tii[25,653] := {702, 703} tii[25,654] := {269, 270} tii[25,655] := {5, 381} tii[25,656] := {379, 770} tii[25,657] := {280, 438} tii[25,658] := {519} tii[25,659] := {584, 585} tii[25,660] := {488, 658} tii[25,661] := {48} tii[25,662] := {51} tii[25,663] := {173, 347} tii[25,664] := {75, 227} tii[25,665] := {32, 444} tii[25,666] := {50} tii[25,667] := {9, 640} tii[25,668] := {77, 226} tii[25,669] := {0, 491} tii[25,670] := {13} tii[25,671] := {22, 94} tii[25,672] := {1, 278} cell#169 , |C| = 588 special orbit = [5, 4, 4, 1, 1, 1, 1] special rep = [[2, 2], [2, 1, 1]] , dim = 420 cell rep = phi[[2, 2],[2, 1, 1]]+phi[[1],[3, 3, 1]] TII depth = 5 TII multiplicity polynomial = 252*X+168*X^2 TII subcells: tii[21,1] := {481} tii[21,2] := {276} tii[21,3] := {521} tii[21,4] := {465} tii[21,5] := {400} tii[21,6] := {550} tii[21,7] := {542} tii[21,8] := {431, 506} tii[21,9] := {488, 543} tii[21,10] := {568} tii[21,11] := {578} tii[21,12] := {569, 585} tii[21,13] := {215} tii[21,14] := {479} tii[21,15] := {414} tii[21,16] := {339} tii[21,17] := {159} tii[21,18] := {519} tii[21,19] := {75} tii[21,20] := {510} tii[21,21] := {352} tii[21,22] := {373, 459} tii[21,23] := {439, 513} tii[21,24] := {213} tii[21,25] := {548} tii[21,26] := {412} tii[21,27] := {161} tii[21,28] := {250, 346} tii[21,29] := {563} tii[21,30] := {130, 235} tii[21,31] := {319, 424} tii[21,32] := {549, 579} tii[21,33] := {458} tii[21,34] := {429, 515} tii[21,35] := {390} tii[21,36] := {536} tii[21,37] := {530} tii[21,38] := {403, 494} tii[21,39] := {469, 531} tii[21,40] := {328} tii[21,41] := {560} tii[21,42] := {495} tii[21,43] := {265} tii[21,44] := {572} tii[21,45] := {342, 447} tii[21,46] := {211, 336} tii[21,47] := {561, 583} tii[21,48] := {419, 497} tii[21,49] := {528} tii[21,50] := {281, 489} tii[21,51] := {214, 443} tii[21,52] := {502, 557} tii[21,53] := {360, 525} tii[21,54] := {413, 552} tii[21,55] := {576} tii[21,56] := {582} tii[21,57] := {577, 587} tii[21,58] := {573} tii[21,59] := {562, 584} tii[21,60] := {541, 586} tii[21,61] := {134} tii[21,62] := {318} tii[21,63] := {86} tii[21,64] := {189} tii[21,65] := {216} tii[21,66] := {379} tii[21,67] := {196} tii[21,68] := {415} tii[21,69] := {120} tii[21,70] := {261} tii[21,71] := {246} tii[21,72] := {275} tii[21,73] := {434} tii[21,74] := {312} tii[21,75] := {464} tii[21,76] := {218} tii[21,77] := {313, 408} tii[21,78] := {383} tii[21,79] := {185, 299} tii[21,80] := {384, 473} tii[21,81] := {505} tii[21,82] := {482, 545} tii[21,83] := {107} tii[21,84] := {132} tii[21,85] := {248} tii[21,86] := {171} tii[21,87] := {41} tii[21,88] := {288} tii[21,89] := {436} tii[21,90] := {255} tii[21,91] := {324} tii[21,92] := {156} tii[21,93] := {157} tii[21,94] := {308} tii[21,95] := {340} tii[21,96] := {227} tii[21,97] := {110} tii[21,98] := {485} tii[21,99] := {375, 460} tii[21,100] := {350} tii[21,101] := {111} tii[21,102] := {374} tii[21,103] := {511} tii[21,104] := {20} tii[21,105] := {284} tii[21,106] := {192, 285} tii[21,107] := {278} tii[21,108] := {175} tii[21,109] := {441, 514} tii[21,110] := {84, 177} tii[21,111] := {440} tii[21,112] := {365} tii[21,113] := {257, 366} tii[21,114] := {243, 364} tii[21,115] := {345} tii[21,116] := {315, 409} tii[21,117] := {406} tii[21,118] := {37} tii[21,119] := {540} tii[21,120] := {249, 357} tii[21,121] := {422} tii[21,122] := {371, 475} tii[21,123] := {26, 81} tii[21,124] := {522, 566} tii[21,125] := {386, 474} tii[21,126] := {437, 518} tii[21,127] := {204} tii[21,128] := {369} tii[21,129] := {341} tii[21,130] := {523} tii[21,131] := {394} tii[21,132] := {148} tii[21,133] := {430} tii[21,134] := {219, 331} tii[21,135] := {305, 423} tii[21,136] := {103, 207} tii[21,137] := {487} tii[21,138] := {294, 398} tii[21,139] := {162, 387} tii[21,140] := {446} tii[21,141] := {564} tii[21,142] := {457} tii[21,143] := {99} tii[21,144] := {370, 467} tii[21,145] := {551, 580} tii[21,146] := {106, 325} tii[21,147] := {401, 498} tii[21,148] := {64, 150} tii[21,149] := {232, 444} tii[21,150] := {512} tii[21,151] := {38, 202} tii[21,152] := {287, 491} tii[21,153] := {524, 567} tii[21,154] := {493} tii[21,155] := {456, 533} tii[21,156] := {410, 554} tii[21,157] := {187} tii[21,158] := {85} tii[21,159] := {119} tii[21,160] := {377} tii[21,161] := {195} tii[21,162] := {260} tii[21,163] := {104} tii[21,164] := {244} tii[21,165] := {274} tii[21,166] := {169} tii[21,167] := {432} tii[21,168] := {66} tii[21,169] := {310} tii[21,170] := {42} tii[21,171] := {463} tii[21,172] := {224} tii[21,173] := {311, 407} tii[21,174] := {217} tii[21,175] := {122} tii[21,176] := {381} tii[21,177] := {300} tii[21,178] := {382, 472} tii[21,179] := {184, 298} tii[21,180] := {282} tii[21,181] := {70} tii[21,182] := {252, 347} tii[21,183] := {504} tii[21,184] := {361} tii[21,185] := {51, 126} tii[21,186] := {188, 292} tii[21,187] := {480, 544} tii[21,188] := {321, 425} tii[21,189] := {378, 477} tii[21,190] := {62} tii[21,191] := {264} tii[21,192] := {306} tii[21,193] := {118} tii[21,194] := {277} tii[21,195] := {34} tii[21,196] := {483} tii[21,197] := {448} tii[21,198] := {279, 392} tii[21,199] := {167} tii[21,200] := {205} tii[21,201] := {372} tii[21,202] := {78} tii[21,203] := {358, 451} tii[21,204] := {236} tii[21,205] := {242, 363} tii[21,206] := {154, 269} tii[21,207] := {438} tii[21,208] := {221, 442} tii[21,209] := {113} tii[21,210] := {16} tii[21,211] := {222} tii[21,212] := {193, 286} tii[21,213] := {539} tii[21,214] := {404} tii[21,215] := {492} tii[21,216] := {149} tii[21,217] := {88, 179} tii[21,218] := {158, 388} tii[21,219] := {307, 417} tii[21,220] := {297} tii[21,221] := {520, 565} tii[21,222] := {296, 490} tii[21,223] := {45} tii[21,224] := {133, 231} tii[21,225] := {258, 367} tii[21,226] := {455, 532} tii[21,227] := {470} tii[21,228] := {109, 208} tii[21,229] := {351, 526} tii[21,230] := {55, 128} tii[21,231] := {317, 428} tii[21,232] := {484, 546} tii[21,233] := {71, 263} tii[21,234] := {164, 393} tii[21,235] := {529} tii[21,236] := {280} tii[21,237] := {186, 291} tii[21,238] := {108, 334} tii[21,239] := {359} tii[21,240] := {234, 452} tii[21,241] := {503, 558} tii[21,242] := {461, 571} tii[21,243] := {289, 500} tii[21,244] := {376, 476} tii[21,245] := {74, 271} tii[21,246] := {354, 535} tii[21,247] := {337} tii[21,248] := {508} tii[21,249] := {329} tii[21,250] := {402} tii[21,251] := {468} tii[21,252] := {272, 397} tii[21,253] := {206} tii[21,254] := {445} tii[21,255] := {555} tii[21,256] := {338, 449} tii[21,257] := {160, 270} tii[21,258] := {537, 574} tii[21,259] := {496} tii[21,260] := {116, 327} tii[21,261] := {509, 559} tii[21,262] := {556} tii[21,263] := {391} tii[21,264] := {273, 395} tii[21,265] := {538, 575} tii[21,266] := {450} tii[21,267] := {507, 581} tii[21,268] := {168, 389} tii[21,269] := {462, 534} tii[21,270] := {466, 570} tii[21,271] := {57} tii[21,272] := {49} tii[21,273] := {92} tii[21,274] := {27} tii[21,275] := {76} tii[21,276] := {138} tii[21,277] := {58} tii[21,278] := {201} tii[21,279] := {194} tii[21,280] := {114} tii[21,281] := {259} tii[21,282] := {89, 180} tii[21,283] := {105} tii[21,284] := {53} tii[21,285] := {141} tii[21,286] := {170} tii[21,287] := {67} tii[21,288] := {225} tii[21,289] := {8} tii[21,290] := {97} tii[21,291] := {123} tii[21,292] := {301} tii[21,293] := {253} tii[21,294] := {166} tii[21,295] := {254, 348} tii[21,296] := {18} tii[21,297] := {283} tii[21,298] := {36} tii[21,299] := {145} tii[21,300] := {136, 238} tii[21,301] := {322} tii[21,302] := {11, 47} tii[21,303] := {362} tii[21,304] := {323, 426} tii[21,305] := {190, 293} tii[21,306] := {80} tii[21,307] := {380, 478} tii[21,308] := {94, 183} tii[21,309] := {344} tii[21,310] := {31} tii[21,311] := {421} tii[21,312] := {247, 356} tii[21,313] := {14, 60} tii[21,314] := {435, 517} tii[21,315] := {7, 98} tii[21,316] := {32} tii[21,317] := {73} tii[21,318] := {90} tii[21,319] := {197} tii[21,320] := {15} tii[21,321] := {115} tii[21,322] := {44} tii[21,323] := {146} tii[21,324] := {178} tii[21,325] := {68} tii[21,326] := {5} tii[21,327] := {69} tii[21,328] := {314} tii[21,329] := {223} tii[21,330] := {163} tii[21,331] := {137, 226} tii[21,332] := {199} tii[21,333] := {50, 125} tii[21,334] := {124} tii[21,335] := {191, 303} tii[21,336] := {233} tii[21,337] := {385} tii[21,338] := {200, 302} tii[21,339] := {23} tii[21,340] := {87, 174} tii[21,341] := {28, 82} tii[21,342] := {256, 368} tii[21,343] := {143, 241} tii[21,344] := {405} tii[21,345] := {59} tii[21,346] := {112, 332} tii[21,347] := {1} tii[21,348] := {220} tii[21,349] := {309, 418} tii[21,350] := {229} tii[21,351] := {33, 101} tii[21,352] := {63, 268} tii[21,353] := {295} tii[21,354] := {176, 399} tii[21,355] := {471} tii[21,356] := {10} tii[21,357] := {131, 230} tii[21,358] := {19, 147} tii[21,359] := {198, 304} tii[21,360] := {228, 454} tii[21,361] := {316, 427} tii[21,362] := {486, 547} tii[21,363] := {39, 209} tii[21,364] := {13, 48} tii[21,365] := {290, 501} tii[21,366] := {9, 102} tii[21,367] := {266} tii[21,368] := {335} tii[21,369] := {155, 267} tii[21,370] := {349, 453} tii[21,371] := {72, 262} tii[21,372] := {353, 527} tii[21,373] := {139} tii[21,374] := {52} tii[21,375] := {96} tii[21,376] := {35} tii[21,377] := {251} tii[21,378] := {165} tii[21,379] := {144} tii[21,380] := {79} tii[21,381] := {320} tii[21,382] := {135, 237} tii[21,383] := {93, 182} tii[21,384] := {6} tii[21,385] := {343} tii[21,386] := {100} tii[21,387] := {172} tii[21,388] := {245, 355} tii[21,389] := {24} tii[21,390] := {420} tii[21,391] := {65, 151} tii[21,392] := {140, 239} tii[21,393] := {29, 83} tii[21,394] := {40, 203} tii[21,395] := {433, 516} tii[21,396] := {21, 153} tii[21,397] := {330} tii[21,398] := {212, 333} tii[21,399] := {121} tii[21,400] := {396} tii[21,401] := {117, 326} tii[21,402] := {91, 181} tii[21,403] := {411, 499} tii[21,404] := {43, 210} tii[21,405] := {416, 553} tii[21,406] := {12} tii[21,407] := {30} tii[21,408] := {17} tii[21,409] := {95} tii[21,410] := {46} tii[21,411] := {56, 129} tii[21,412] := {0} tii[21,413] := {173} tii[21,414] := {3} tii[21,415] := {142, 240} tii[21,416] := {4, 25} tii[21,417] := {2, 61} tii[21,418] := {77} tii[21,419] := {54, 127} tii[21,420] := {22, 152} cell#170 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {582} tii[19,2] := {543, 680} tii[19,3] := {745} tii[19,4] := {368, 797} tii[19,5] := {781, 877} tii[19,6] := {847, 931} tii[19,7] := {536, 902} tii[19,8] := {635, 946} tii[19,9] := {667} tii[19,10] := {630, 758} tii[19,11] := {313} tii[19,12] := {813} tii[19,13] := {748} tii[19,14] := {595} tii[19,15] := {284, 858} tii[19,16] := {544, 826} tii[19,17] := {316, 502} tii[19,18] := {844, 923} tii[19,19] := {421, 609} tii[19,20] := {897, 962} tii[19,21] := {815} tii[19,22] := {457, 882} tii[19,23] := {751} tii[19,24] := {198, 672} tii[19,25] := {709, 922} tii[19,26] := {444, 940} tii[19,27] := {664, 835} tii[19,28] := {290, 767} tii[19,29] := {789, 961} tii[19,30] := {548, 972} tii[19,31] := {541, 920} tii[19,32] := {441, 873} tii[19,33] := {640, 959} tii[19,34] := {870} tii[19,35] := {367, 907} tii[19,36] := {895, 954} tii[19,37] := {935, 983} tii[19,38] := {916} tii[19,39] := {285, 943} tii[19,40] := {874} tii[19,41] := {91, 792} tii[19,42] := {535, 966} tii[19,43] := {845, 977} tii[19,44] := {151, 863} tii[19,45] := {812, 928} tii[19,46] := {634, 991} tii[19,47] := {898, 996} tii[19,48] := {359, 965} tii[19,49] := {784, 992} tii[19,50] := {703, 975} tii[19,51] := {265, 937} tii[19,52] := {464, 990} tii[19,53] := {850, 1003} tii[19,54] := {896, 1006} tii[19,55] := {623, 986} tii[19,56] := {715, 1001} tii[19,57] := {537, 997} tii[19,58] := {435, 984} tii[19,59] := {636, 1005} tii[19,60] := {712, 1007} tii[19,61] := {117} tii[19,62] := {491} tii[19,63] := {456, 596} tii[19,64] := {329} tii[19,65] := {136, 247} tii[19,66] := {215, 342} tii[19,67] := {580} tii[19,68] := {370, 651} tii[19,69] := {492} tii[19,70] := {140, 388} tii[19,71] := {625, 754} tii[19,72] := {434, 606} tii[19,73] := {219, 483} tii[19,74] := {717, 839} tii[19,75] := {451, 729} tii[19,76] := {555, 809} tii[19,77] := {353, 655} tii[19,78] := {237} tii[19,79] := {668} tii[19,80] := {172} tii[19,81] := {241, 409} tii[19,82] := {416} tii[19,83] := {506} tii[19,84] := {455, 757} tii[19,85] := {197, 325} tii[19,86] := {336, 517} tii[19,87] := {289, 429} tii[19,88] := {235} tii[19,89] := {666} tii[19,90] := {173} tii[19,91] := {747} tii[19,92] := {504} tii[19,93] := {317} tii[19,94] := {120} tii[19,95] := {708, 820} tii[19,96] := {369, 825} tii[19,97] := {671} tii[19,98] := {137, 584} tii[19,99] := {583} tii[19,100] := {94, 477} tii[19,101] := {177, 324} tii[19,102] := {287, 730} tii[19,103] := {417} tii[19,104] := {271, 408} tii[19,105] := {624, 876} tii[19,106] := {72, 185} tii[19,107] := {422} tii[19,108] := {788, 890} tii[19,109] := {576, 766} tii[19,110] := {216, 687} tii[19,111] := {526, 694} tii[19,112] := {154, 572} tii[19,113] := {257, 428} tii[19,114] := {372, 516} tii[19,115] := {716, 930} tii[19,116] := {355, 495} tii[19,117] := {135, 405} tii[19,118] := {628, 755} tii[19,119] := {450, 875} tii[19,120] := {361, 795} tii[19,121] := {499} tii[19,122] := {84, 314} tii[19,123] := {533, 686} tii[19,124] := {460, 601} tii[19,125] := {350, 816} tii[19,126] := {554, 929} tii[19,127] := {400, 605} tii[19,128] := {466, 866} tii[19,129] := {268, 734} tii[19,130] := {214, 514} tii[19,131] := {720, 840} tii[19,132] := {278, 597} tii[19,133] := {641, 777} tii[19,134] := {814} tii[19,135] := {669} tii[19,136] := {750} tii[19,137] := {93, 646} tii[19,138] := {286, 857} tii[19,139] := {139, 565} tii[19,140] := {707, 921} tii[19,141] := {153, 735} tii[19,142] := {663, 834} tii[19,143] := {616, 773} tii[19,144] := {218, 659} tii[19,145] := {787, 960} tii[19,146] := {449, 853} tii[19,147] := {67, 563} tii[19,148] := {626, 951} tii[19,149] := {360, 901} tii[19,150] := {673} tii[19,151] := {202, 647} tii[19,152] := {704, 831} tii[19,153] := {38, 473} tii[19,154] := {553, 912} tii[19,155] := {527, 917} tii[19,156] := {352, 802} tii[19,157] := {267, 851} tii[19,158] := {465, 945} tii[19,159] := {111, 657} tii[19,160] := {294, 736} tii[19,161] := {577, 769} tii[19,162] := {718, 980} tii[19,163] := {524, 827} tii[19,164] := {163, 731} tii[19,165] := {785, 993} tii[19,166] := {468, 868} tii[19,167] := {447, 938} tii[19,168] := {438, 861} tii[19,169] := {347, 899} tii[19,170] := {551, 970} tii[19,171] := {632, 987} tii[19,172] := {300, 855} tii[19,173] := {236} tii[19,174] := {505} tii[19,175] := {270, 411} tii[19,176] := {371, 519} tii[19,177] := {311} tii[19,178] := {238} tii[19,179] := {746} tii[19,180] := {593} tii[19,181] := {401} tii[19,182] := {507} tii[19,183] := {242, 410} tii[19,184] := {176} tii[19,185] := {212, 798} tii[19,186] := {354, 501} tii[19,187] := {783, 878} tii[19,188] := {670} tii[19,189] := {59, 566} tii[19,190] := {510} tii[19,191] := {337, 518} tii[19,192] := {115, 256} tii[19,193] := {459, 608} tii[19,194] := {849, 932} tii[19,195] := {617, 774} tii[19,196] := {101, 660} tii[19,197] := {445, 587} tii[19,198] := {196, 497} tii[19,199] := {591} tii[19,200] := {711, 822} tii[19,201] := {277, 854} tii[19,202] := {130, 399} tii[19,203] := {549, 689} tii[19,204] := {490, 693} tii[19,205] := {288, 604} tii[19,206] := {622, 765} tii[19,207] := {378, 913} tii[19,208] := {194, 803} tii[19,209] := {791, 892} tii[19,210] := {362, 682} tii[19,211] := {722, 842} tii[19,212] := {871} tii[19,213] := {396} tii[19,214] := {240} tii[19,215] := {679} tii[19,216] := {749} tii[19,217] := {818} tii[19,218] := {58, 724} tii[19,219] := {493} tii[19,220] := {211, 906} tii[19,221] := {782, 953} tii[19,222] := {272, 592} tii[19,223] := {92, 650} tii[19,224] := {168, 335} tii[19,225] := {100, 804} tii[19,226] := {743, 887} tii[19,227] := {600} tii[19,228] := {848, 982} tii[19,229] := {373, 695} tii[19,230] := {702, 838} tii[19,231] := {152, 739} tii[19,232] := {710, 976} tii[19,233] := {677} tii[19,234] := {403} tii[19,235] := {356, 676} tii[19,236] := {161, 588} tii[19,237] := {629, 879} tii[19,238] := {358, 903} tii[19,239] := {39, 649} tii[19,240] := {141, 726} tii[19,241] := {752} tii[19,242] := {276, 939} tii[19,243] := {234, 420} tii[19,244] := {581, 772} tii[19,245] := {618, 950} tii[19,246] := {779, 886} tii[19,247] := {20, 561} tii[19,248] := {461, 770} tii[19,249] := {463, 947} tii[19,250] := {790, 995} tii[19,251] := {266, 862} tii[19,252] := {69, 738} tii[19,253] := {512} tii[19,254] := {105, 488} tii[19,255] := {534, 833} tii[19,256] := {220, 806} tii[19,257] := {228, 691} tii[19,258] := {721, 933} tii[19,259] := {665, 837} tii[19,260] := {193, 900} tii[19,261] := {377, 971} tii[19,262] := {846, 1002} tii[19,263] := {503, 699} tii[19,264] := {108, 799} tii[19,265] := {615, 883} tii[19,266] := {302, 759} tii[19,267] := {642, 894} tii[19,268] := {379, 915} tii[19,269] := {627, 952} tii[19,270] := {357, 964} tii[19,271] := {275, 753} tii[19,272] := {346, 909} tii[19,273] := {132, 578} tii[19,274] := {621, 885} tii[19,275] := {529, 918} tii[19,276] := {263, 936} tii[19,277] := {376, 836} tii[19,278] := {719, 981} tii[19,279] := {462, 989} tii[19,280] := {545, 998} tii[19,281] := {786, 994} tii[19,282] := {364, 824} tii[19,283] := {558, 934} tii[19,284] := {472, 881} tii[19,285] := {224, 904} tii[19,286] := {714, 979} tii[19,287] := {817} tii[19,288] := {138, 728} tii[19,289] := {217, 808} tii[19,290] := {778, 889} tii[19,291] := {66, 727} tii[19,292] := {819} tii[19,293] := {201, 794} tii[19,294] := {448, 941} tii[19,295] := {843, 927} tii[19,296] := {110, 807} tii[19,297] := {37, 645} tii[19,298] := {293, 865} tii[19,299] := {744, 888} tii[19,300] := {552, 973} tii[19,301] := {351, 910} tii[19,302] := {162, 859} tii[19,303] := {701, 925} tii[19,304] := {467, 949} tii[19,305] := {446, 985} tii[19,306] := {142, 852} tii[19,307] := {437, 944} tii[19,308] := {52, 723} tii[19,309] := {345, 963} tii[19,310] := {780, 957} tii[19,311] := {221, 911} tii[19,312] := {550, 1000} tii[19,313] := {631, 1004} tii[19,314] := {206, 905} tii[19,315] := {643, 955} tii[19,316] := {299, 942} tii[19,317] := {380, 974} tii[19,318] := {546, 999} tii[19,319] := {528, 969} tii[19,320] := {383, 967} tii[19,321] := {75} tii[19,322] := {250} tii[19,323] := {95, 180} tii[19,324] := {44} tii[19,325] := {155, 261} tii[19,326] := {28, 81} tii[19,327] := {61, 229} tii[19,328] := {322} tii[19,329] := {32, 166} tii[19,330] := {269, 430} tii[19,331] := {103, 309} tii[19,332] := {148, 395} tii[19,333] := {171} tii[19,334] := {118} tii[19,335] := {76} tii[19,336] := {121, 246} tii[19,337] := {77} tii[19,338] := {415} tii[19,339] := {243} tii[19,340] := {200, 323} tii[19,341] := {330} tii[19,342] := {186, 341} tii[19,343] := {42, 126} tii[19,344] := {50, 128} tii[19,345] := {338} tii[19,346] := {292, 427} tii[19,347] := {406} tii[19,348] := {274, 404} tii[19,349] := {98, 304} tii[19,350] := {90, 321} tii[19,351] := {540, 678} tii[19,352] := {407} tii[19,353] := {178} tii[19,354] := {45} tii[19,355] := {85, 184} tii[19,356] := {349, 520} tii[19,357] := {315, 515} tii[19,358] := {51, 239} tii[19,359] := {375, 513} tii[19,360] := {150, 426} tii[19,361] := {639, 775} tii[19,362] := {23, 80} tii[19,363] := {443, 599} tii[19,364] := {57, 232} tii[19,365] := {158, 394} tii[19,366] := {258} tii[19,367] := {557, 700} tii[19,368] := {205, 508} tii[19,369] := {213, 485} tii[19,370] := {279, 432} tii[19,371] := {12, 124} tii[19,372] := {60, 387} tii[19,373] := {204, 475} tii[19,374] := {494} tii[19,375] := {102, 482} tii[19,376] := {89, 307} tii[19,377] := {31, 303} tii[19,378] := {531, 685} tii[19,379] := {296, 570} tii[19,380] := {397, 602} tii[19,381] := {470, 742} tii[19,382] := {283, 574} tii[19,383] := {344, 683} tii[19,384] := {147, 568} tii[19,385] := {13, 230} tii[19,386] := {195, 653} tii[19,387] := {312} tii[19,388] := {175} tii[19,389] := {594} tii[19,390] := {119} tii[19,391] := {402} tii[19,392] := {199, 500} tii[19,393] := {114, 255} tii[19,394] := {511} tii[19,395] := {83, 189} tii[19,396] := {291, 607} tii[19,397] := {244} tii[19,398] := {107, 496} tii[19,399] := {78} tii[19,400] := {590} tii[19,401] := {273, 586} tii[19,402] := {498} tii[19,403] := {62, 389} tii[19,404] := {319} tii[19,405] := {539, 821} tii[19,406] := {169, 332} tii[19,407] := {131, 254} tii[19,408] := {43, 127} tii[19,409] := {489, 692} tii[19,410] := {339} tii[19,411] := {440, 610} tii[19,412] := {65, 398} tii[19,413] := {374, 688} tii[19,414] := {164, 603} tii[19,415] := {104, 484} tii[19,416] := {33, 308} tii[19,417] := {442, 764} tii[19,418] := {638, 891} tii[19,419] := {424} tii[19,420] := {149, 575} tii[19,421] := {26, 182} tii[19,422] := {227, 681} tii[19,423] := {363, 523} tii[19,424] := {556, 841} tii[19,425] := {413, 612} tii[19,426] := {585} tii[19,427] := {40, 476} tii[19,428] := {144, 562} tii[19,429] := {538, 919} tii[19,430] := {203, 674} tii[19,431] := {245} tii[19,432] := {620, 763} tii[19,433] := {116, 253} tii[19,434] := {86, 486} tii[19,435] := {55, 392} tii[19,436] := {487, 690} tii[19,437] := {191, 331} tii[19,438] := {436, 872} tii[19,439] := {530, 830} tii[19,440] := {21, 386} tii[19,441] := {295, 768} tii[19,442] := {70, 571} tii[19,443] := {223, 656} tii[19,444] := {637, 958} tii[19,445] := {340} tii[19,446] := {433, 760} tii[19,447] := {49, 248} tii[19,448] := {453, 611} tii[19,449] := {713, 978} tii[19,450] := {280, 756} tii[19,451] := {469, 893} tii[19,452] := {209, 661} tii[19,453] := {382, 811} tii[19,454] := {384, 823} tii[19,455] := {109, 652} tii[19,456] := {9, 305} tii[19,457] := {328, 522} tii[19,458] := {633, 956} tii[19,459] := {160, 733} tii[19,460] := {348, 684} tii[19,461] := {143, 725} tii[19,462] := {54, 560} tii[19,463] := {88, 480} tii[19,464] := {619, 884} tii[19,465] := {222, 805} tii[19,466] := {282, 740} tii[19,467] := {208, 796} tii[19,468] := {471, 880} tii[19,469] := {19, 390} tii[19,470] := {381, 914} tii[19,471] := {547, 968} tii[19,472] := {226, 800} tii[19,473] := {174} tii[19,474] := {129, 260} tii[19,475] := {318} tii[19,476] := {122} tii[19,477] := {34, 478} tii[19,478] := {589} tii[19,479] := {190, 334} tii[19,480] := {73, 188} tii[19,481] := {423} tii[19,482] := {532, 696} tii[19,483] := {63, 573} tii[19,484] := {14, 393} tii[19,485] := {99, 662} tii[19,486] := {48, 251} tii[19,487] := {452, 614} tii[19,488] := {320} tii[19,489] := {97, 648} tii[19,490] := {22, 564} tii[19,491] := {675} tii[19,492] := {170, 333} tii[19,493] := {262, 419} tii[19,494] := {706, 832} tii[19,495] := {30, 481} tii[19,496] := {157, 737} tii[19,497] := {425} tii[19,498] := {41, 658} tii[19,499] := {579, 771} tii[19,500] := {10, 474} tii[19,501] := {82, 327} tii[19,502] := {542, 698} tii[19,503] := {414, 613} tii[19,504] := {525, 828} tii[19,505] := {146, 741} tii[19,506] := {68, 732} tii[19,507] := {298, 869} tii[19,508] := {2, 391} tii[19,509] := {106, 801} tii[19,510] := {439, 762} tii[19,511] := {96, 793} tii[19,512] := {29, 644} tii[19,513] := {705, 926} tii[19,514] := {192, 509} tii[19,515] := {53, 569} tii[19,516] := {156, 864} tii[19,517] := {207, 810} tii[19,518] := {559, 924} tii[19,519] := {145, 856} tii[19,520] := {8, 479} tii[19,521] := {64, 412} tii[19,522] := {454, 776} tii[19,523] := {297, 948} tii[19,524] := {385, 829} tii[19,525] := {458, 988} tii[19,526] := {159, 860} tii[19,527] := {87, 654} tii[19,528] := {281, 867} tii[19,529] := {18, 567} tii[19,530] := {225, 908} tii[19,531] := {25} tii[19,532] := {15, 47} tii[19,533] := {6, 71} tii[19,534] := {123} tii[19,535] := {24} tii[19,536] := {56, 125} tii[19,537] := {11, 46} tii[19,538] := {187} tii[19,539] := {16, 113} tii[19,540] := {210, 343} tii[19,541] := {4, 79} tii[19,542] := {1, 112} tii[19,543] := {179} tii[19,544] := {74, 183} tii[19,545] := {134, 252} tii[19,546] := {259} tii[19,547] := {27, 181} tii[19,548] := {35, 167} tii[19,549] := {366, 521} tii[19,550] := {249, 431} tii[19,551] := {264, 598} tii[19,552] := {5, 165} tii[19,553] := {133, 418} tii[19,554] := {36, 326} tii[19,555] := {17, 233} tii[19,556] := {365, 697} tii[19,557] := {301, 761} tii[19,558] := {3, 231} tii[19,559] := {7, 310} tii[19,560] := {0, 306} cell#171 , |C| = 105 special orbit = [9, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[4], [1, 1, 1, 1]] , dim = 70 cell rep = phi[[4],[1, 1, 1, 1]]+phi[[],[5, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 35*X+35*X^2 TII subcells: tii[42,1] := {98} tii[42,2] := {101} tii[42,3] := {99} tii[42,4] := {102} tii[42,5] := {100, 104} tii[42,6] := {94} tii[42,7] := {91} tii[42,8] := {95} tii[42,9] := {92, 103} tii[42,10] := {82} tii[42,11] := {87} tii[42,12] := {83, 97} tii[42,13] := {76} tii[42,14] := {70, 90} tii[42,15] := {57, 93} tii[42,16] := {85} tii[42,17] := {80} tii[42,18] := {86} tii[42,19] := {81, 96} tii[42,20] := {68} tii[42,21] := {75} tii[42,22] := {69, 89} tii[42,23] := {62} tii[42,24] := {56, 79} tii[42,25] := {42, 84} tii[42,26] := {54} tii[42,27] := {61} tii[42,28] := {55, 78} tii[42,29] := {47} tii[42,30] := {41, 65} tii[42,31] := {30, 72} tii[42,32] := {34} tii[42,33] := {28, 50} tii[42,34] := {18, 59} tii[42,35] := {11, 51} tii[42,36] := {73} tii[42,37] := {66} tii[42,38] := {74} tii[42,39] := {67, 88} tii[42,40] := {52} tii[42,41] := {60} tii[42,42] := {53, 77} tii[42,43] := {46} tii[42,44] := {40, 64} tii[42,45] := {29, 71} tii[42,46] := {38} tii[42,47] := {45} tii[42,48] := {39, 63} tii[42,49] := {33} tii[42,50] := {27, 49} tii[42,51] := {17, 58} tii[42,52] := {22} tii[42,53] := {16, 36} tii[42,54] := {10, 44} tii[42,55] := {6, 37} tii[42,56] := {25} tii[42,57] := {32} tii[42,58] := {26, 48} tii[42,59] := {21} tii[42,60] := {15, 35} tii[42,61] := {9, 43} tii[42,62] := {12} tii[42,63] := {8, 23} tii[42,64] := {5, 31} tii[42,65] := {3, 24} tii[42,66] := {7} tii[42,67] := {4, 13} tii[42,68] := {2, 19} tii[42,69] := {1, 14} tii[42,70] := {0, 20} cell#172 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {316} tii[32,2] := {347} tii[32,3] := {370, 371} tii[32,4] := {382, 383} tii[32,5] := {349} tii[32,6] := {312} tii[32,7] := {318} tii[32,8] := {268} tii[32,9] := {352, 353} tii[32,10] := {314, 315} tii[32,11] := {377, 378} tii[32,12] := {260} tii[32,13] := {203} tii[32,14] := {326, 327} tii[32,15] := {243, 244} tii[32,16] := {367, 368} tii[32,17] := {350, 351} tii[32,18] := {319, 320} tii[32,19] := {375, 376} tii[32,20] := {380, 381} tii[32,21] := {317} tii[32,22] := {259} tii[32,23] := {271} tii[32,24] := {218} tii[32,25] := {324, 325} tii[32,26] := {264, 265} tii[32,27] := {365, 366} tii[32,28] := {221} tii[32,29] := {207} tii[32,30] := {147} tii[32,31] := {167} tii[32,32] := {283, 284} tii[32,33] := {191, 192} tii[32,34] := {216, 217} tii[32,35] := {345, 346} tii[32,36] := {146} tii[32,37] := {322, 323} tii[32,38] := {274, 275} tii[32,39] := {189, 190} tii[32,40] := {363, 364} tii[32,41] := {235, 236} tii[32,42] := {372, 373} tii[32,43] := {151} tii[32,44] := {102} tii[32,45] := {233, 234} tii[32,46] := {141, 142} tii[32,47] := {309, 310} tii[32,48] := {73} tii[32,49] := {279, 280} tii[32,50] := {225, 226} tii[32,51] := {112, 113} tii[32,52] := {341, 342} tii[32,53] := {157, 158} tii[32,54] := {356, 357} tii[32,55] := {230, 321} tii[32,56] := {173, 273} tii[32,57] := {306, 362} tii[32,58] := {132, 258} tii[32,59] := {330, 374} tii[32,60] := {359, 379} tii[32,61] := {269} tii[32,62] := {206} tii[32,63] := {220} tii[32,64] := {166} tii[32,65] := {281, 282} tii[32,66] := {214, 215} tii[32,67] := {343, 344} tii[32,68] := {150} tii[32,69] := {168} tii[32,70] := {101} tii[32,71] := {118} tii[32,72] := {231, 232} tii[32,73] := {139, 140} tii[32,74] := {162, 163} tii[32,75] := {307, 308} tii[32,76] := {99} tii[32,77] := {277, 278} tii[32,78] := {223, 224} tii[32,79] := {135, 136} tii[32,80] := {339, 340} tii[32,81] := {180, 181} tii[32,82] := {354, 355} tii[32,83] := {120} tii[32,84] := {103} tii[32,85] := {77} tii[32,86] := {59} tii[32,87] := {178, 179} tii[32,88] := {116, 117} tii[32,89] := {93, 94} tii[32,90] := {254, 255} tii[32,91] := {41} tii[32,92] := {58} tii[32,93] := {228, 229} tii[32,94] := {171, 172} tii[32,95] := {68, 69} tii[32,96] := {91, 92} tii[32,97] := {304, 305} tii[32,98] := {106, 107} tii[32,99] := {128, 129} tii[32,100] := {328, 329} tii[32,101] := {31} tii[32,102] := {177, 276} tii[32,103] := {56, 57} tii[32,104] := {123, 222} tii[32,105] := {253, 338} tii[32,106] := {86, 205} tii[32,107] := {87, 88} tii[32,108] := {291, 358} tii[32,109] := {50, 124} tii[32,110] := {332, 369} tii[32,111] := {61} tii[32,112] := {30} tii[32,113] := {126, 127} tii[32,114] := {54, 55} tii[32,115] := {200, 201} tii[32,116] := {19} tii[32,117] := {175, 176} tii[32,118] := {121, 122} tii[32,119] := {37, 38} tii[32,120] := {251, 252} tii[32,121] := {63, 64} tii[32,122] := {289, 290} tii[32,123] := {8} tii[32,124] := {125, 227} tii[32,125] := {17, 18} tii[32,126] := {79, 170} tii[32,127] := {199, 303} tii[32,128] := {47, 149} tii[32,129] := {34, 35} tii[32,130] := {239, 331} tii[32,131] := {16, 62} tii[32,132] := {292, 348} tii[32,133] := {81, 209} tii[32,134] := {45, 152} tii[32,135] := {145, 263} tii[32,136] := {22, 115} tii[32,137] := {188, 313} tii[32,138] := {9, 74} tii[32,139] := {240, 333} tii[32,140] := {293, 294} tii[32,141] := {270} tii[32,142] := {256} tii[32,143] := {295, 296} tii[32,144] := {272} tii[32,145] := {311} tii[32,146] := {219} tii[32,147] := {334, 335} tii[32,148] := {266, 267} tii[32,149] := {202} tii[32,150] := {360, 361} tii[32,151] := {241, 242} tii[32,152] := {285, 286} tii[32,153] := {169} tii[32,154] := {257} tii[32,155] := {119} tii[32,156] := {297, 298} tii[32,157] := {164, 165} tii[32,158] := {100} tii[32,159] := {161} tii[32,160] := {336, 337} tii[32,161] := {212, 213} tii[32,162] := {137, 138} tii[32,163] := {182, 183} tii[32,164] := {261, 262} tii[32,165] := {60} tii[32,166] := {301, 302} tii[32,167] := {95, 96} tii[32,168] := {287, 288} tii[32,169] := {133, 134} tii[32,170] := {89, 174} tii[32,171] := {78} tii[32,172] := {204} tii[32,173] := {44} tii[32,174] := {245, 246} tii[32,175] := {75, 76} tii[32,176] := {29} tii[32,177] := {114} tii[32,178] := {299, 300} tii[32,179] := {159, 160} tii[32,180] := {52, 53} tii[32,181] := {82, 83} tii[32,182] := {210, 211} tii[32,183] := {13} tii[32,184] := {42} tii[32,185] := {27, 28} tii[32,186] := {249, 250} tii[32,187] := {70, 71} tii[32,188] := {48, 49} tii[32,189] := {237, 238} tii[32,190] := {108, 109} tii[32,191] := {25, 80} tii[32,192] := {67, 154} tii[32,193] := {4} tii[32,194] := {197, 198} tii[32,195] := {11, 12} tii[32,196] := {23, 24} tii[32,197] := {186, 187} tii[32,198] := {90, 208} tii[32,199] := {10, 46} tii[32,200] := {2, 32} tii[32,201] := {148} tii[32,202] := {193, 194} tii[32,203] := {72} tii[32,204] := {247, 248} tii[32,205] := {110, 111} tii[32,206] := {155, 156} tii[32,207] := {20} tii[32,208] := {195, 196} tii[32,209] := {39, 40} tii[32,210] := {184, 185} tii[32,211] := {65, 66} tii[32,212] := {36, 105} tii[32,213] := {1} tii[32,214] := {143, 144} tii[32,215] := {6, 7} tii[32,216] := {14, 15} tii[32,217] := {130, 131} tii[32,218] := {51, 153} tii[32,219] := {5, 33} tii[32,220] := {0, 21} tii[32,221] := {97, 98} tii[32,222] := {84, 85} tii[32,223] := {26, 104} tii[32,224] := {3, 43} cell#173 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {596} tii[19,2] := {458, 657} tii[19,3] := {785} tii[19,4] := {270, 710} tii[19,5] := {743, 899} tii[19,6] := {844, 937} tii[19,7] := {448, 866} tii[19,8] := {574, 916} tii[19,9] := {698} tii[19,10] := {559, 749} tii[19,11] := {438} tii[19,12] := {862} tii[19,13] := {787} tii[19,14] := {747} tii[19,15] := {193, 610} tii[19,16] := {459, 832} tii[19,17] := {499, 651} tii[19,18] := {827, 950} tii[19,19] := {621, 762} tii[19,20] := {911, 977} tii[19,21] := {858} tii[19,22] := {558, 898} tii[19,23] := {893} tii[19,24] := {307, 800} tii[19,25] := {650, 948} tii[19,26] := {353, 794} tii[19,27] := {859, 956} tii[19,28] := {421, 872} tii[19,29] := {764, 973} tii[19,30] := {477, 852} tii[19,31] := {645, 944} tii[19,32] := {598, 965} tii[19,33] := {767, 966} tii[19,34] := {889} tii[19,35] := {269, 656} tii[19,36] := {869, 961} tii[19,37] := {928, 984} tii[19,38] := {942} tii[19,39] := {361, 746} tii[19,40] := {960} tii[19,41] := {156, 626} tii[19,42] := {449, 830} tii[19,43] := {801, 985} tii[19,44] := {244, 723} tii[19,45] := {943, 993} tii[19,46] := {575, 877} tii[19,47] := {873, 998} tii[19,48] := {443, 821} tii[19,49] := {868, 999} tii[19,50] := {822, 1004} tii[19,51] := {396, 870} tii[19,52] := {580, 871} tii[19,53] := {929, 1005} tii[19,54] := {959, 1007} tii[19,55] := {528, 897} tii[19,56] := {633, 933} tii[19,57] := {625, 946} tii[19,58] := {538, 969} tii[19,59] := {727, 970} tii[19,60] := {798, 988} tii[19,61] := {97} tii[19,62] := {494} tii[19,63] := {364, 560} tii[19,64] := {318} tii[19,65] := {105, 191} tii[19,66] := {178, 289} tii[19,67] := {599} tii[19,68] := {271, 511} tii[19,69] := {502} tii[19,70] := {80, 232} tii[19,71] := {549, 752} tii[19,72] := {417, 583} tii[19,73] := {140, 334} tii[19,74] := {672, 819} tii[19,75] := {360, 615} tii[19,76] := {483, 695} tii[19,77] := {281, 518} tii[19,78] := {343} tii[19,79] := {696} tii[19,80] := {152} tii[19,81] := {400, 551} tii[19,82] := {411} tii[19,83] := {654} tii[19,84] := {363, 748} tii[19,85] := {161, 265} tii[19,86] := {520, 670} tii[19,87] := {249, 382} tii[19,88] := {219} tii[19,89] := {700} tii[19,90] := {256} tii[19,91] := {783} tii[19,92] := {505} tii[19,93] := {305} tii[19,94] := {183} tii[19,95] := {649, 835} tii[19,96] := {456, 831} tii[19,97] := {823} tii[19,98] := {224, 718} tii[19,99] := {603} tii[19,100] := {46, 313} tii[19,101] := {306, 450} tii[19,102] := {194, 611} tii[19,103] := {557} tii[19,104] := {189, 352} tii[19,105] := {550, 896} tii[19,106] := {148, 286} tii[19,107] := {419} tii[19,108] := {763, 887} tii[19,109] := {784, 910} tii[19,110] := {326, 803} tii[19,111] := {515, 681} tii[19,112] := {86, 427} tii[19,113] := {420, 573} tii[19,114] := {287, 475} tii[19,115] := {673, 931} tii[19,116] := {261, 442} tii[19,117] := {228, 530} tii[19,118] := {554, 751} tii[19,119] := {543, 891} tii[19,120] := {267, 712} tii[19,121] := {644} tii[19,122] := {153, 435} tii[19,123] := {467, 662} tii[19,124] := {376, 570} tii[19,125] := {493, 924} tii[19,126] := {677, 925} tii[19,127] := {597, 766} tii[19,128] := {384, 782} tii[19,129] := {199, 619} tii[19,130] := {330, 635} tii[19,131] := {675, 816} tii[19,132] := {412, 730} tii[19,133] := {586, 731} tii[19,134] := {860} tii[19,135] := {703} tii[19,136] := {894} tii[19,137] := {157, 648} tii[19,138] := {362, 795} tii[19,139] := {79, 405} tii[19,140] := {627, 949} tii[19,141] := {245, 761} tii[19,142] := {861, 957} tii[19,143] := {616, 770} tii[19,144] := {139, 525} tii[19,145] := {724, 975} tii[19,146] := {359, 796} tii[19,147] := {102, 553} tii[19,148] := {717, 979} tii[19,149] := {444, 864} tii[19,150] := {824} tii[19,151] := {125, 501} tii[19,152] := {659, 838} tii[19,153] := {57, 466} tii[19,154] := {482, 857} tii[19,155] := {641, 991} tii[19,156] := {280, 715} tii[19,157] := {397, 906} tii[19,158] := {581, 907} tii[19,159] := {175, 674} tii[19,160] := {202, 623} tii[19,161] := {786, 912} tii[19,162] := {806, 992} tii[19,163] := {704, 936} tii[19,164] := {236, 777} tii[19,165] := {867, 1001} tii[19,166] := {389, 778} tii[19,167] := {545, 919} tii[19,168] := {367, 797} tii[19,169] := {496, 954} tii[19,170] := {679, 955} tii[19,171] := {735, 981} tii[19,172] := {406, 915} tii[19,173] := {222} tii[19,174] := {508} tii[19,175] := {230, 355} tii[19,176] := {332, 478} tii[19,177] := {302} tii[19,178] := {344} tii[19,179] := {790} tii[19,180] := {608} tii[19,181] := {401} tii[19,182] := {655} tii[19,183] := {402, 552} tii[19,184] := {258} tii[19,185] := {131, 510} tii[19,186] := {263, 447} tii[19,187] := {744, 902} tii[19,188] := {705} tii[19,189] := {23, 231} tii[19,190] := {521} tii[19,191] := {522, 671} tii[19,192] := {218, 379} tii[19,193] := {380, 572} tii[19,194] := {845, 941} tii[19,195] := {617, 771} tii[19,196] := {51, 333} tii[19,197] := {348, 542} tii[19,198] := {309, 629} tii[19,199] := {740} tii[19,200] := {652, 834} tii[19,201] := {192, 614} tii[19,202] := {223, 534} tii[19,203] := {471, 667} tii[19,204] := {699, 847} tii[19,205] := {423, 726} tii[19,206] := {565, 757} tii[19,207] := {291, 693} tii[19,208] := {135, 517} tii[19,209] := {765, 885} tii[19,210] := {509, 811} tii[19,211] := {684, 812} tii[19,212] := {917} tii[19,213] := {394} tii[19,214] := {345} tii[19,215] := {707} tii[19,216] := {792} tii[19,217] := {947} tii[19,218] := {100, 548} tii[19,219] := {498} tii[19,220] := {268, 709} tii[19,221] := {719, 980} tii[19,222] := {190, 547} tii[19,223] := {45, 312} tii[19,224] := {299, 473} tii[19,225] := {173, 669} tii[19,226] := {918, 982} tii[19,227] := {620} tii[19,228] := {804, 995} tii[19,229] := {288, 668} tii[19,230] := {713, 850} tii[19,231] := {85, 426} tii[19,232] := {799, 996} tii[19,233] := {825} tii[19,234] := {540} tii[19,235] := {262, 643} tii[19,236] := {229, 720} tii[19,237] := {555, 900} tii[19,238] := {266, 711} tii[19,239] := {61, 451} tii[19,240] := {75, 403} tii[19,241] := {895} tii[19,242] := {350, 789} tii[19,243] := {395, 564} tii[19,244] := {788, 913} tii[19,245] := {737, 1002} tii[19,246] := {755, 905} tii[19,247] := {30, 370} tii[19,248] := {377, 760} tii[19,249] := {383, 780} tii[19,250] := {874, 1003} tii[19,251] := {198, 618} tii[19,252] := {116, 576} tii[19,253] := {665} tii[19,254] := {154, 632} tii[19,255] := {468, 839} tii[19,256] := {136, 523} tii[19,257] := {331, 805} tii[19,258] := {676, 939} tii[19,259] := {863, 958} tii[19,260] := {304, 840} tii[19,261] := {484, 841} tii[19,262] := {920, 1006} tii[19,263] := {708, 855} tii[19,264] := {166, 687} tii[19,265] := {793, 976} tii[19,266] := {413, 880} tii[19,267] := {587, 881} tii[19,268] := {296, 688} tii[19,269] := {742, 978} tii[19,270] := {445, 865} tii[19,271] := {347, 738} tii[19,272] := {274, 714} tii[19,273] := {221, 721} tii[19,274] := {563, 903} tii[19,275] := {702, 989} tii[19,276] := {398, 908} tii[19,277] := {470, 843} tii[19,278] := {849, 990} tii[19,279] := {582, 909} tii[19,280] := {640, 952} tii[19,281] := {888, 1000} tii[19,282] := {507, 934} tii[19,283] := {686, 935} tii[19,284] := {605, 972} tii[19,285] := {314, 851} tii[19,286] := {817, 986} tii[19,287] := {828} tii[19,288] := {78, 351} tii[19,289] := {138, 474} tii[19,290] := {753, 875} tii[19,291] := {101, 529} tii[19,292] := {921} tii[19,293] := {124, 441} tii[19,294] := {358, 750} tii[19,295] := {802, 923} tii[19,296] := {174, 634} tii[19,297] := {56, 434} tii[19,298] := {201, 569} tii[19,299] := {890, 971} tii[19,300] := {481, 814} tii[19,301] := {279, 661} tii[19,302] := {235, 728} tii[19,303] := {829, 983} tii[19,304] := {388, 729} tii[19,305] := {546, 892} tii[19,306] := {184, 539} tii[19,307] := {368, 754} tii[19,308] := {94, 531} tii[19,309] := {497, 926} tii[19,310] := {722, 964} tii[19,311] := {282, 664} tii[19,312] := {680, 927} tii[19,313] := {736, 963} tii[19,314] := {315, 807} tii[19,315] := {745, 997} tii[19,316] := {407, 876} tii[19,317] := {489, 808} tii[19,318] := {638, 922} tii[19,319] := {433, 837} tii[19,320] := {455, 932} tii[19,321] := {58} tii[19,322] := {237} tii[19,323] := {63, 130} tii[19,324] := {38} tii[19,325] := {118, 207} tii[19,326] := {20, 53} tii[19,327] := {34, 106} tii[19,328] := {322} tii[19,329] := {21, 70} tii[19,330] := {243, 393} tii[19,331] := {72, 179} tii[19,332] := {120, 253} tii[19,333] := {150} tii[19,334] := {182} tii[19,335] := {66} tii[19,336] := {226, 354} tii[19,337] := {122} tii[19,338] := {409} tii[19,339] := {225} tii[19,340] := {129, 264} tii[19,341] := {457} tii[19,342] := {328, 476} tii[19,343] := {93, 204} tii[19,344] := {40, 89} tii[19,345] := {327} tii[19,346] := {206, 381} tii[19,347] := {415} tii[19,348] := {187, 349} tii[19,349] := {47, 163} tii[19,350] := {160, 432} tii[19,351] := {454, 658} tii[19,352] := {544} tii[19,353] := {159} tii[19,354] := {77} tii[19,355] := {69, 134} tii[19,356] := {325, 492} tii[19,357] := {495, 678} tii[19,358] := {98, 339} tii[19,359] := {285, 472} tii[19,360] := {248, 535} tii[19,361] := {579, 734} tii[19,362] := {60, 141} tii[19,363] := {373, 566} tii[19,364] := {27, 115} tii[19,365] := {87, 251} tii[19,366] := {247} tii[19,367] := {488, 637} tii[19,368] := {319, 636} tii[19,369] := {145, 338} tii[19,370] := {252, 392} tii[19,371] := {35, 181} tii[19,372] := {104, 357} tii[19,373] := {126, 311} tii[19,374] := {646} tii[19,375] := {177, 480} tii[19,376] := {50, 171} tii[19,377] := {59, 278} tii[19,378] := {462, 663} tii[19,379] := {203, 425} tii[19,380] := {600, 768} tii[19,381] := {390, 594} tii[19,382] := {214, 430} tii[19,383] := {503, 818} tii[19,384] := {238, 593} tii[19,385] := {39, 211} tii[19,386] := {323, 694} tii[19,387] := {300} tii[19,388] := {257} tii[19,389] := {606} tii[19,390] := {108} tii[19,391] := {399} tii[19,392] := {128, 446} tii[19,393] := {217, 378} tii[19,394] := {519} tii[19,395] := {68, 142} tii[19,396] := {205, 571} tii[19,397] := {227} tii[19,398] := {158, 628} tii[19,399] := {127} tii[19,400] := {739} tii[19,401] := {186, 541} tii[19,402] := {512} tii[19,403] := {24, 233} tii[19,404] := {439} tii[19,405] := {453, 833} tii[19,406] := {301, 464} tii[19,407] := {113, 197} tii[19,408] := {99, 208} tii[19,409] := {697, 846} tii[19,410] := {329} tii[19,411] := {418, 595} tii[19,412] := {96, 533} tii[19,413] := {284, 666} tii[19,414] := {246, 725} tii[19,415] := {52, 335} tii[19,416] := {12, 172} tii[19,417] := {372, 756} tii[19,418] := {578, 883} tii[19,419] := {567} tii[19,420] := {91, 431} tii[19,421] := {64, 255} tii[19,422] := {317, 809} tii[19,423] := {336, 491} tii[19,424] := {487, 810} tii[19,425] := {607, 775} tii[19,426] := {741} tii[19,427] := {62, 452} tii[19,428] := {76, 404} tii[19,429] := {647, 945} tii[19,430] := {259, 642} tii[19,431] := {346} tii[19,432] := {562, 758} tii[19,433] := {220, 369} tii[19,434] := {149, 630} tii[19,435] := {26, 242} tii[19,436] := {701, 848} tii[19,437] := {132, 273} tii[19,438] := {601, 967} tii[19,439] := {463, 836} tii[19,440] := {31, 371} tii[19,441] := {374, 759} tii[19,442] := {117, 577} tii[19,443] := {137, 524} tii[19,444] := {769, 968} tii[19,445] := {469} tii[19,446] := {604, 886} tii[19,447] := {109, 341} tii[19,448] := {386, 585} tii[19,449] := {820, 987} tii[19,450] := {408, 878} tii[19,451] := {588, 879} tii[19,452] := {144, 527} tii[19,453] := {297, 690} tii[19,454] := {504, 930} tii[19,455] := {167, 689} tii[19,456] := {16, 293} tii[19,457] := {506, 685} tii[19,458] := {732, 962} tii[19,459] := {240, 781} tii[19,460] := {513, 815} tii[19,461] := {185, 602} tii[19,462] := {95, 561} tii[19,463] := {49, 324} tii[19,464] := {532, 904} tii[19,465] := {283, 716} tii[19,466] := {213, 624} tii[19,467] := {316, 853} tii[19,468] := {556, 974} tii[19,469] := {37, 385} tii[19,470] := {490, 854} tii[19,471] := {639, 951} tii[19,472] := {321, 856} tii[19,473] := {164} tii[19,474] := {112, 209} tii[19,475] := {308} tii[19,476] := {188} tii[19,477] := {10, 162} tii[19,478] := {612} tii[19,479] := {169, 276} tii[19,480] := {155, 290} tii[19,481] := {422} tii[19,482] := {516, 691} tii[19,483] := {28, 250} tii[19,484] := {3, 114} tii[19,485] := {54, 337} tii[19,486] := {107, 342} tii[19,487] := {428, 590} tii[19,488] := {440} tii[19,489] := {43, 310} tii[19,490] := {33, 356} tii[19,491] := {826} tii[19,492] := {303, 465} tii[19,493] := {195, 366} tii[19,494] := {660, 842} tii[19,495] := {11, 170} tii[19,496] := {84, 424} tii[19,497] := {568} tii[19,498] := {71, 479} tii[19,499] := {791, 914} tii[19,500] := {14, 277} tii[19,501] := {165, 437} tii[19,502] := {485, 683} tii[19,503] := {609, 776} tii[19,504] := {706, 940} tii[19,505] := {90, 429} tii[19,506] := {111, 591} tii[19,507] := {215, 592} tii[19,508] := {5, 210} tii[19,509] := {168, 692} tii[19,510] := {613, 884} tii[19,511] := {123, 500} tii[19,512] := {55, 461} tii[19,513] := {631, 953} tii[19,514] := {133, 460} tii[19,515] := {25, 241} tii[19,516] := {200, 622} tii[19,517] := {143, 526} tii[19,518] := {653, 994} tii[19,519] := {234, 773} tii[19,520] := {15, 292} tii[19,521] := {110, 536} tii[19,522] := {387, 772} tii[19,523] := {391, 774} tii[19,524] := {514, 938} tii[19,525] := {537, 901} tii[19,526] := {239, 779} tii[19,527] := {48, 272} tii[19,528] := {212, 584} tii[19,529] := {36, 340} tii[19,530] := {320, 813} tii[19,531] := {18} tii[19,532] := {8, 29} tii[19,533] := {2, 22} tii[19,534] := {103} tii[19,535] := {44} tii[19,536] := {41, 83} tii[19,537] := {32, 88} tii[19,538] := {176} tii[19,539] := {9, 42} tii[19,540] := {180, 298} tii[19,541] := {17, 121} tii[19,542] := {6, 92} tii[19,543] := {260} tii[19,544] := {151, 275} tii[19,545] := {82, 196} tii[19,546] := {375} tii[19,547] := {67, 254} tii[19,548] := {13, 74} tii[19,549] := {295, 486} tii[19,550] := {410, 589} tii[19,551] := {416, 733} tii[19,552] := {19, 147} tii[19,553] := {81, 365} tii[19,554] := {65, 436} tii[19,555] := {4, 119} tii[19,556] := {294, 682} tii[19,557] := {414, 882} tii[19,558] := {7, 216} tii[19,559] := {0, 73} tii[19,560] := {1, 146} cell#174 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {358} tii[32,2] := {261} tii[32,3] := {242, 342} tii[32,4] := {306, 366} tii[32,5] := {376} tii[32,6] := {234} tii[32,7] := {355} tii[32,8] := {367} tii[32,9] := {203, 328} tii[32,10] := {356, 382} tii[32,11] := {287, 354} tii[32,12] := {290} tii[32,13] := {323} tii[32,14] := {267, 360} tii[32,15] := {291, 364} tii[32,16] := {337, 375} tii[32,17] := {324, 377} tii[32,18] := {260, 380} tii[32,19] := {363, 381} tii[32,20] := {378, 383} tii[32,21] := {357} tii[32,22] := {169} tii[32,23] := {315} tii[32,24] := {340} tii[32,25] := {143, 273} tii[32,26] := {316, 372} tii[32,27] := {226, 314} tii[32,28] := {258} tii[32,29] := {232} tii[32,30] := {264} tii[32,31] := {296} tii[32,32] := {202, 325} tii[32,33] := {233, 336} tii[32,34] := {259, 349} tii[32,35] := {286, 352} tii[32,36] := {241} tii[32,37] := {265, 359} tii[32,38] := {193, 370} tii[32,39] := {194, 307} tii[32,40] := {335, 371} tii[32,41] := {144, 339} tii[32,42] := {361, 379} tii[32,43] := {167} tii[32,44] := {198} tii[32,45] := {142, 270} tii[32,46] := {168, 285} tii[32,47] := {225, 312} tii[32,48] := {140} tii[32,49] := {200, 322} tii[32,50] := {133, 346} tii[32,51] := {116, 228} tii[32,52] := {283, 347} tii[32,53] := {73, 255} tii[32,54] := {327, 369} tii[32,55] := {138, 292} tii[32,56] := {86, 333} tii[32,57] := {222, 334} tii[32,58] := {60, 289} tii[32,59] := {272, 362} tii[32,60] := {329, 330} tii[32,61] := {317} tii[32,62] := {114} tii[32,63] := {256} tii[32,64] := {295} tii[32,65] := {95, 210} tii[32,66] := {257, 348} tii[32,67] := {158, 254} tii[32,68] := {165} tii[32,69] := {189} tii[32,70] := {197} tii[32,71] := {239} tii[32,72] := {141, 269} tii[32,73] := {166, 284} tii[32,74] := {190, 304} tii[32,75] := {224, 310} tii[32,76] := {177} tii[32,77] := {199, 321} tii[32,78] := {132, 344} tii[32,79] := {134, 248} tii[32,80] := {282, 345} tii[32,81] := {96, 293} tii[32,82] := {326, 368} tii[32,83] := {130} tii[32,84] := {112} tii[32,85] := {176} tii[32,86] := {136} tii[32,87] := {94, 207} tii[32,88] := {131, 247} tii[32,89] := {113, 223} tii[32,90] := {157, 252} tii[32,91] := {92} tii[32,92] := {122} tii[32,93] := {137, 263} tii[32,94] := {85, 302} tii[32,95] := {69, 159} tii[32,96] := {87, 181} tii[32,97] := {221, 303} tii[32,98] := {42, 186} tii[32,99] := {58, 237} tii[32,100] := {271, 343} tii[32,101] := {78} tii[32,102] := {91, 236} tii[32,103] := {53, 125} tii[32,104] := {51, 280} tii[32,105] := {155, 281} tii[32,106] := {33, 230} tii[32,107] := {34, 175} tii[32,108] := {209, 331} tii[32,109] := {20, 128} tii[32,110] := {274, 275} tii[32,111] := {67} tii[32,112] := {89} tii[32,113] := {57, 146} tii[32,114] := {68, 156} tii[32,115] := {106, 185} tii[32,116] := {55} tii[32,117] := {90, 195} tii[32,118] := {50, 243} tii[32,119] := {40, 107} tii[32,120] := {154, 245} tii[32,121] := {23, 126} tii[32,122] := {208, 298} tii[32,123] := {30} tii[32,124] := {54, 171} tii[32,125] := {22, 65} tii[32,126] := {27, 219} tii[32,127] := {105, 220} tii[32,128] := {18, 162} tii[32,129] := {13, 81} tii[32,130] := {147, 277} tii[32,131] := {7, 66} tii[32,132] := {211, 212} tii[32,133] := {29, 196} tii[32,134] := {15, 244} tii[32,135] := {64, 246} tii[32,136] := {8, 184} tii[32,137] := {100, 299} tii[32,138] := {4, 127} tii[32,139] := {148, 276} tii[32,140] := {213, 300} tii[32,141] := {320} tii[32,142] := {268} tii[32,143] := {214, 308} tii[32,144] := {318} tii[32,145] := {204} tii[32,146] := {341} tii[32,147] := {149, 250} tii[32,148] := {319, 373} tii[32,149] := {297} tii[32,150] := {179, 301} tii[32,151] := {262, 350} tii[32,152] := {205, 365} tii[32,153] := {191} tii[32,154] := {172} tii[32,155] := {240} tii[32,156] := {119, 229} tii[32,157] := {192, 305} tii[32,158] := {178} tii[32,159] := {266} tii[32,160] := {151, 279} tii[32,161] := {235, 338} tii[32,162] := {135, 249} tii[32,163] := {97, 294} tii[32,164] := {173, 353} tii[32,165] := {123} tii[32,166] := {217, 332} tii[32,167] := {88, 182} tii[32,168] := {206, 374} tii[32,169] := {61, 238} tii[32,170] := {35, 187} tii[32,171] := {83} tii[32,172] := {117} tii[32,173] := {121} tii[32,174] := {74, 161} tii[32,175] := {84, 180} tii[32,176] := {77} tii[32,177] := {201} tii[32,178] := {102, 218} tii[32,179] := {170, 288} tii[32,180] := {52, 124} tii[32,181] := {31, 174} tii[32,182] := {118, 313} tii[32,183] := {45} tii[32,184] := {93} tii[32,185] := {28, 79} tii[32,186] := {152, 278} tii[32,187] := {70, 160} tii[32,188] := {19, 120} tii[32,189] := {145, 351} tii[32,190] := {43, 188} tii[32,191] := {10, 80} tii[32,192] := {25, 164} tii[32,193] := {26} tii[32,194] := {104, 216} tii[32,195] := {16, 46} tii[32,196] := {9, 75} tii[32,197] := {99, 311} tii[32,198] := {36, 231} tii[32,199] := {5, 47} tii[32,200] := {1, 76} tii[32,201] := {71} tii[32,202] := {44, 109} tii[32,203] := {139} tii[32,204] := {62, 153} tii[32,205] := {115, 227} tii[32,206] := {72, 253} tii[32,207] := {56} tii[32,208] := {103, 215} tii[32,209] := {41, 108} tii[32,210] := {98, 309} tii[32,211] := {24, 129} tii[32,212] := {14, 111} tii[32,213] := {17} tii[32,214] := {63, 150} tii[32,215] := {12, 38} tii[32,216] := {6, 48} tii[32,217] := {59, 251} tii[32,218] := {21, 163} tii[32,219] := {3, 39} tii[32,220] := {0, 49} tii[32,221] := {37, 101} tii[32,222] := {32, 183} tii[32,223] := {11, 110} tii[32,224] := {2, 82} cell#175 , |C| = 300 special orbit = [7, 2, 2, 1, 1, 1, 1, 1, 1] special rep = [[3, 1], [1, 1, 1, 1]] , dim = 210 cell rep = phi[[3, 1],[1, 1, 1, 1]]+phi[[],[4, 2, 1, 1]] TII depth = 3 TII multiplicity polynomial = 120*X+90*X^2 TII subcells: tii[30,1] := {219} tii[30,2] := {138} tii[30,3] := {129} tii[30,4] := {253} tii[30,5] := {123} tii[30,6] := {217} tii[30,7] := {106} tii[30,8] := {238} tii[30,9] := {218, 276} tii[30,10] := {161} tii[30,11] := {148} tii[30,12] := {184} tii[30,13] := {162, 231} tii[30,14] := {187} tii[30,15] := {140, 229} tii[30,16] := {277} tii[30,17] := {84} tii[30,18] := {251} tii[30,19] := {71} tii[30,20] := {269} tii[30,21] := {252, 291} tii[30,22] := {232} tii[30,23] := {120} tii[30,24] := {107} tii[30,25] := {142} tii[30,26] := {255} tii[30,27] := {121, 195} tii[30,28] := {233, 282} tii[30,29] := {278} tii[30,30] := {146} tii[30,31] := {97, 193} tii[30,32] := {254, 293} tii[30,33] := {234, 298} tii[30,34] := {158} tii[30,35] := {73} tii[30,36] := {183} tii[30,37] := {159, 230} tii[30,38] := {222} tii[30,39] := {102} tii[30,40] := {64, 153} tii[30,41] := {180, 260} tii[30,42] := {160, 279} tii[30,43] := {144} tii[30,44] := {95, 192} tii[30,45] := {83, 225} tii[30,46] := {285} tii[30,47] := {50} tii[30,48] := {265} tii[30,49] := {43} tii[30,50] := {283} tii[30,51] := {266, 295} tii[30,52] := {80} tii[30,53] := {248} tii[30,54] := {72} tii[30,55] := {98} tii[30,56] := {268} tii[30,57] := {81, 154} tii[30,58] := {249, 290} tii[30,59] := {101} tii[30,60] := {286} tii[30,61] := {63, 152} tii[30,62] := {267, 297} tii[30,63] := {250, 299} tii[30,64] := {214} tii[30,65] := {117} tii[30,66] := {44} tii[30,67] := {237} tii[30,68] := {141} tii[30,69] := {215, 275} tii[30,70] := {118, 194} tii[30,71] := {185} tii[30,72] := {270} tii[30,73] := {69} tii[30,74] := {35, 112} tii[30,75] := {135, 227} tii[30,76] := {236, 289} tii[30,77] := {119, 257} tii[30,78] := {216, 296} tii[30,79] := {240} tii[30,80] := {99} tii[30,81] := {203, 274} tii[30,82] := {60, 151} tii[30,83] := {49, 188} tii[30,84] := {177, 288} tii[30,85] := {137, 294} tii[30,86] := {131} tii[30,87] := {22} tii[30,88] := {166} tii[30,89] := {132, 212} tii[30,90] := {40} tii[30,91] := {206} tii[30,92] := {16, 77} tii[30,93] := {164, 244} tii[30,94] := {133, 271} tii[30,95] := {167} tii[30,96] := {67} tii[30,97] := {126, 210} tii[30,98] := {33, 111} tii[30,99] := {25, 149} tii[30,100] := {92, 241} tii[30,101] := {61, 263} tii[30,102] := {90} tii[30,103] := {57, 130} tii[30,104] := {31, 170} tii[30,105] := {15, 201} tii[30,106] := {13} tii[30,107] := {182} tii[30,108] := {32} tii[30,109] := {147} tii[30,110] := {65} tii[30,111] := {109} tii[30,112] := {14} tii[30,113] := {178} tii[30,114] := {37} tii[30,115] := {103} tii[30,116] := {205} tii[30,117] := {74} tii[30,118] := {179, 247} tii[30,119] := {58} tii[30,120] := {169} tii[30,121] := {91} tii[30,122] := {139, 213} tii[30,123] := {104, 173} tii[30,124] := {9} tii[30,125] := {198} tii[30,126] := {87} tii[30,127] := {27} tii[30,128] := {221} tii[30,129] := {56} tii[30,130] := {199, 262} tii[30,131] := {38} tii[30,132] := {256} tii[30,133] := {145} tii[30,134] := {75} tii[30,135] := {124, 196} tii[30,136] := {220, 281} tii[30,137] := {88, 157} tii[30,138] := {200, 292} tii[30,139] := {66} tii[30,140] := {223} tii[30,141] := {110} tii[30,142] := {181, 261} tii[30,143] := {105, 197} tii[30,144] := {163, 280} tii[30,145] := {125, 259} tii[30,146] := {2} tii[30,147] := {174} tii[30,148] := {54} tii[30,149] := {11} tii[30,150] := {204} tii[30,151] := {30} tii[30,152] := {175, 246} tii[30,153] := {18} tii[30,154] := {239} tii[30,155] := {100} tii[30,156] := {45} tii[30,157] := {85, 155} tii[30,158] := {202, 273} tii[30,159] := {176, 287} tii[30,160] := {55, 116} tii[30,161] := {207} tii[30,162] := {186} tii[30,163] := {39} tii[30,164] := {165, 245} tii[30,165] := {136, 228} tii[30,166] := {76} tii[30,167] := {134, 272} tii[30,168] := {70, 156} tii[30,169] := {122, 258} tii[30,170] := {96, 284} tii[30,171] := {86, 226} tii[30,172] := {20} tii[30,173] := {168} tii[30,174] := {127, 211} tii[30,175] := {47} tii[30,176] := {93, 242} tii[30,177] := {42, 115} tii[30,178] := {62, 264} tii[30,179] := {53, 190} tii[30,180] := {36, 243} tii[30,181] := {0} tii[30,182] := {28} tii[30,183] := {3} tii[30,184] := {12} tii[30,185] := {5} tii[30,186] := {68} tii[30,187] := {23} tii[30,188] := {51, 113} tii[30,189] := {29, 79} tii[30,190] := {19} tii[30,191] := {143} tii[30,192] := {46} tii[30,193] := {94, 191} tii[30,194] := {41, 114} tii[30,195] := {82, 224} tii[30,196] := {52, 189} tii[30,197] := {6} tii[30,198] := {128} tii[30,199] := {89, 172} tii[30,200] := {24} tii[30,201] := {59, 208} tii[30,202] := {21, 78} tii[30,203] := {26, 150} tii[30,204] := {34, 235} tii[30,205] := {17, 209} tii[30,206] := {1} tii[30,207] := {8} tii[30,208] := {7, 48} tii[30,209] := {10, 108} tii[30,210] := {4, 171} cell#176 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {307} tii[32,2] := {286} tii[32,3] := {215, 354} tii[32,4] := {259, 378} tii[32,5] := {345} tii[32,6] := {236} tii[32,7] := {364} tii[32,8] := {347} tii[32,9] := {161, 321} tii[32,10] := {367, 369} tii[32,11] := {207, 356} tii[32,12] := {284} tii[32,13] := {260} tii[32,14] := {113, 353} tii[32,15] := {297, 299} tii[32,16] := {153, 377} tii[32,17] := {159, 376} tii[32,18] := {201, 366} tii[32,19] := {203, 382} tii[32,20] := {245, 383} tii[32,21] := {315} tii[32,22] := {184} tii[32,23] := {349} tii[32,24] := {316} tii[32,25] := {112, 278} tii[32,26] := {350, 351} tii[32,27] := {150, 326} tii[32,28] := {310} tii[32,29] := {234} tii[32,30] := {208} tii[32,31] := {275} tii[32,32] := {72, 320} tii[32,33] := {247, 249} tii[32,34] := {313, 314} tii[32,35] := {106, 355} tii[32,36] := {228} tii[32,37] := {110, 352} tii[32,38] := {144, 332} tii[32,39] := {273, 274} tii[32,40] := {146, 379} tii[32,41] := {226, 312} tii[32,42] := {189, 381} tii[32,43] := {210} tii[32,44] := {178} tii[32,45] := {39, 293} tii[32,46] := {222, 223} tii[32,47] := {65, 341} tii[32,48] := {128} tii[32,49] := {69, 333} tii[32,50] := {97, 311} tii[32,51] := {173, 174} tii[32,52] := {99, 371} tii[32,53] := {125, 219} tii[32,54] := {136, 380} tii[32,55] := {51, 290} tii[32,56] := {81, 266} tii[32,57] := {82, 342} tii[32,58] := {48, 216} tii[32,59] := {119, 361} tii[32,60] := {74, 328} tii[32,61] := {346} tii[32,62] := {131} tii[32,63] := {365} tii[32,64] := {348} tii[32,65] := {71, 229} tii[32,66] := {368, 370} tii[32,67] := {103, 281} tii[32,68] := {182} tii[32,69] := {331} tii[32,70] := {154} tii[32,71] := {309} tii[32,72] := {38, 276} tii[32,73] := {192, 194} tii[32,74] := {338, 340} tii[32,75] := {62, 324} tii[32,76] := {265} tii[32,77] := {67, 317} tii[32,78] := {93, 287} tii[32,79] := {302, 304} tii[32,80] := {95, 357} tii[32,81] := {258, 336} tii[32,82] := {133, 372} tii[32,83] := {285} tii[32,84] := {156} tii[32,85] := {261} tii[32,86] := {127} tii[32,87] := {17, 238} tii[32,88] := {298, 300} tii[32,89] := {171, 172} tii[32,90] := {33, 305} tii[32,91] := {86} tii[32,92] := {212} tii[32,93] := {36, 292} tii[32,94] := {56, 268} tii[32,95] := {121, 122} tii[32,96] := {253, 255} tii[32,97] := {58, 344} tii[32,98] := {83, 163} tii[32,99] := {206, 296} tii[32,100] := {89, 363} tii[32,101] := {160} tii[32,102] := {26, 237} tii[32,103] := {202, 204} tii[32,104] := {45, 213} tii[32,105] := {46, 306} tii[32,106] := {23, 162} tii[32,107] := {152, 246} tii[32,108] := {76, 329} tii[32,109] := {107, 220} tii[32,110] := {40, 283} tii[32,111] := {183} tii[32,112] := {155} tii[32,113] := {5, 277} tii[32,114] := {193, 195} tii[32,115] := {12, 325} tii[32,116] := {109} tii[32,117] := {15, 318} tii[32,118] := {27, 288} tii[32,119] := {141, 143} tii[32,120] := {29, 358} tii[32,121] := {102, 187} tii[32,122] := {52, 373} tii[32,123] := {68} tii[32,124] := {9, 291} tii[32,125] := {94, 96} tii[32,126] := {21, 267} tii[32,127] := {22, 343} tii[32,128] := {7, 217} tii[32,129] := {61, 134} tii[32,130] := {42, 362} tii[32,131] := {34, 115} tii[32,132] := {18, 327} tii[32,133] := {16, 319} tii[32,134] := {28, 289} tii[32,135] := {30, 359} tii[32,136] := {11, 242} tii[32,137] := {53, 374} tii[32,138] := {3, 188} tii[32,139] := {41, 360} tii[32,140] := {54, 375} tii[32,141] := {263} tii[32,142] := {214} tii[32,143] := {169, 256} tii[32,144] := {330} tii[32,145] := {239} tii[32,146] := {308} tii[32,147] := {191, 282} tii[32,148] := {337, 339} tii[32,149] := {264} tii[32,150] := {170, 323} tii[32,151] := {301, 303} tii[32,152] := {257, 335} tii[32,153] := {262} tii[32,154] := {185} tii[32,155] := {227} tii[32,156] := {139, 233} tii[32,157] := {271, 272} tii[32,158] := {179} tii[32,159] := {211} tii[32,160] := {120, 280} tii[32,161] := {252, 254} tii[32,162] := {224, 225} tii[32,163] := {177, 270} tii[32,164] := {205, 295} tii[32,165] := {129} tii[32,166] := {78, 322} tii[32,167] := {175, 176} tii[32,168] := {151, 334} tii[32,169] := {126, 221} tii[32,170] := {85, 167} tii[32,171] := {235} tii[32,172] := {132} tii[32,173] := {209} tii[32,174] := {92, 181} tii[32,175] := {248, 250} tii[32,176] := {158} tii[32,177] := {157} tii[32,178] := {77, 232} tii[32,179] := {197, 199} tii[32,180] := {198, 200} tii[32,181] := {149, 244} tii[32,182] := {148, 243} tii[32,183] := {111} tii[32,184] := {87} tii[32,185] := {145, 147} tii[32,186] := {44, 279} tii[32,187] := {123, 124} tii[32,188] := {105, 190} tii[32,189] := {104, 294} tii[32,190] := {84, 168} tii[32,191] := {66, 166} tii[32,192] := {49, 116} tii[32,193] := {70} tii[32,194] := {20, 251} tii[32,195] := {98, 100} tii[32,196] := {64, 137} tii[32,197] := {63, 269} tii[32,198] := {25, 165} tii[32,199] := {35, 117} tii[32,200] := {14, 138} tii[32,201] := {88} tii[32,202] := {55, 130} tii[32,203] := {108} tii[32,204] := {43, 180} tii[32,205] := {140, 142} tii[32,206] := {101, 186} tii[32,207] := {50} tii[32,208] := {19, 230} tii[32,209] := {79, 80} tii[32,210] := {60, 240} tii[32,211] := {47, 118} tii[32,212] := {24, 73} tii[32,213] := {37} tii[32,214] := {6, 196} tii[32,215] := {57, 59} tii[32,216] := {32, 90} tii[32,217] := {31, 218} tii[32,218] := {8, 114} tii[32,219] := {13, 75} tii[32,220] := {4, 91} tii[32,221] := {1, 231} tii[32,222] := {10, 241} tii[32,223] := {2, 164} tii[32,224] := {0, 135} cell#177 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {176} tii[24,2] := {219} tii[24,3] := {246} tii[24,4] := {205} tii[24,5] := {140} tii[24,6] := {240} tii[24,7] := {169} tii[24,8] := {260} tii[24,9] := {227} tii[24,10] := {203} tii[24,11] := {255} tii[24,12] := {223} tii[24,13] := {222} tii[24,14] := {271} tii[24,15] := {266} tii[24,16] := {253} tii[24,17] := {277} tii[24,18] := {278} tii[24,19] := {175} tii[24,20] := {100} tii[24,21] := {218} tii[24,22] := {130} tii[24,23] := {245} tii[24,24] := {204} tii[24,25] := {172} tii[24,26] := {66} tii[24,27] := {239} tii[24,28] := {195} tii[24,29] := {194} tii[24,30] := {96} tii[24,31] := {259} tii[24,32] := {99} tii[24,33] := {254} tii[24,34] := {127} tii[24,35] := {235} tii[24,36] := {128} tii[24,37] := {270} tii[24,38] := {158} tii[24,39] := {275} tii[24,40] := {187} tii[24,41] := {153} tii[24,42] := {232} tii[24,43] := {185} tii[24,44] := {184} tii[24,45] := {252} tii[24,46] := {118} tii[24,47] := {247} tii[24,48] := {228} tii[24,49] := {152} tii[24,50] := {151} tii[24,51] := {265} tii[24,52] := {183} tii[24,53] := {116} tii[24,54] := {272} tii[24,55] := {229} tii[24,56] := {206} tii[24,57] := {249} tii[24,58] := {180} tii[24,59] := {261} tii[24,60] := {273} tii[24,61] := {137} tii[24,62] := {65} tii[24,63] := {188} tii[24,64] := {94} tii[24,65] := {226} tii[24,66] := {173} tii[24,67] := {135} tii[24,68] := {36} tii[24,69] := {216} tii[24,70] := {161} tii[24,71] := {159} tii[24,72] := {59} tii[24,73] := {243} tii[24,74] := {62} tii[24,75] := {236} tii[24,76] := {86} tii[24,77] := {213} tii[24,78] := {88} tii[24,79] := {256} tii[24,80] := {119} tii[24,81] := {267} tii[24,82] := {154} tii[24,83] := {16} tii[24,84] := {117} tii[24,85] := {210} tii[24,86] := {32} tii[24,87] := {150} tii[24,88] := {149} tii[24,89] := {234} tii[24,90] := {81} tii[24,91] := {34} tii[24,92] := {231} tii[24,93] := {53} tii[24,94] := {208} tii[24,95] := {113} tii[24,96] := {112} tii[24,97] := {55} tii[24,98] := {251} tii[24,99] := {146} tii[24,100] := {79} tii[24,101] := {83} tii[24,102] := {263} tii[24,103] := {25} tii[24,104] := {209} tii[24,105] := {43} tii[24,106] := {44} tii[24,107] := {177} tii[24,108] := {233} tii[24,109] := {22} tii[24,110] := {143} tii[24,111] := {70} tii[24,112] := {248} tii[24,113] := {38} tii[24,114] := {264} tii[24,115] := {174} tii[24,116] := {136} tii[24,117] := {217} tii[24,118] := {162} tii[24,119] := {160} tii[24,120] := {244} tii[24,121] := {98} tii[24,122] := {237} tii[24,123] := {214} tii[24,124] := {126} tii[24,125] := {124} tii[24,126] := {257} tii[24,127] := {156} tii[24,128] := {93} tii[24,129] := {268} tii[24,130] := {63} tii[24,131] := {230} tii[24,132] := {89} tii[24,133] := {87} tii[24,134] := {207} tii[24,135] := {250} tii[24,136] := {181} tii[24,137] := {120} tii[24,138] := {58} tii[24,139] := {262} tii[24,140] := {106} tii[24,141] := {33} tii[24,142] := {274} tii[24,143] := {238} tii[24,144] := {215} tii[24,145] := {258} tii[24,146] := {191} tii[24,147] := {269} tii[24,148] := {157} tii[24,149] := {276} tii[24,150] := {279} tii[24,151] := {103} tii[24,152] := {134} tii[24,153] := {142} tii[24,154] := {102} tii[24,155] := {111} tii[24,156] := {171} tii[24,157] := {133} tii[24,158] := {139} tii[24,159] := {199} tii[24,160] := {166} tii[24,161] := {167} tii[24,162] := {193} tii[24,163] := {179} tii[24,164] := {37} tii[24,165] := {148} tii[24,166] := {202} tii[24,167] := {61} tii[24,168] := {64} tii[24,169] := {178} tii[24,170] := {109} tii[24,171] := {225} tii[24,172] := {90} tii[24,173] := {201} tii[24,174] := {200} tii[24,175] := {91} tii[24,176] := {168} tii[24,177] := {221} tii[24,178] := {122} tii[24,179] := {49} tii[24,180] := {242} tii[24,181] := {77} tii[24,182] := {78} tii[24,183] := {241} tii[24,184] := {46} tii[24,185] := {108} tii[24,186] := {68} tii[24,187] := {141} tii[24,188] := {5} tii[24,189] := {170} tii[24,190] := {110} tii[24,191] := {12} tii[24,192] := {14} tii[24,193] := {138} tii[24,194] := {71} tii[24,195] := {198} tii[24,196] := {26} tii[24,197] := {165} tii[24,198] := {164} tii[24,199] := {28} tii[24,200] := {50} tii[24,201] := {129} tii[24,202] := {192} tii[24,203] := {9} tii[24,204] := {82} tii[24,205] := {20} tii[24,206] := {21} tii[24,207] := {42} tii[24,208] := {224} tii[24,209] := {115} tii[24,210] := {114} tii[24,211] := {7} tii[24,212] := {95} tii[24,213] := {40} tii[24,214] := {220} tii[24,215] := {147} tii[24,216] := {80} tii[24,217] := {17} tii[24,218] := {47} tii[24,219] := {105} tii[24,220] := {15} tii[24,221] := {212} tii[24,222] := {29} tii[24,223] := {27} tii[24,224] := {11} tii[24,225] := {51} tii[24,226] := {211} tii[24,227] := {3} tii[24,228] := {39} tii[24,229] := {144} tii[24,230] := {52} tii[24,231] := {101} tii[24,232] := {131} tii[24,233] := {72} tii[24,234] := {97} tii[24,235] := {41} tii[24,236] := {163} tii[24,237] := {125} tii[24,238] := {123} tii[24,239] := {155} tii[24,240] := {92} tii[24,241] := {48} tii[24,242] := {18} tii[24,243] := {196} tii[24,244] := {76} tii[24,245] := {75} tii[24,246] := {57} tii[24,247] := {189} tii[24,248] := {107} tii[24,249] := {45} tii[24,250] := {23} tii[24,251] := {67} tii[24,252] := {35} tii[24,253] := {6} tii[24,254] := {186} tii[24,255] := {56} tii[24,256] := {54} tii[24,257] := {30} tii[24,258] := {84} tii[24,259] := {31} tii[24,260] := {182} tii[24,261] := {8} tii[24,262] := {104} tii[24,263] := {69} tii[24,264] := {13} tii[24,265] := {4} tii[24,266] := {85} tii[24,267] := {197} tii[24,268] := {190} tii[24,269] := {145} tii[24,270] := {121} tii[24,271] := {74} tii[24,272] := {73} tii[24,273] := {132} tii[24,274] := {19} tii[24,275] := {60} tii[24,276] := {24} tii[24,277] := {1} tii[24,278] := {10} tii[24,279] := {2} tii[24,280] := {0} cell#178 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {168} tii[24,2] := {224} tii[24,3] := {250} tii[24,4] := {192} tii[24,5] := {144} tii[24,6] := {241} tii[24,7] := {190} tii[24,8] := {262} tii[24,9] := {214} tii[24,10] := {195} tii[24,11] := {254} tii[24,12] := {230} tii[24,13] := {164} tii[24,14] := {271} tii[24,15] := {263} tii[24,16] := {251} tii[24,17] := {276} tii[24,18] := {277} tii[24,19] := {167} tii[24,20] := {113} tii[24,21] := {223} tii[24,22] := {161} tii[24,23] := {249} tii[24,24] := {191} tii[24,25] := {170} tii[24,26] := {84} tii[24,27] := {240} tii[24,28] := {210} tii[24,29] := {134} tii[24,30] := {133} tii[24,31] := {261} tii[24,32] := {111} tii[24,33] := {252} tii[24,34] := {77} tii[24,35] := {234} tii[24,36] := {159} tii[24,37] := {269} tii[24,38] := {178} tii[24,39] := {272} tii[24,40] := {166} tii[24,41] := {139} tii[24,42] := {222} tii[24,43] := {185} tii[24,44] := {104} tii[24,45] := {248} tii[24,46] := {110} tii[24,47] := {237} tii[24,48] := {216} tii[24,49] := {158} tii[24,50] := {76} tii[24,51] := {258} tii[24,52] := {177} tii[24,53] := {63} tii[24,54] := {265} tii[24,55] := {253} tii[24,56] := {235} tii[24,57] := {270} tii[24,58] := {226} tii[24,59] := {273} tii[24,60] := {278} tii[24,61] := {136} tii[24,62] := {83} tii[24,63] := {198} tii[24,64] := {132} tii[24,65] := {233} tii[24,66] := {165} tii[24,67] := {138} tii[24,68] := {60} tii[24,69] := {221} tii[24,70] := {184} tii[24,71] := {103} tii[24,72] := {101} tii[24,73] := {247} tii[24,74] := {80} tii[24,75] := {236} tii[24,76] := {53} tii[24,77] := {215} tii[24,78] := {129} tii[24,79] := {257} tii[24,80] := {147} tii[24,81] := {264} tii[24,82] := {135} tii[24,83] := {40} tii[24,84] := {108} tii[24,85] := {197} tii[24,86] := {73} tii[24,87] := {156} tii[24,88] := {74} tii[24,89] := {232} tii[24,90] := {79} tii[24,91] := {57} tii[24,92] := {219} tii[24,93] := {34} tii[24,94] := {193} tii[24,95] := {128} tii[24,96] := {52} tii[24,97] := {98} tii[24,98] := {245} tii[24,99] := {146} tii[24,100] := {41} tii[24,101] := {118} tii[24,102] := {255} tii[24,103] := {39} tii[24,104] := {238} tii[24,105] := {22} tii[24,106] := {72} tii[24,107] := {217} tii[24,108] := {259} tii[24,109] := {16} tii[24,110] := {201} tii[24,111] := {89} tii[24,112] := {266} tii[24,113] := {122} tii[24,114] := {274} tii[24,115] := {105} tii[24,116] := {78} tii[24,117] := {173} tii[24,118] := {127} tii[24,119] := {51} tii[24,120] := {213} tii[24,121] := {56} tii[24,122] := {196} tii[24,123] := {169} tii[24,124] := {97} tii[24,125] := {33} tii[24,126] := {231} tii[24,127] := {117} tii[24,128] := {26} tii[24,129] := {243} tii[24,130] := {38} tii[24,131] := {220} tii[24,132] := {71} tii[24,133] := {21} tii[24,134] := {194} tii[24,135] := {246} tii[24,136] := {175} tii[24,137] := {88} tii[24,138] := {15} tii[24,139] := {256} tii[24,140] := {121} tii[24,141] := {9} tii[24,142] := {268} tii[24,143] := {239} tii[24,144] := {218} tii[24,145] := {260} tii[24,146] := {202} tii[24,147] := {267} tii[24,148] := {180} tii[24,149] := {275} tii[24,150] := {279} tii[24,151] := {115} tii[24,152] := {163} tii[24,153] := {143} tii[24,154] := {114} tii[24,155] := {124} tii[24,156] := {189} tii[24,157] := {162} tii[24,158] := {141} tii[24,159] := {209} tii[24,160] := {107} tii[24,161] := {187} tii[24,162] := {204} tii[24,163] := {172} tii[24,164] := {61} tii[24,165] := {154} tii[24,166] := {212} tii[24,167] := {102} tii[24,168] := {81} tii[24,169] := {171} tii[24,170] := {126} tii[24,171] := {229} tii[24,172] := {54} tii[24,173] := {211} tii[24,174] := {137} tii[24,175] := {130} tii[24,176] := {116} tii[24,177] := {227} tii[24,178] := {148} tii[24,179] := {59} tii[24,180] := {244} tii[24,181] := {36} tii[24,182] := {100} tii[24,183] := {242} tii[24,184] := {29} tii[24,185] := {120} tii[24,186] := {152} tii[24,187] := {142} tii[24,188] := {25} tii[24,189] := {188} tii[24,190] := {125} tii[24,191] := {50} tii[24,192] := {37} tii[24,193] := {140} tii[24,194] := {95} tii[24,195] := {208} tii[24,196] := {20} tii[24,197] := {186} tii[24,198] := {106} tii[24,199] := {70} tii[24,200] := {87} tii[24,201] := {85} tii[24,202] := {203} tii[24,203] := {23} tii[24,204] := {82} tii[24,205] := {11} tii[24,206] := {48} tii[24,207] := {69} tii[24,208] := {228} tii[24,209] := {131} tii[24,210] := {55} tii[24,211] := {7} tii[24,212] := {64} tii[24,213] := {65} tii[24,214] := {225} tii[24,215] := {149} tii[24,216] := {44} tii[24,217] := {90} tii[24,218] := {30} tii[24,219] := {181} tii[24,220] := {13} tii[24,221] := {207} tii[24,222] := {32} tii[24,223] := {6} tii[24,224] := {3} tii[24,225] := {45} tii[24,226] := {200} tii[24,227] := {1} tii[24,228] := {67} tii[24,229] := {205} tii[24,230] := {92} tii[24,231] := {112} tii[24,232] := {160} tii[24,233] := {93} tii[24,234] := {109} tii[24,235] := {68} tii[24,236] := {183} tii[24,237] := {157} tii[24,238] := {75} tii[24,239] := {176} tii[24,240] := {62} tii[24,241] := {58} tii[24,242] := {46} tii[24,243] := {206} tii[24,244] := {99} tii[24,245] := {35} tii[24,246] := {42} tii[24,247] := {199} tii[24,248] := {119} tii[24,249] := {28} tii[24,250] := {17} tii[24,251] := {151} tii[24,252] := {24} tii[24,253] := {31} tii[24,254] := {182} tii[24,255] := {49} tii[24,256] := {12} tii[24,257] := {27} tii[24,258] := {66} tii[24,259] := {8} tii[24,260] := {174} tii[24,261] := {10} tii[24,262] := {179} tii[24,263] := {91} tii[24,264] := {5} tii[24,265] := {2} tii[24,266] := {123} tii[24,267] := {155} tii[24,268] := {145} tii[24,269] := {150} tii[24,270] := {153} tii[24,271] := {94} tii[24,272] := {96} tii[24,273] := {86} tii[24,274] := {47} tii[24,275] := {43} tii[24,276] := {18} tii[24,277] := {19} tii[24,278] := {14} tii[24,279] := {4} tii[24,280] := {0} cell#179 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {756} tii[17,2] := {718, 872} tii[17,3] := {367, 939} tii[17,4] := {855} tii[17,5] := {676} tii[17,6] := {618, 961} tii[17,7] := {376, 567, 990, 1099} tii[17,8] := {484, 693, 1065, 1161} tii[17,9] := {941} tii[17,10] := {523, 1039} tii[17,11] := {859} tii[17,12] := {256, 761, 813, 1098} tii[17,13] := {747, 974} tii[17,14] := {351, 887, 917, 1160} tii[17,15] := {615, 1095} tii[17,16] := {508, 730, 1022, 1157} tii[17,17] := {456, 1018} tii[17,18] := {755} tii[17,19] := {522, 1043} tii[17,20] := {572} tii[17,21] := {298, 672, 1062, 1149} tii[17,22] := {392, 796, 1121, 1197} tii[17,23] := {406, 1085} tii[17,24] := {853} tii[17,25] := {477} tii[17,26] := {330, 1026} tii[17,27] := {428, 1103} tii[17,28] := {758} tii[17,29] := {193, 712, 863, 1031} tii[17,30] := {229, 616, 991, 1187} tii[17,31] := {238, 432, 937, 1108} tii[17,32] := {646, 885} tii[17,33] := {274, 825, 978, 1113} tii[17,34] := {309, 731, 1066, 1223} tii[17,35] := {565} tii[17,36] := {192, 715, 908, 1215} tii[17,37] := {516, 1147} tii[17,38] := {131, 605, 805, 1183} tii[17,39] := {462, 691} tii[17,40] := {412, 629, 1090, 1195} tii[17,41] := {273, 828, 998, 1240} tii[17,42] := {341, 912, 1064, 1250} tii[17,43] := {940} tii[17,44] := {345, 1151} tii[17,45] := {858} tii[17,46] := {142, 811, 947, 1097} tii[17,47] := {746, 973} tii[17,48] := {208, 915, 1048, 1159} tii[17,49] := {764} tii[17,50] := {114, 713, 905, 1144} tii[17,51] := {419, 1186} tii[17,52] := {76, 599, 806, 1086} tii[17,53] := {328, 532, 1143, 1222} tii[17,54] := {648, 890} tii[17,55] := {162, 826, 995, 1192} tii[17,56] := {593, 962} tii[17,57] := {216, 911, 1063, 1216} tii[17,58] := {513, 1214} tii[17,59] := {405, 626, 1182, 1239} tii[17,60] := {358, 721, 1164, 1251} tii[17,61] := {657} tii[17,62] := {368, 1070} tii[17,63] := {427, 965} tii[17,64] := {476} tii[17,65] := {228, 568, 1092, 1174} tii[17,66] := {308, 694, 1154, 1213} tii[17,67] := {319, 1125} tii[17,68] := {754} tii[17,69] := {344, 1040} tii[17,70] := {386} tii[17,71] := {252, 1074} tii[17,72] := {659} tii[17,73] := {141, 609, 763, 953} tii[17,74] := {168, 517, 1027, 1206} tii[17,75] := {544, 784} tii[17,76] := {176, 347, 1001, 1137} tii[17,77] := {207, 724, 889, 1055} tii[17,78] := {234, 630, 1109, 1235} tii[17,79] := {468} tii[17,80] := {418, 1096} tii[17,81] := {139, 612, 949, 1228} tii[17,82] := {91, 503, 848, 1203} tii[17,83] := {327, 531, 1024, 1158} tii[17,84] := {372, 587} tii[17,85] := {205, 727, 1052, 1249} tii[17,86] := {263, 818, 1104, 1255} tii[17,87] := {244, 1071} tii[17,88] := {852} tii[17,89] := {305} tii[17,90] := {268, 1102} tii[17,91] := {189, 1004} tii[17,92] := {123, 420, 948, 1173} tii[17,93] := {757} tii[17,94] := {100, 709, 861, 1030} tii[17,95] := {128, 270, 922, 1081} tii[17,96] := {173, 533, 1049, 1212} tii[17,97] := {645, 884} tii[17,98] := {151, 822, 976, 1112} tii[17,99] := {138, 927} tii[17,100] := {661} tii[17,101] := {78, 610, 810, 1093} tii[17,102] := {382} tii[17,103] := {99, 514, 864, 1205} tii[17,104] := {336, 1146} tii[17,105] := {51, 499, 704, 1020} tii[17,106] := {63, 407, 748, 1169} tii[17,107] := {293, 490} tii[17,108] := {90, 204, 833, 1016} tii[17,109] := {248, 438, 1089, 1194} tii[17,110] := {546, 786} tii[17,111] := {117, 725, 914, 1155} tii[17,112] := {150, 627, 981, 1234} tii[17,113] := {58, 262, 745, 1079} tii[17,114] := {493, 873} tii[17,115] := {159, 817, 992, 1188} tii[17,116] := {198, 719, 1041, 1244} tii[17,117] := {69, 608, 766, 1224} tii[17,118] := {466} tii[17,119] := {416, 1184} tii[17,120] := {42, 500, 654, 1199} tii[17,121] := {365, 585} tii[17,122] := {108, 723, 893, 1243} tii[17,123] := {318, 529, 1140, 1220} tii[17,124] := {23, 398, 597, 1167} tii[17,125] := {315, 677} tii[17,126] := {279, 620, 1119, 1237} tii[17,127] := {147, 816, 966, 1252} tii[17,128] := {186, 904, 1012, 1258} tii[17,129] := {924} tii[17,130] := {202, 1133} tii[17,131] := {835} tii[17,132] := {68, 760, 926, 1075} tii[17,133] := {735, 933} tii[17,134] := {107, 886, 1015, 1138} tii[17,135] := {260, 1172} tii[17,136] := {738} tii[17,137] := {53, 662, 860, 1129} tii[17,138] := {33, 547, 750, 1072} tii[17,139] := {185, 355, 1128, 1211} tii[17,140] := {635, 844} tii[17,141] := {81, 787, 975, 1177} tii[17,142] := {542, 928} tii[17,143] := {115, 874, 1036, 1207} tii[17,144] := {637} tii[17,145] := {35, 560, 762, 1166} tii[17,146] := {335, 1204} tii[17,147] := {538, 743} tii[17,148] := {20, 453, 652, 1122} tii[17,149] := {56, 686, 888, 1201} tii[17,150] := {243, 437, 1168, 1233} tii[17,151] := {10, 400, 543, 1067} tii[17,152] := {211, 524, 1139, 1245} tii[17,153] := {448, 838} tii[17,154] := {80, 777, 959, 1225} tii[17,155] := {369, 920} tii[17,156] := {112, 841, 1023, 1242} tii[17,157] := {381, 1227} tii[17,158] := {288, 489, 1202, 1248} tii[17,159] := {240, 576, 1181, 1256} tii[17,160] := {183, 641, 1142, 1259} tii[17,161] := {289} tii[17,162] := {573} tii[17,163] := {331, 471} tii[17,164] := {433, 590} tii[17,165] := {364} tii[17,166] := {290, 854} tii[17,167] := {675} tii[17,168] := {464} tii[17,169] := {574} tii[17,170] := {414, 566} tii[17,171] := {299, 470, 907, 1032} tii[17,172] := {227, 759} tii[17,173] := {583} tii[17,174] := {527, 692} tii[17,175] := {393, 589, 997, 1114} tii[17,176] := {163, 307, 702, 898} tii[17,177] := {511, 665} tii[17,178] := {255, 563, 815, 955} tii[17,179] := {670} tii[17,180] := {624, 788} tii[17,181] := {179, 458, 708, 883} tii[17,182] := {556, 794} tii[17,183] := {350, 689, 919, 1057} tii[17,184] := {424, 775, 830, 986} tii[17,185] := {450} tii[17,186] := {320, 1019} tii[17,187] := {296, 857} tii[17,188] := {773} tii[17,189] := {557} tii[17,190] := {387} tii[17,191] := {332, 671} tii[17,192] := {253, 946} tii[17,193] := {169, 518, 906, 1148} tii[17,194] := {218, 390, 804, 984} tii[17,195] := {683} tii[17,196] := {434, 795} tii[17,197] := {177, 348, 847, 1047} tii[17,198] := {235, 631, 996, 1196} tii[17,199] := {771} tii[17,200] := {465} tii[17,201] := {415, 768} tii[17,202] := {214, 666, 716, 1033} tii[17,203] := {140, 613, 814, 1185} tii[17,204] := {469} tii[17,205] := {191, 865} tii[17,206] := {286, 480, 902, 1046} tii[17,207] := {658, 897} tii[17,208] := {528, 892} tii[17,209] := {92, 504, 703, 1141} tii[17,210] := {584} tii[17,211] := {155, 552, 607, 972} tii[17,212] := {283, 791, 829, 1115} tii[17,213] := {373, 588} tii[17,214] := {206, 728, 918, 1221} tii[17,215] := {130, 272, 749, 982} tii[17,216] := {571, 801} tii[17,217] := {360, 732, 875, 1058} tii[17,218] := {264, 819, 994, 1236} tii[17,219] := {86, 340, 700, 1042} tii[17,220] := {334, 866} tii[17,221] := {101, 711, 714, 1145} tii[17,222] := {561} tii[17,223] := {180, 651, 707, 1045} tii[17,224] := {436, 979} tii[17,225] := {64, 602, 603, 1087} tii[17,226] := {152, 824, 827, 1193} tii[17,227] := {454, 687} tii[17,228] := {425, 633, 958, 1116} tii[17,229] := {401, 778} tii[17,230] := {200, 910, 913, 1217} tii[17,231] := {38, 496, 537, 1035} tii[17,232] := {249, 821, 989, 1190} tii[17,233] := {551} tii[17,234] := {182, 1002} tii[17,235] := {674} tii[17,236] := {374, 945} tii[17,237] := {233} tii[17,238] := {463} tii[17,239] := {257, 772} tii[17,240] := {137, 925} tii[17,241] := {84, 337, 862, 1131} tii[17,242] := {582} tii[17,243] := {284, 482, 901, 1054} tii[17,244] := {352, 899} tii[17,245] := {89, 203, 832, 1014} tii[17,246] := {125, 439, 977, 1179} tii[17,247] := {333, 868} tii[17,248] := {98, 836} tii[17,249] := {254, 950} tii[17,250] := {377} tii[17,251] := {158, 614, 769, 954} tii[17,252] := {302} tii[17,253] := {67, 417, 765, 1170} tii[17,254] := {668} tii[17,255] := {220, 580, 987, 1107} tii[17,256] := {435, 983} tii[17,257] := {178, 349, 849, 1053} tii[17,258] := {555, 793} tii[17,259] := {41, 321, 649, 1126} tii[17,260] := {223, 396} tii[17,261] := {62, 149, 736, 934} tii[17,262] := {485} tii[17,263] := {111, 509, 656, 882} tii[17,264] := {217, 729, 895, 1056} tii[17,265] := {106, 530, 891, 1209} tii[17,266] := {37, 197, 643, 1009} tii[17,267] := {126, 423, 803, 1105} tii[17,268] := {145, 619, 963, 1229} tii[17,269] := {474, 696} tii[17,270] := {282, 632, 964, 1118} tii[17,271] := {45, 510, 664, 1200} tii[17,272] := {663} tii[17,273] := {380} tii[17,274] := {301} tii[17,275] := {79, 611, 812, 1094} tii[17,276] := {70, 739} tii[17,277] := {259, 952} tii[17,278] := {26, 403, 550, 1165} tii[17,279] := {72, 623, 790, 1226} tii[17,280] := {165, 526, 903, 1153} tii[17,281] := {132, 604, 753, 970} tii[17,282] := {549, 789} tii[17,283] := {52, 501, 706, 1021} tii[17,284] := {287, 488} tii[17,285] := {395} tii[17,286] := {354, 1051} tii[17,287] := {118, 726, 916, 1156} tii[17,288] := {43, 109, 636, 845} tii[17,289] := {497, 877} tii[17,290] := {13, 314, 498, 1123} tii[17,291] := {88, 519, 733, 1150} tii[17,292] := {239, 575} tii[17,293] := {104, 717, 878, 1241} tii[17,294] := {385, 592} tii[17,295] := {342, 535, 1038, 1163} tii[17,296] := {160, 820, 993, 1189} tii[17,297] := {24, 148, 545, 929} tii[17,298] := {31, 443, 596, 957} tii[17,299] := {134, 809, 932, 1253} tii[17,300] := {411, 781} tii[17,301] := {17, 187, 459, 1000} tii[17,302] := {213, 722, 1061, 1219} tii[17,303] := {28, 558, 562, 1171} tii[17,304] := {446} tii[17,305] := {196, 1028} tii[17,306] := {95, 705, 850, 1044} tii[17,307] := {277, 1110} tii[17,308] := {15, 451, 455, 1127} tii[17,309] := {47, 684, 688, 1210} tii[17,310] := {361, 541} tii[17,311] := {7, 362, 402, 1077} tii[17,312] := {50, 536, 701, 1034} tii[17,313] := {71, 774, 779, 1230} tii[17,314] := {285, 639} tii[17,315] := {266, 441, 1101, 1198} tii[17,316] := {222, 734} tii[17,317] := {96, 843, 856, 1246} tii[17,318] := {281, 622, 1120, 1238} tii[17,319] := {3, 291, 324, 1011} tii[17,320] := {122, 782, 944, 1257} tii[17,321] := {457} tii[17,322] := {570} tii[17,323] := {297, 1003} tii[17,324] := {375} tii[17,325] := {194, 673} tii[17,326] := {483} tii[17,327] := {219, 391, 936, 1084} tii[17,328] := {275, 797} tii[17,329] := {258, 770} tii[17,330] := {300} tii[17,331] := {113, 515, 667, 869} tii[17,332] := {564} tii[17,333] := {190, 1005} tii[17,334] := {164, 481, 1017, 1136} tii[17,335] := {353, 896} tii[17,336] := {461, 690} tii[17,337] := {394} tii[17,338] := {75, 413, 553, 783} tii[17,339] := {161, 628, 792, 985} tii[17,340] := {129, 271, 923, 1083} tii[17,341] := {384, 591} tii[17,342] := {87, 339, 846, 1134} tii[17,343] := {215, 534, 876, 1059} tii[17,344] := {102, 837} tii[17,345] := {195, 867} tii[17,346] := {230} tii[17,347] := {559} tii[17,348] := {54, 512, 710, 1029} tii[17,349] := {94, 502, 653, 881} tii[17,350] := {120, 430, 938, 1176} tii[17,351] := {276, 980} tii[17,352] := {65, 153, 737, 935} tii[17,353] := {34, 404, 601, 942} tii[17,354] := {310} tii[17,355] := {452, 685} tii[17,356] := {82, 625, 823, 1111} tii[17,357] := {60, 421, 802, 1175} tii[17,358] := {265, 440, 960, 1117} tii[17,359] := {39, 201, 647, 1010} tii[17,360] := {399, 776} tii[17,361] := {303, 491} tii[17,362] := {116, 720, 909, 1152} tii[17,363] := {18, 357, 495, 870} tii[17,364] := {30, 250, 554, 1069} tii[17,365] := {325, 679} tii[17,366] := {157, 621, 988, 1191} tii[17,367] := {540} tii[17,368] := {171} tii[17,369] := {21, 467, 660, 1130} tii[17,370] := {144, 951} tii[17,371] := {83, 346, 851, 1135} tii[17,372] := {445, 642} tii[17,373] := {66, 600, 751, 969} tii[17,374] := {236} tii[17,375] := {210, 1050} tii[17,376] := {11, 366, 548, 1073} tii[17,377] := {36, 586, 785, 1178} tii[17,378] := {363, 740} tii[17,379] := {4, 316, 447, 1008} tii[17,380] := {40, 338, 699, 1132} tii[17,381] := {232, 397} tii[17,382] := {32, 442, 595, 956} tii[17,383] := {55, 678, 871, 1208} tii[17,384] := {199, 356, 1037, 1162} tii[17,385] := {292, 831} tii[17,386] := {16, 323, 505, 1124} tii[17,387] := {247, 577} tii[17,388] := {212, 525, 1060, 1218} tii[17,389] := {77, 742, 943, 1232} tii[17,390] := {2, 246, 370, 930} tii[17,391] := {224, 741} tii[17,392] := {97, 681, 1025, 1247} tii[17,393] := {103, 1006} tii[17,394] := {44, 650, 834, 1013} tii[17,395] := {154, 1082} tii[17,396] := {146, 278, 1078, 1180} tii[17,397] := {19, 494, 644, 1007} tii[17,398] := {6, 322, 460, 999} tii[17,399] := {156, 429, 1088, 1231} tii[17,400] := {136, 578, 1091, 1254} tii[17,401] := {226} tii[17,402] := {175, 312} tii[17,403] := {378} tii[17,404] := {170, 669} tii[17,405] := {241, 389} tii[17,406] := {486} tii[17,407] := {119, 237, 606, 798} tii[17,408] := {85, 306, 520, 698} tii[17,409] := {379} tii[17,410] := {143, 767} tii[17,411] := {317, 479} tii[17,412] := {221, 388, 808, 971} tii[17,413] := {487} tii[17,414] := {93, 209, 655, 894} tii[17,415] := {127, 383, 617, 800} tii[17,416] := {475, 697} tii[17,417] := {59, 267, 598, 967} tii[17,418] := {48, 329, 507, 880} tii[17,419] := {231} tii[17,420] := {46, 638} tii[17,421] := {242, 579} tii[17,422] := {121, 431, 807, 1106} tii[17,423] := {27, 73, 539, 744} tii[17,424] := {311} tii[17,425] := {61, 422, 634, 1100} tii[17,426] := {110, 472, 521, 900} tii[17,427] := {14, 105, 449, 839} tii[17,428] := {304, 492} tii[17,429] := {9, 135, 371, 921} tii[17,430] := {29, 410, 444, 968} tii[17,431] := {326, 680} tii[17,432] := {5, 167, 294, 842} tii[17,433] := {124} tii[17,434] := {181, 682} tii[17,435] := {57, 269, 752, 1080} tii[17,436] := {174} tii[17,437] := {25, 261, 594, 1076} tii[17,438] := {74, 426, 569, 799} tii[17,439] := {172, 313} tii[17,440] := {8, 245, 408, 1068} tii[17,441] := {184, 478} tii[17,442] := {22, 359, 506, 879} tii[17,443] := {1, 225, 251, 931} tii[17,444] := {166, 640} tii[17,445] := {133, 581} tii[17,446] := {49, 343, 473, 695} tii[17,447] := {12, 280, 409, 780} tii[17,448] := {0, 188, 295, 840} cell#180 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {522} tii[25,2] := {587} tii[25,3] := {120, 828} tii[25,4] := {622} tii[25,5] := {354} tii[25,6] := {686} tii[25,7] := {231, 945} tii[25,8] := {324, 1031} tii[25,9] := {250, 827} tii[25,10] := {729} tii[25,11] := {535} tii[25,12] := {783} tii[25,13] := {392, 630} tii[25,14] := {393, 944} tii[25,15] := {499, 709} tii[25,16] := {500, 1030} tii[25,17] := {826} tii[25,18] := {874} tii[25,19] := {723} tii[25,20] := {580, 943} tii[25,21] := {790, 791} tii[25,22] := {701, 1029} tii[25,23] := {942} tii[25,24] := {865, 1028} tii[25,25] := {730} tii[25,26] := {182, 920} tii[25,27] := {784} tii[25,28] := {442} tii[25,29] := {309, 1007} tii[25,30] := {410, 1068} tii[25,31] := {331, 919} tii[25,32] := {157, 990} tii[25,33] := {833} tii[25,34] := {635} tii[25,35] := {382} tii[25,36] := {58, 838} tii[25,37] := {875} tii[25,38] := {486, 735} tii[25,39] := {487, 1006} tii[25,40] := {266, 1053} tii[25,41] := {94, 906} tii[25,42] := {599, 813} tii[25,43] := {600, 1067} tii[25,44] := {374, 1092} tii[25,45] := {221, 1038} tii[25,46] := {917} tii[25,47] := {476} tii[25,48] := {155, 985} tii[25,49] := {347, 574} tii[25,50] := {951} tii[25,51] := {825} tii[25,52] := {680, 1004} tii[25,53] := {348, 1082} tii[25,54] := {206, 1021} tii[25,55] := {205, 1020} tii[25,56] := {463, 669} tii[25,57] := {883, 884} tii[25,58] := {804, 1065} tii[25,59] := {464, 1107} tii[25,60] := {571} tii[25,61] := {434, 1097} tii[25,62] := {1002} tii[25,63] := {337, 1075} tii[25,64] := {655, 656} tii[25,65] := {940, 1063} tii[25,66] := {559, 1115} tii[25,67] := {641, 1118} tii[25,68] := {421, 989} tii[25,69] := {923} tii[25,70] := {952} tii[25,71] := {740} tii[25,72] := {584, 837} tii[25,73] := {585, 1052} tii[25,74] := {705, 904} tii[25,75] := {706, 1091} tii[25,76] := {379, 1037} tii[25,77] := {988} tii[25,78] := {677} tii[25,79] := {294, 984} tii[25,80] := {1013} tii[25,81] := {915} tii[25,82] := {777, 1051} tii[25,83] := {530, 775} tii[25,84] := {531, 1081} tii[25,85] := {359, 1019} tii[25,86] := {358, 1018} tii[25,87] := {961, 962} tii[25,88] := {898, 1090} tii[25,89] := {664, 862} tii[25,90] := {665, 1106} tii[25,91] := {774} tii[25,92] := {628, 864} tii[25,93] := {629, 1096} tii[25,94] := {1048} tii[25,95] := {520, 935} tii[25,96] := {521, 1074} tii[25,97] := {858, 859} tii[25,98] := {1000, 1087} tii[25,99] := {766, 936} tii[25,100] := {767, 1114} tii[25,101] := {846, 995} tii[25,102] := {847, 1117} tii[25,103] := {1036} tii[25,104] := {1057} tii[25,105] := {983} tii[25,106] := {866, 1080} tii[25,107] := {1016, 1017} tii[25,108] := {973, 1105} tii[25,109] := {938} tii[25,110] := {836, 1095} tii[25,111] := {1079} tii[25,112] := {724, 1073} tii[25,113] := {1045, 1104} tii[25,114] := {996, 997} tii[25,115] := {937, 1113} tii[25,116] := {1040, 1041} tii[25,117] := {994, 1116} tii[25,118] := {1094} tii[25,119] := {1072, 1112} tii[25,120] := {1071, 1119} tii[25,121] := {72} tii[25,122] := {274} tii[25,123] := {163} tii[25,124] := {247} tii[25,125] := {121} tii[25,126] := {71, 725} tii[25,127] := {127} tii[25,128] := {355} tii[25,129] := {273} tii[25,130] := {232} tii[25,131] := {162, 868} tii[25,132] := {16, 541} tii[25,133] := {215} tii[25,134] := {325} tii[25,135] := {246, 975} tii[25,136] := {34, 614} tii[25,137] := {180} tii[25,138] := {119, 620} tii[25,139] := {440} tii[25,140] := {258} tii[25,141] := {70, 533} tii[25,142] := {353} tii[25,143] := {305} tii[25,144] := {228, 439} tii[25,145] := {229, 780} tii[25,146] := {366} tii[25,147] := {106, 448} tii[25,148] := {107, 605} tii[25,149] := {406} tii[25,150] := {321, 506} tii[25,151] := {322, 901} tii[25,152] := {390} tii[25,153] := {427} tii[25,154] := {304, 685} tii[25,155] := {497} tii[25,156] := {495, 496} tii[25,157] := {227, 591} tii[25,158] := {405, 809} tii[25,159] := {491, 720} tii[25,160] := {100, 918} tii[25,161] := {183} tii[25,162] := {37, 642} tii[25,163] := {298} tii[25,164] := {443} tii[25,165] := {28, 734} tii[25,166] := {189} tii[25,167] := {191, 1005} tii[25,168] := {310} tii[25,169] := {66, 721} tii[25,170] := {54, 811} tii[25,171] := {289} tii[25,172] := {291, 1066} tii[25,173] := {411} tii[25,174] := {156, 986} tii[25,175] := {251} tii[25,176] := {181, 726} tii[25,177] := {77, 737} tii[25,178] := {536} tii[25,179] := {306, 532} tii[25,180] := {381} tii[25,181] := {98, 913} tii[25,182] := {340} tii[25,183] := {441} tii[25,184] := {126} tii[25,185] := {263, 474} tii[25,186] := {118, 634} tii[25,187] := {264, 1049} tii[25,188] := {10, 632} tii[25,189] := {307, 869} tii[25,190] := {394} tii[25,191] := {43, 649} tii[25,192] := {407, 604} tii[25,193] := {140, 958} tii[25,194] := {139, 957} tii[25,195] := {456} tii[25,196] := {116, 815} tii[25,197] := {214} tii[25,198] := {371, 563} tii[25,199] := {166, 548} tii[25,200] := {167, 715} tii[25,201] := {372, 1088} tii[25,202] := {24, 712} tii[25,203] := {501} tii[25,204] := {408, 976} tii[25,205] := {230, 444} tii[25,206] := {472} tii[25,207] := {344, 1076} tii[25,208] := {186} tii[25,209] := {483} tii[25,210] := {391, 781} tii[25,211] := {26, 731} tii[25,212] := {523} tii[25,213] := {171, 887} tii[25,214] := {170, 363} tii[25,215] := {255, 1042} tii[25,216] := {551, 552} tii[25,217] := {323, 514} tii[25,218] := {303, 694} tii[25,219] := {286} tii[25,220] := {596} tii[25,221] := {49, 800} tii[25,222] := {592, 593} tii[25,223] := {460, 1101} tii[25,224] := {50, 801} tii[25,225] := {498, 902} tii[25,226] := {540, 1108} tii[25,227] := {414, 415} tii[25,228] := {82, 879} tii[25,229] := {588, 822} tii[25,230] := {220, 916} tii[25,231] := {332} tii[25,232] := {178, 736} tii[25,233] := {636} tii[25,234] := {475} tii[25,235] := {154, 824} tii[25,236] := {429} tii[25,237] := {346, 1003} tii[25,238] := {488} tii[25,239] := {345, 573} tii[25,240] := {235, 648} tii[25,241] := {236, 814} tii[25,242] := {204, 882} tii[25,243] := {203, 881} tii[25,244] := {554} tii[25,245] := {462, 1064} tii[25,246] := {601} tii[25,247] := {461, 667} tii[25,248] := {431, 673} tii[25,249] := {432, 1046} tii[25,250] := {621} tii[25,251] := {339} tii[25,252] := {97, 727} tii[25,253] := {581} tii[25,254] := {484, 870} tii[25,255] := {570} tii[25,256] := {315, 544} tii[25,257] := {316, 886} tii[25,258] := {692, 693} tii[25,259] := {334, 758} tii[25,260] := {335, 998} tii[25,261] := {702} tii[25,262] := {137, 795} tii[25,263] := {136, 794} tii[25,264] := {653, 654} tii[25,265] := {556, 759} tii[25,266] := {557, 1085} tii[25,267] := {455} tii[25,268] := {388, 798} tii[25,269] := {597, 977} tii[25,270] := {192, 708} tii[25,271] := {193, 877} tii[25,272] := {638, 848} tii[25,273] := {639, 1098} tii[25,274] := {608, 609} tii[25,275] := {687, 911} tii[25,276] := {672} tii[25,277] := {527, 1001} tii[25,278] := {681} tii[25,279] := {481, 885} tii[25,280] := {756, 757} tii[25,281] := {423, 939} tii[25,282] := {805} tii[25,283] := {661, 1062} tii[25,284] := {842, 843} tii[25,285] := {742, 1083} tii[25,286] := {782, 981} tii[25,287] := {330, 872} tii[25,288] := {834, 1058} tii[25,289] := {253} tii[25,290] := {538} tii[25,291] := {76, 745} tii[25,292] := {262} tii[25,293] := {397} tii[25,294] := {114, 823} tii[25,295] := {370} tii[25,296] := {504} tii[25,297] := {333} tii[25,298] := {252, 829} tii[25,299] := {637} tii[25,300] := {430} tii[25,301] := {128, 841} tii[25,302] := {27, 738} tii[25,303] := {537} tii[25,304] := {188} tii[25,305] := {489} tii[25,306] := {395, 633} tii[25,307] := {179, 739} tii[25,308] := {396, 946} tii[25,309] := {555} tii[25,310] := {83, 755} tii[25,311] := {52, 817} tii[25,312] := {176, 909} tii[25,313] := {288} tii[25,314] := {602} tii[25,315] := {502, 714} tii[25,316] := {237, 651} tii[25,317] := {238, 818} tii[25,318] := {503, 1032} tii[25,319] := {582} tii[25,320] := {260} tii[25,321] := {56, 835} tii[25,322] := {308, 542} tii[25,323] := {623} tii[25,324] := {485, 871} tii[25,325] := {243, 967} tii[25,326] := {703} tii[25,327] := {89, 896} tii[25,328] := {90, 897} tii[25,329] := {242, 453} tii[25,330] := {368} tii[25,331] := {695, 696} tii[25,332] := {409, 616} tii[25,333] := {389, 799} tii[25,334] := {598, 978} tii[25,335] := {133, 956} tii[25,336] := {510, 511} tii[25,337] := {688, 912} tii[25,338] := {295, 987} tii[25,339] := {422} tii[25,340] := {103, 926} tii[25,341] := {249, 840} tii[25,342] := {741} tii[25,343] := {575} tii[25,344] := {435, 676} tii[25,345] := {159} tii[25,346] := {219, 914} tii[25,347] := {526} tii[25,348] := {436, 1050} tii[25,349] := {586} tii[25,350] := {560, 769} tii[25,351] := {60, 853} tii[25,352] := {152, 980} tii[25,353] := {225} tii[25,354] := {313, 754} tii[25,355] := {314, 908} tii[25,356] := {277, 959} tii[25,357] := {278, 960} tii[25,358] := {660} tii[25,359] := {561, 1089} tii[25,360] := {707} tii[25,361] := {528, 773} tii[25,362] := {265, 477} tii[25,363] := {101, 922} tii[25,364] := {728} tii[25,365] := {428} tii[25,366] := {223} tii[25,367] := {682} tii[25,368] := {583, 947} tii[25,369] := {674} tii[25,370] := {529, 1077} tii[25,371] := {153, 831} tii[25,372] := {29, 752} tii[25,373] := {424, 856} tii[25,374] := {401, 647} tii[25,375] := {402, 966} tii[25,376] := {211, 1026} tii[25,377] := {796, 797} tii[25,378] := {662, 857} tii[25,379] := {210, 385} tii[25,380] := {301} tii[25,381] := {806} tii[25,382] := {148, 971} tii[25,383] := {147, 970} tii[25,384] := {373, 569} tii[25,385] := {425, 1043} tii[25,386] := {760, 761} tii[25,387] := {553} tii[25,388] := {482, 895} tii[25,389] := {704, 1033} tii[25,390] := {201, 891} tii[25,391] := {202, 892} tii[25,392] := {663, 1102} tii[25,393] := {743, 930} tii[25,394] := {93, 905} tii[25,395] := {200, 1015} tii[25,396] := {716, 717} tii[25,397] := {468, 469} tii[25,398] := {267, 812} tii[25,399] := {268, 954} tii[25,400] := {785, 982} tii[25,401] := {744, 1109} tii[25,402] := {433, 675} tii[25,403] := {297} tii[25,404] := {627, 1047} tii[25,405] := {772} tii[25,406] := {778} tii[25,407] := {281, 479} tii[25,408] := {336, 762} tii[25,409] := {282, 1061} tii[25,410] := {578, 964} tii[25,411] := {387} tii[25,412] := {558, 763} tii[25,413] := {519, 999} tii[25,414] := {899} tii[25,415] := {765, 1086} tii[25,416] := {854, 855} tii[25,417] := {640, 851} tii[25,418] := {272, 1056} tii[25,419] := {271, 668} tii[25,420] := {927, 928} tii[25,421] := {845, 1099} tii[25,422] := {566, 567} tii[25,423] := {873, 1034} tii[25,424] := {420, 949} tii[25,425] := {748, 749} tii[25,426] := {924, 1084} tii[25,427] := {518} tii[25,428] := {844} tii[25,429] := {329, 925} tii[25,430] := {626} tii[25,431] := {684} tii[25,432] := {764} tii[25,433] := {399, 852} tii[25,434] := {400, 979} tii[25,435] := {808} tii[25,436] := {779} tii[25,437] := {218, 921} tii[25,438] := {525} tii[25,439] := {683, 1008} tii[25,440] := {832} tii[25,441] := {492, 751} tii[25,442] := {493, 1025} tii[25,443] := {900} tii[25,444] := {276, 969} tii[25,445] := {275, 968} tii[25,446] := {893, 894} tii[25,447] := {659} tii[25,448] := {579, 972} tii[25,449] := {807, 1069} tii[25,450] := {349, 903} tii[25,451] := {350, 1014} tii[25,452] := {819, 820} tii[25,453] := {876, 1035} tii[25,454] := {863} tii[25,455] := {473} tii[25,456] := {733, 1078} tii[25,457] := {867} tii[25,458] := {450, 678} tii[25,459] := {451, 1060} tii[25,460] := {679, 1024} tii[25,461] := {933, 934} tii[25,462] := {619, 1044} tii[25,463] := {577} tii[25,464] := {974} tii[25,465] := {860, 1103} tii[25,466] := {992, 993} tii[25,467] := {437, 861} tii[25,468] := {438, 1055} tii[25,469] := {770, 771} tii[25,470] := {950, 1070} tii[25,471] := {929, 1110} tii[25,472] := {517, 1011} tii[25,473] := {931, 932} tii[25,474] := {991, 1100} tii[25,475] := {941} tii[25,476] := {776, 1059} tii[25,477] := {1027} tii[25,478] := {618, 1054} tii[25,479] := {1012, 1093} tii[25,480] := {1039, 1111} tii[25,481] := {17} tii[25,482] := {35} tii[25,483] := {39} tii[25,484] := {75} tii[25,485] := {4, 446} tii[25,486] := {20} tii[25,487] := {150} tii[25,488] := {69} tii[25,489] := {14, 516} tii[25,490] := {125} tii[25,491] := {15, 357} tii[25,492] := {110} tii[25,493] := {213} tii[25,494] := {32, 419} tii[25,495] := {31, 284} tii[25,496] := {62, 328} tii[25,497] := {78} tii[25,498] := {38, 631} tii[25,499] := {74} tii[25,500] := {2, 534} tii[25,501] := {44} tii[25,502] := {117} tii[25,503] := {19, 545} tii[25,504] := {68, 710} tii[25,505] := {149} tii[25,506] := {8, 607} tii[25,507] := {187} tii[25,508] := {161, 356} tii[25,509] := {9, 625} tii[25,510] := {36, 445} tii[25,511] := {124} tii[25,512] := {88} tii[25,513] := {172} tii[25,514] := {109, 792} tii[25,515] := {5, 452} tii[25,516] := {21, 699} tii[25,517] := {22, 700} tii[25,518] := {287} tii[25,519] := {245, 418} tii[25,520] := {212} tii[25,521] := {63, 364} tii[25,522] := {64, 515} tii[25,523] := {108, 283} tii[25,524] := {41, 789} tii[25,525] := {33, 293} tii[25,526] := {326, 327} tii[25,527] := {105, 416} tii[25,528] := {185} tii[25,529] := {25, 524} tii[25,530] := {239} tii[25,531] := {169, 691} tii[25,532] := {285} tii[25,533] := {168, 360} tii[25,534] := {46, 595} tii[25,535] := {45, 594} tii[25,536] := {80, 690} tii[25,537] := {164, 507} tii[25,538] := {79, 505} tii[25,539] := {412, 413} tii[25,540] := {123, 589} tii[25,541] := {59, 839} tii[25,542] := {129} tii[25,543] := {102} tii[25,544] := {30, 753} tii[25,545] := {96, 907} tii[25,546] := {84} tii[25,547] := {177} tii[25,548] := {160} tii[25,549] := {57, 830} tii[25,550] := {261} tii[25,551] := {190, 383} tii[25,552] := {73, 543} tii[25,553] := {158} tii[25,554] := {18, 549} tii[25,555] := {12, 646} tii[25,556] := {144} tii[25,557] := {146, 965} tii[25,558] := {244} tii[25,559] := {92, 890} tii[25,560] := {91, 889} tii[25,561] := {369} tii[25,562] := {111, 454} tii[25,563] := {112, 617} tii[25,564] := {224} tii[25,565] := {290, 471} tii[25,566] := {145, 299} tii[25,567] := {53, 810} tii[25,568] := {135, 953} tii[25,569] := {65, 376} tii[25,570] := {377, 378} tii[25,571] := {165, 512} tii[25,572] := {343, 572} tii[25,573] := {259} tii[25,574] := {55, 624} tii[25,575] := {222} tii[25,576] := {240, 447} tii[25,577] := {87} tii[25,578] := {254, 657} tii[25,579] := {241, 793} tii[25,580] := {209, 1022} tii[25,581] := {300} tii[25,582] := {3, 546} tii[25,583] := {317} tii[25,584] := {86, 698} tii[25,585] := {85, 697} tii[25,586] := {459, 658} tii[25,587] := {367} tii[25,588] := {208, 384} tii[25,589] := {539, 750} tii[25,590] := {196, 1009} tii[25,591] := {23, 711} tii[25,592] := {115, 292} tii[25,593] := {233, 610} tii[25,594] := {466, 467} tii[25,595] := {130, 603} tii[25,596] := {131, 788} tii[25,597] := {508, 509} tii[25,598] := {195, 562} tii[25,599] := {644, 645} tii[25,600] := {81, 513} tii[25,601] := {184, 689} tii[25,602] := {296} tii[25,603] := {280, 963} tii[25,604] := {403} tii[25,605] := {279, 478} tii[25,606] := {386} tii[25,607] := {270, 948} tii[25,608] := {564, 565} tii[25,609] := {269, 666} tii[25,610] := {311, 718} tii[25,611] := {746, 747} tii[25,612] := {256, 786} tii[25,613] := {194} tii[25,614] := {138} tii[25,615] := {248} tii[25,616] := {342} tii[25,617] := {122, 643} tii[25,618] := {42, 652} tii[25,619] := {207} tii[25,620] := {320} tii[25,621] := {458} tii[25,622] := {173, 550} tii[25,623] := {174, 722} tii[25,624] := {113, 465} tii[25,625] := {234, 613} tii[25,626] := {341} tii[25,627] := {99, 732} tii[25,628] := {11, 650} tii[25,629] := {143} tii[25,630] := {404} tii[25,631] := {318, 547} tii[25,632] := {319, 888} tii[25,633] := {457} tii[25,634] := {141, 802} tii[25,635] := {142, 803} tii[25,636] := {51, 816} tii[25,637] := {175, 375} tii[25,638] := {312, 719} tii[25,639] := {611, 612} tii[25,640] := {197, 713} tii[25,641] := {198, 880} tii[25,642] := {132, 615} tii[25,643] := {257, 787} tii[25,644] := {380} tii[25,645] := {361, 576} tii[25,646] := {104} tii[25,647] := {362, 1023} tii[25,648] := {494} tii[25,649] := {480} tii[25,650] := {351, 768} tii[25,651] := {352, 1010} tii[25,652] := {151, 302} tii[25,653] := {398, 821} tii[25,654] := {670, 671} tii[25,655] := {199, 568} tii[25,656] := {338, 878} tii[25,657] := {849, 850} tii[25,658] := {590} tii[25,659] := {490, 910} tii[25,660] := {426, 955} tii[25,661] := {6} tii[25,662] := {48} tii[25,663] := {1, 365} tii[25,664] := {13, 217} tii[25,665] := {0, 449} tii[25,666] := {47} tii[25,667] := {7, 606} tii[25,668] := {67, 216} tii[25,669] := {40, 417} tii[25,670] := {61} tii[25,671] := {95, 226} tii[25,672] := {134, 470} cell#181 , |C| = 1470 special orbit = [7, 3, 3, 1, 1, 1, 1] special rep = [[3, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[3, 1],[2, 1, 1]]+phi[[3],[2, 2, 1]]+phi[[1, 1],[4, 1, 1]]+phi[[1],[4, 2, 1]] TII depth = 4 TII multiplicity polynomial = 210*X+210*X^2+210*X^4 TII subcells: tii[33,1] := {1262} tii[33,2] := {736} tii[33,3] := {866, 867} tii[33,4] := {1395, 1396} tii[33,5] := {1362} tii[33,6] := {1191, 1192} tii[33,7] := {1125} tii[33,8] := {599} tii[33,9] := {1053} tii[33,10] := {763, 764} tii[33,11] := {1152, 1153, 1374, 1375} tii[33,12] := {1295, 1296, 1422, 1424} tii[33,13] := {1421} tii[33,14] := {937, 938} tii[33,15] := {792} tii[33,16] := {1359} tii[33,17] := {760} tii[33,18] := {961, 962} tii[33,19] := {1402} tii[33,20] := {852, 853, 1218, 1219} tii[33,21] := {1360, 1449} tii[33,22] := {1085, 1086, 1306, 1308} tii[33,23] := {979} tii[33,24] := {1137, 1138} tii[33,25] := {1131} tii[33,26] := {849, 850, 1273, 1274} tii[33,27] := {980, 1275} tii[33,28] := {1082, 1083, 1356, 1358} tii[33,29] := {1270, 1271} tii[33,30] := {1340, 1341, 1342, 1343} tii[33,31] := {1311, 1443} tii[33,32] := {1261} tii[33,33] := {417} tii[33,34] := {940} tii[33,35] := {1025, 1317} tii[33,36] := {566, 567} tii[33,37] := {864} tii[33,38] := {986, 1284, 1285, 1427} tii[33,39] := {1162, 1367, 1383, 1451} tii[33,40] := {1185, 1462} tii[33,41] := {1361} tii[33,42] := {731, 732} tii[33,43] := {834, 1267} tii[33,44] := {734} tii[33,45] := {1027, 1440} tii[33,46] := {597} tii[33,47] := {1259} tii[33,48] := {561} tii[33,49] := {663} tii[33,50] := {856, 1453} tii[33,51] := {761, 762} tii[33,52] := {1322} tii[33,53] := {648, 649, 1055, 1056} tii[33,54] := {800, 1154, 1208, 1408} tii[33,55] := {671, 1002, 1441, 1468} tii[33,56] := {1260, 1416} tii[33,57] := {896, 897, 1176, 1178} tii[33,58] := {996, 1277, 1353, 1438} tii[33,59] := {636, 1363} tii[33,60] := {931} tii[33,61] := {790} tii[33,62] := {469} tii[33,63] := {465, 1403} tii[33,64] := {1033} tii[33,65] := {959, 960} tii[33,66] := {948} tii[33,67] := {646, 647, 1134, 1135} tii[33,68] := {605, 990, 1327, 1445} tii[33,69] := {313, 618, 1364, 1450} tii[33,70] := {932, 1238} tii[33,71] := {791, 1143} tii[33,72] := {894, 895, 1248, 1250} tii[33,73] := {810, 1148, 1419, 1460} tii[33,74] := {643} tii[33,75] := {426, 870, 1404, 1463} tii[33,76] := {1127, 1128} tii[33,77] := {278, 684, 1316, 1467} tii[33,78] := {536, 904} tii[33,79] := {1228, 1229, 1230, 1231} tii[33,80] := {615, 1016, 1448, 1466} tii[33,81] := {819, 820, 1464, 1469} tii[33,82] := {1394} tii[33,83] := {415} tii[33,84] := {532, 935} tii[33,85] := {1309} tii[33,86] := {564, 565} tii[33,87] := {381} tii[33,88] := {1371} tii[33,89] := {454, 851, 868, 1217} tii[33,90] := {1310, 1433} tii[33,91] := {693, 1012, 1084, 1304} tii[33,92] := {1186} tii[33,93] := {358, 1115} tii[33,94] := {595} tii[33,95] := {238} tii[33,96] := {235, 1200} tii[33,97] := {758, 759} tii[33,98] := {742} tii[33,99] := {452, 453, 952, 953} tii[33,100] := {1281} tii[33,101] := {298, 668, 1041, 1329} tii[33,102] := {134, 341, 1116, 1349} tii[33,103] := {596, 975} tii[33,104] := {691, 692, 1092, 1094} tii[33,105] := {1187, 1381} tii[33,106] := {504, 826, 1240, 1386} tii[33,107] := {1150} tii[33,108] := {370} tii[33,109] := {173, 568, 1203, 1400} tii[33,110] := {945, 946} tii[33,111] := {98, 392, 1023, 1430} tii[33,112] := {266, 588} tii[33,113] := {1071, 1072, 1073, 1074} tii[33,114] := {1026, 1297} tii[33,115] := {336, 725, 1346, 1429} tii[33,116] := {855, 1366} tii[33,117] := {521, 522, 1406, 1454} tii[33,118] := {729} tii[33,119] := {560, 958} tii[33,120] := {841} tii[33,121] := {295, 645, 1051, 1052} tii[33,122] := {730, 1080} tii[33,123] := {501, 893, 1172, 1174} tii[33,124] := {641} tii[33,125] := {172, 842, 869, 1197} tii[33,126] := {738, 1129} tii[33,127] := {97, 632, 683, 1291} tii[33,128] := {887, 888, 1232, 1233} tii[33,129] := {533, 902} tii[33,130] := {335, 1013, 1077, 1290} tii[33,131] := {374, 1011} tii[33,132] := {520, 916, 1215, 1376} tii[33,133] := {947, 1198} tii[33,134] := {1075, 1076, 1292, 1293} tii[33,135] := {909, 1175, 1222, 1377} tii[33,136] := {353} tii[33,137] := {113} tii[33,138] := {944} tii[33,139] := {563} tii[33,140] := {296, 297} tii[33,141] := {502, 503} tii[33,142] := {530} tii[33,143] := {1312, 1313} tii[33,144] := {1124} tii[33,145] := {355} tii[33,146] := {53} tii[33,147] := {1028, 1029} tii[33,148] := {942} tii[33,149] := {1195, 1196} tii[33,150] := {955} tii[33,151] := {541} tii[33,152] := {383} tii[33,153] := {865} tii[33,154] := {169, 170} tii[33,155] := {987, 988, 1286, 1287} tii[33,156] := {1048, 1049} tii[33,157] := {777} tii[33,158] := {332, 333} tii[33,159] := {1163, 1164, 1368, 1370} tii[33,160] := {876, 877, 1170, 1171} tii[33,161] := {115} tii[33,162] := {836, 837} tii[33,163] := {1117} tii[33,164] := {558} tii[33,165] := {221} tii[33,166] := {659, 660} tii[33,167] := {664} tii[33,168] := {293, 294} tii[33,169] := {1201} tii[33,170] := {801, 802, 1155, 1156} tii[33,171] := {394} tii[33,172] := {480, 481, 816, 817} tii[33,173] := {499, 500} tii[33,174] := {1118, 1350} tii[33,175] := {997, 998, 1278, 1280} tii[33,176] := {448, 449} tii[33,177] := {846} tii[33,178] := {606, 607, 1057, 1058} tii[33,179] := {689, 690} tii[33,180] := {737, 1089} tii[33,181] := {429, 430, 885, 886} tii[33,182] := {811, 812, 1179, 1181} tii[33,183] := {1007, 1008, 1009, 1010} tii[33,184] := {1020, 1442} tii[33,185] := {726} tii[33,186] := {1319, 1320} tii[33,187] := {1269} tii[33,188] := {634, 1121} tii[33,189] := {534} tii[33,190] := {31} tii[33,191] := {833, 1392} tii[33,192] := {531} tii[33,193] := {1211, 1212} tii[33,194] := {468} tii[33,195] := {272} tii[33,196] := {654, 1425} tii[33,197] := {1136} tii[33,198] := {743} tii[33,199] := {604, 989, 1043, 1333} tii[33,200] := {124, 125} tii[33,201] := {1063, 1064, 1300, 1301} tii[33,202] := {478, 814, 1393, 1458} tii[33,203] := {972} tii[33,204] := {809, 1146, 1242, 1390} tii[33,205] := {260, 261} tii[33,206] := {443, 1265} tii[33,207] := {1263} tii[33,208] := {356} tii[33,209] := {76} tii[33,210] := {739, 740} tii[33,211] := {727} tii[33,212] := {638, 1314} tii[33,213] := {421} tii[33,214] := {1323} tii[33,215] := {307} tii[33,216] := {304, 1324} tii[33,217] := {152} tii[33,218] := {542} tii[33,219] := {1044, 1045} tii[33,220] := {956} tii[33,221] := {562} tii[33,222] := {840} tii[33,223] := {425, 803, 1207, 1405} tii[33,224] := {467, 1372} tii[33,225] := {553, 554} tii[33,226] := {650, 651, 1060, 1061} tii[33,227] := {233, 234} tii[33,228] := {1264, 1417} tii[33,229] := {181, 435, 1266, 1418} tii[33,230] := {778} tii[33,231] := {274} tii[33,232] := {873, 874, 1167, 1168} tii[33,233] := {728, 1079} tii[33,234] := {390, 391, 704, 705} tii[33,235] := {614, 982, 1352, 1436} tii[33,236] := {314, 619, 1315, 1434} tii[33,237] := {405, 406} tii[33,238] := {898, 899, 1182, 1184} tii[33,239] := {450} tii[33,240] := {276, 667, 1325, 1444} tii[33,241] := {1206} tii[33,242] := {639} tii[33,243] := {368, 369} tii[33,244] := {459, 460, 965, 966} tii[33,245] := {310, 1283} tii[33,246] := {747} tii[33,247] := {991, 992, 1288, 1289} tii[33,248] := {160, 494, 1190, 1457} tii[33,249] := {357, 700} tii[33,250] := {1126, 1355} tii[33,251] := {322, 323, 774, 775} tii[33,252] := {584, 585} tii[33,253] := {600, 977} tii[33,254] := {434, 824, 1415, 1456} tii[33,255] := {698, 699, 1110, 1112} tii[33,256] := {891} tii[33,257] := {194, 440, 1193, 1384} tii[33,258] := {620, 621, 1446, 1465} tii[33,259] := {957, 1255} tii[33,260] := {104, 346, 1046, 1423} tii[33,261] := {921, 922, 923, 924} tii[33,262] := {287, 1119} tii[33,263] := {829} tii[33,264] := {149} tii[33,265] := {750, 751} tii[33,266] := {601} tii[33,267] := {176} tii[33,268] := {174, 1202} tii[33,269] := {267} tii[33,270] := {275, 608, 1042, 1330} tii[33,271] := {371, 372} tii[33,272] := {983} tii[33,273] := {570, 571, 907, 908} tii[33,274] := {93, 282, 1120, 1351} tii[33,275] := {423} tii[33,276] := {433, 795, 1241, 1388} tii[33,277] := {586, 587} tii[33,278] := {830, 1161} tii[33,279] := {798} tii[33,280] := {158, 475, 1204, 1401} tii[33,281] := {949} tii[33,282] := {365} tii[33,283] := {90, 1038} tii[33,284] := {546, 547} tii[33,285] := {652, 653, 1139, 1140} tii[33,286] := {291} tii[33,287] := {677, 678, 1069, 1070} tii[33,288] := {793, 1144} tii[33,289] := {83, 327, 1024, 1432} tii[33,290] := {782, 783} tii[33,291] := {44, 163, 939, 1244} tii[33,292] := {217, 509} tii[33,293] := {635, 999} tii[33,294] := {279, 627, 1347, 1431} tii[33,295] := {581} tii[33,296] := {490, 491, 970, 971} tii[33,297] := {900, 901, 1256, 1258} tii[33,298] := {19, 109, 752, 1307} tii[33,299] := {462, 1145} tii[33,300] := {437, 438, 1407, 1455} tii[33,301] := {602, 978} tii[33,302] := {1103, 1104, 1105, 1106} tii[33,303] := {424} tii[33,304] := {82, 609, 1036, 1365} tii[33,305] := {744, 745} tii[33,306] := {680, 681, 1141, 1142} tii[33,307] := {288, 616} tii[33,308] := {37, 432, 832, 1414} tii[33,309] := {973, 974} tii[33,310] := {161, 796, 1237, 1413} tii[33,311] := {175, 794} tii[33,312] := {284, 622, 1332, 1447} tii[33,313] := {1251, 1252, 1253, 1254} tii[33,314] := {16, 283, 658, 1357} tii[33,315] := {441, 797, 1409, 1410} tii[33,316] := {529} tii[33,317] := {1194, 1399} tii[33,318] := {1123} tii[33,319] := {12} tii[33,320] := {354} tii[33,321] := {154} tii[33,322] := {1047, 1328} tii[33,323] := {954} tii[33,324] := {540} tii[33,325] := {56, 57} tii[33,326] := {776} tii[33,327] := {875, 1169, 1223, 1385} tii[33,328] := {142, 143} tii[33,329] := {33} tii[33,330] := {839, 1397} tii[33,331] := {214} tii[33,332] := {537, 538} tii[33,333] := {1113} tii[33,334] := {270} tii[33,335] := {78} tii[33,336] := {662, 1426} tii[33,337] := {360} tii[33,338] := {753} tii[33,339] := {854, 1209} tii[33,340] := {382} tii[33,341] := {122, 123} tii[33,342] := {1199} tii[33,343] := {375, 376} tii[33,344] := {455, 456, 871, 872} tii[33,345] := {156} tii[33,346] := {482, 818, 1398, 1459} tii[33,347] := {258, 259} tii[33,348] := {576} tii[33,349] := {670, 1001, 1062, 1299} tii[33,350] := {1114, 1348} tii[33,351] := {245, 246, 513, 514} tii[33,352] := {694, 695, 1017, 1019} tii[33,353] := {228, 229} tii[33,354] := {473, 1373} tii[33,355] := {446} tii[33,356] := {1039} tii[33,357] := {549} tii[33,358] := {301, 302, 767, 768} tii[33,359] := {804, 1157, 1158, 1378} tii[33,360] := {401, 402} tii[33,361] := {326, 625, 1318, 1435} tii[33,362] := {418, 785} tii[33,363] := {941, 1245} tii[33,364] := {687} tii[33,365] := {191, 192, 574, 575} tii[33,366] := {507, 508, 928, 930} tii[33,367] := {200, 519, 1210, 1452} tii[33,368] := {754, 1101} tii[33,369] := {718, 719, 720, 721} tii[33,370] := {1021} tii[33,371] := {114} tii[33,372] := {218, 933} tii[33,373] := {75} tii[33,374] := {655, 1132} tii[33,375] := {556} tii[33,376] := {550, 551} tii[33,377] := {419} tii[33,378] := {129} tii[33,379] := {1149} tii[33,380] := {220} tii[33,381] := {126, 1034} tii[33,382] := {151} tii[33,383] := {171, 476, 848, 1214} tii[33,384] := {231, 232} tii[33,385] := {1022, 1294} tii[33,386] := {479, 815, 967, 1247} tii[33,387] := {393} tii[33,388] := {388, 389, 702, 703} tii[33,389] := {62, 205, 934, 1239} tii[33,390] := {273} tii[33,391] := {334, 629, 1081, 1302} tii[33,392] := {403, 404} tii[33,393] := {984} tii[33,394] := {308, 1326} tii[33,395] := {845} tii[33,396] := {746} tii[33,397] := {224} tii[33,398] := {289} tii[33,399] := {366, 367} tii[33,400] := {457, 458, 963, 964} tii[33,401] := {230} tii[33,402] := {88, 387, 1035, 1321} tii[33,403] := {58, 844} tii[33,404] := {483, 484, 883, 884} tii[33,405] := {610, 993, 1066, 1339} tii[33,406] := {598, 976} tii[33,407] := {835, 1165} tii[33,408] := {582, 583} tii[33,409] := {735, 1088} tii[33,410] := {193, 439, 1268, 1420} tii[33,411] := {42, 251, 831, 1380} tii[33,412] := {150, 407} tii[33,413] := {396} tii[33,414] := {497} tii[33,415] := {320, 321, 772, 773} tii[33,416] := {696, 697, 1107, 1109} tii[33,417] := {27, 111, 733, 1087} tii[33,418] := {196, 528, 1236, 1379} tii[33,419] := {656, 1276} tii[33,420] := {420, 788} tii[33,421] := {557, 914} tii[33,422] := {103, 345, 1133, 1439} tii[33,423] := {11, 73, 552, 1177} tii[33,424] := {917, 918, 919, 920} tii[33,425] := {347, 348, 1331, 1428} tii[33,426] := {799} tii[33,427] := {168} tii[33,428] := {40, 477, 843, 1272} tii[33,429] := {292} tii[33,430] := {544, 545} tii[33,431] := {428, 808, 1226, 1412} tii[33,432] := {486, 487, 968, 969} tii[33,433] := {637, 1000} tii[33,434] := {17, 329, 633, 1345} tii[33,435] := {331} tii[33,436] := {780, 781} tii[33,437] := {102, 630, 1078, 1344} tii[33,438] := {219, 510} tii[33,439] := {466, 1147} tii[33,440] := {162, 515, 1213, 1461} tii[33,441] := {127, 628} tii[33,442] := {210, 523, 1216, 1411} tii[33,443] := {380, 711} tii[33,444] := {1097, 1098, 1099, 1100} tii[33,445] := {6, 206, 464, 1249} tii[33,446] := {309, 1015} tii[33,447] := {352, 631, 1334, 1335} tii[33,448] := {32} tii[33,449] := {268} tii[33,450] := {77} tii[33,451] := {373, 748} tii[33,452] := {120, 121} tii[33,453] := {155} tii[33,454] := {244, 511, 569, 906} tii[33,455] := {256, 257} tii[33,456] := {226, 227} tii[33,457] := {130, 1037} tii[33,458] := {118} tii[33,459] := {299, 300, 765, 766} tii[33,460] := {548} tii[33,461] := {315, 676, 682, 1068} tii[33,462] := {399, 400} tii[33,463] := {69, 211, 936, 1243} tii[33,464] := {416, 784} tii[33,465] := {253} tii[33,466] := {189, 190, 572, 573} tii[33,467] := {505, 506, 925, 927} tii[33,468] := {28, 147, 749, 1305} tii[33,469] := {269, 593} tii[33,470] := {714, 715, 716, 717} tii[33,471] := {451} tii[33,472] := {55} tii[33,473] := {89, 640, 669, 1130} tii[33,474] := {363, 364} tii[33,475] := {188, 495, 881, 1224} tii[33,476] := {316, 317, 770, 771} tii[33,477] := {359, 701} tii[33,478] := {43, 442, 496, 1235} tii[33,479] := {141} tii[33,480] := {579, 580} tii[33,481] := {197, 827, 892, 1234} tii[33,482] := {236, 825} tii[33,483] := {48, 262, 860, 1387} tii[33,484] := {153, 412} tii[33,485] := {910, 911, 912, 913} tii[33,486] := {349, 722, 1054, 1337} tii[33,487] := {21, 303, 342, 1093} tii[33,488] := {131, 724} tii[33,489] := {526, 828, 1220, 1221} tii[33,490] := {222, 543} tii[33,491] := {187, 485, 878, 879} tii[33,492] := {395, 779} tii[33,493] := {49, 463, 512, 1173} tii[33,494] := {708, 709, 1095, 1096} tii[33,495] := {723, 1014, 1059, 1336} tii[33,496] := {213} tii[33,497] := {148} tii[33,498] := {242, 243} tii[33,499] := {216} tii[33,500] := {1031, 1032} tii[33,501] := {362} tii[33,502] := {757} tii[33,503] := {74} tii[33,504] := {862, 863} tii[33,505] := {578} tii[33,506] := {132, 133} tii[33,507] := {674, 675, 1005, 1006} tii[33,508] := {223} tii[33,509] := {665, 666} tii[33,510] := {183, 184} tii[33,511] := {492, 493, 821, 822} tii[33,512] := {398} tii[33,513] := {337, 338, 712, 713} tii[33,514] := {215} tii[33,515] := {445, 1188} tii[33,516] := {30} tii[33,517] := {857, 858} tii[33,518] := {361} tii[33,519] := {755} tii[33,520] := {306, 1282} tii[33,521] := {60, 61} tii[33,522] := {672, 673, 1003, 1004} tii[33,523] := {577} tii[33,524] := {182, 436, 1189, 1382} tii[33,525] := {117} tii[33,526] := {447} tii[33,527] := {180, 1151} tii[33,528] := {470, 471} tii[33,529] := {1040} tii[33,530] := {94, 95} tii[33,531] := {805, 806, 1159, 1160} tii[33,532] := {943, 1246} tii[33,533] := {324, 325, 623, 624} tii[33,534] := {100, 286, 1030, 1298} tii[33,535] := {255} tii[33,536] := {688} tii[33,537] := {47, 209, 859, 1369} tii[33,538] := {756, 1102} tii[33,539] := {198, 199, 517, 518} tii[33,540] := {290} tii[33,541] := {92, 985} tii[33,542] := {185, 186} tii[33,543] := {611, 612, 994, 995} tii[33,544] := {498} tii[33,545] := {45, 165, 838, 1166} tii[33,546] := {280, 281, 706, 707} tii[33,547] := {22, 110, 661, 1279} tii[33,548] := {559, 915} tii[33,549] := {8, 166, 472, 1180} tii[33,550] := {54} tii[33,551] := {461, 950} tii[33,552] := {15} tii[33,553] := {116} tii[33,554] := {378} tii[33,555] := {312, 617, 769, 1091} tii[33,556] := {35, 36} tii[33,557] := {252} tii[33,558] := {177, 1205} tii[33,559] := {79} tii[33,560] := {167} tii[33,561] := {642} tii[33,562] := {384, 385} tii[33,563] := {427, 807, 880, 1227} tii[33,564] := {63, 64} tii[33,565] := {99, 285, 1122, 1354} tii[33,566] := {157} tii[33,567] := {249, 250, 524, 525} tii[33,568] := {535, 903} tii[33,569] := {330} tii[33,570] := {46, 208, 951, 1391} tii[33,571] := {379, 710} tii[33,572] := {144, 145, 413, 414} tii[33,573] := {603} tii[33,574] := {87} tii[33,575] := {225} tii[33,576] := {41, 847} tii[33,577] := {488, 489, 889, 890} tii[33,578] := {277, 613, 1067, 1338} tii[33,579] := {137, 138} tii[33,580] := {18, 85, 741, 1090} tii[33,581] := {444, 813} tii[33,582] := {195} tii[33,583] := {397} tii[33,584] := {305, 981} tii[33,585] := {84, 343, 1050, 1437} tii[33,586] := {201, 202, 591, 592} tii[33,587] := {237, 516} tii[33,588] := {7, 50, 555, 1183} tii[33,589] := {422, 789} tii[33,590] := {178, 823} tii[33,591] := {1, 86, 386, 1111} tii[33,592] := {39} tii[33,593] := {159, 431, 882, 1225} tii[33,594] := {247, 248} tii[33,595] := {101} tii[33,596] := {38, 207, 861, 1389} tii[33,597] := {128, 344} tii[33,598] := {339, 340, 786, 787} tii[33,599] := {91, 626} tii[33,600] := {5, 164, 474, 1257} tii[33,601] := {4} tii[33,602] := {13, 14} tii[33,603] := {34} tii[33,604] := {239, 240} tii[33,605] := {25, 26} tii[33,606] := {81} tii[33,607] := {139, 140, 350, 351} tii[33,608] := {71, 72, 264, 265} tii[33,609] := {119} tii[33,610] := {24, 644} tii[33,611] := {67, 68} tii[33,612] := {318, 319, 685, 686} tii[33,613] := {254} tii[33,614] := {10, 51, 539, 905} tii[33,615] := {105, 106, 410, 411} tii[33,616] := {271, 594} tii[33,617] := {3, 29, 377, 1018} tii[33,618] := {0, 52, 241, 929} tii[33,619] := {23} tii[33,620] := {96, 328, 679, 1065} tii[33,621] := {135, 136} tii[33,622] := {70} tii[33,623] := {20, 146, 657, 1303} tii[33,624] := {203, 204, 589, 590} tii[33,625] := {80, 263} tii[33,626] := {2, 112, 311, 1108} tii[33,627] := {59, 527} tii[33,628] := {65, 66} tii[33,629] := {107, 108, 408, 409} tii[33,630] := {9, 179, 212, 926} cell#182 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {598} tii[25,2] := {915} tii[25,3] := {643, 857} tii[25,4] := {717} tii[25,5] := {353} tii[25,6] := {983} tii[25,7] := {862, 989} tii[25,8] := {967, 1043} tii[25,9] := {642, 910} tii[25,10] := {825} tii[25,11] := {613} tii[25,12] := {1035} tii[25,13] := {399, 726} tii[25,14] := {861, 1012} tii[25,15] := {572, 812} tii[25,16] := {966, 1062} tii[25,17] := {908} tii[25,18] := {1070} tii[25,19] := {820} tii[25,20] := {1006, 1007} tii[25,21] := {877, 878} tii[25,22] := {1056, 1057} tii[25,23] := {1092} tii[25,24] := {1103, 1104} tii[25,25] := {597} tii[25,26] := {757, 758} tii[25,27] := {914} tii[25,28] := {234} tii[25,29] := {920, 945} tii[25,30] := {993, 1021} tii[25,31] := {514, 823} tii[25,32] := {645, 854} tii[25,33] := {716} tii[25,34] := {479} tii[25,35] := {142} tii[25,36] := {410, 654} tii[25,37] := {982} tii[25,38] := {275, 606} tii[25,39] := {765, 946} tii[25,40] := {836, 1011} tii[25,41] := {508, 806} tii[25,42] := {436, 701} tii[25,43] := {896, 1022} tii[25,44] := {930, 1061} tii[25,45] := {599, 935} tii[25,46] := {822} tii[25,47] := {233} tii[25,48] := {476, 858} tii[25,49] := {97, 347} tii[25,50] := {1033} tii[25,51] := {715} tii[25,52] := {940, 941} tii[25,53] := {773, 1050} tii[25,54] := {580, 963} tii[25,55] := {358, 753} tii[25,56] := {204, 445} tii[25,57] := {783, 784} tii[25,58] := {1016, 1017} tii[25,59] := {904, 1087} tii[25,60] := {339} tii[25,61] := {657, 1077} tii[25,62] := {1069} tii[25,63] := {554, 1046} tii[25,64] := {427, 428} tii[25,65] := {1082, 1083} tii[25,66] := {809, 1107} tii[25,67] := {906, 1113} tii[25,68] := {641, 855} tii[25,69] := {824} tii[25,70] := {1034} tii[25,71] := {612} tii[25,72] := {398, 660} tii[25,73] := {860, 987} tii[25,74] := {571, 746} tii[25,75] := {965, 1041} tii[25,76] := {754, 759} tii[25,77] := {909} tii[25,78] := {480} tii[25,79] := {648, 662} tii[25,80] := {1071} tii[25,81] := {821} tii[25,82] := {1008, 1009} tii[25,83] := {276, 536} tii[25,84] := {921, 942} tii[25,85] := {749, 800} tii[25,86] := {512, 549} tii[25,87] := {879, 880} tii[25,88] := {1058, 1059} tii[25,89] := {437, 633} tii[25,90] := {994, 1018} tii[25,91] := {602} tii[25,92] := {392, 409} tii[25,93] := {865, 1003} tii[25,94] := {1093} tii[25,95] := {267, 301} tii[25,96] := {791, 936} tii[25,97] := {688, 689} tii[25,98] := {1105, 1106} tii[25,99] := {506, 565} tii[25,100] := {970, 1053} tii[25,101] := {452, 665} tii[25,102] := {1030, 1079} tii[25,103] := {934} tii[25,104] := {1078} tii[25,105] := {852} tii[25,106] := {1039, 1040} tii[25,107] := {925, 926} tii[25,108] := {1073, 1074} tii[25,109] := {761} tii[25,110] := {988, 1072} tii[25,111] := {1098} tii[25,112] := {928, 1038} tii[25,113] := {1109, 1110} tii[25,114] := {844, 845} tii[25,115] := {1042, 1094} tii[25,116] := {747, 924} tii[25,117] := {1075, 1108} tii[25,118] := {1112} tii[25,119] := {1117, 1118} tii[25,120] := {1111, 1119} tii[25,121] := {131} tii[25,122] := {236} tii[25,123] := {345} tii[25,124] := {498} tii[25,125] := {222} tii[25,126] := {515, 760} tii[25,127] := {75} tii[25,128] := {352} tii[25,129] := {235} tii[25,130] := {473} tii[25,131] := {766, 923} tii[25,132] := {279, 542} tii[25,133] := {157} tii[25,134] := {623} tii[25,135] := {897, 996} tii[25,136] := {440, 638} tii[25,137] := {337} tii[25,138] := {386, 719} tii[25,139] := {475} tii[25,140] := {225} tii[25,141] := {274, 610} tii[25,142] := {350} tii[25,143] := {604} tii[25,144] := {175, 478} tii[25,145] := {656, 869} tii[25,146] := {367} tii[25,147] := {189, 488} tii[25,148] := {435, 708} tii[25,149] := {735} tii[25,150] := {311, 582} tii[25,151] := {808, 974} tii[25,152] := {723} tii[25,153] := {468} tii[25,154] := {770, 771} tii[25,155] := {833} tii[25,156] := {560, 561} tii[25,157] := {680, 681} tii[25,158] := {901, 902} tii[25,159] := {977, 978} tii[25,160] := {519, 756} tii[25,161] := {338} tii[25,162] := {401, 668} tii[25,163] := {77} tii[25,164] := {482} tii[25,165] := {286, 529} tii[25,166] := {140} tii[25,167] := {737, 944} tii[25,168] := {605} tii[25,169] := {574, 752} tii[25,170] := {376, 697} tii[25,171] := {255} tii[25,172] := {846, 1020} tii[25,173] := {736} tii[25,174] := {466, 853} tii[25,175] := {465} tii[25,176] := {516, 826} tii[25,177] := {528, 776} tii[25,178] := {608} tii[25,179] := {278, 611} tii[25,180] := {141} tii[25,181] := {346, 762} tii[25,182] := {342} tii[25,183] := {481} tii[25,184] := {76} tii[25,185] := {45, 231} tii[25,186] := {397, 730} tii[25,187] := {659, 1010} tii[25,188] := {186, 400} tii[25,189] := {767, 951} tii[25,190] := {725} tii[25,191] := {414, 674} tii[25,192] := {439, 709} tii[25,193] := {444, 893} tii[25,194] := {240, 639} tii[25,195] := {495} tii[25,196] := {696, 851} tii[25,197] := {158} tii[25,198] := {119, 318} tii[25,199] := {293, 617} tii[25,200] := {570, 818} tii[25,201] := {811, 1060} tii[25,202] := {263, 573} tii[25,203] := {835} tii[25,204] := {898, 1027} tii[25,205] := {179, 485} tii[25,206] := {223} tii[25,207] := {532, 1047} tii[25,208] := {137} tii[25,209] := {828} tii[25,210] := {866, 867} tii[25,211] := {144, 525} tii[25,212] := {601} tii[25,213] := {788, 929} tii[25,214] := {114, 365} tii[25,215] := {423, 999} tii[25,216] := {304, 305} tii[25,217] := {315, 594} tii[25,218] := {792, 793} tii[25,219] := {252} tii[25,220] := {917} tii[25,221] := {83, 389} tii[25,222] := {686, 687} tii[25,223] := {700, 1084} tii[25,224] := {220, 693} tii[25,225] := {971, 972} tii[25,226] := {819, 1099} tii[25,227] := {458, 459} tii[25,228] := {127, 779} tii[25,229] := {1031, 1032} tii[25,230] := {520, 755} tii[25,231] := {596} tii[25,232] := {527, 831} tii[25,233] := {729} tii[25,234] := {232} tii[25,235] := {405, 649} tii[25,236] := {471} tii[25,237] := {738, 943} tii[25,238] := {830} tii[25,239] := {96, 284} tii[25,240] := {416, 731} tii[25,241] := {695, 905} tii[25,242] := {502, 801} tii[25,243] := {295, 513} tii[25,244] := {621} tii[25,245] := {847, 1019} tii[25,246] := {919} tii[25,247] := {203, 374} tii[25,248] := {171, 184} tii[25,249] := {658, 1004} tii[25,250] := {720} tii[25,251] := {344} tii[25,252] := {287, 524} tii[25,253] := {913} tii[25,254] := {949, 950} tii[25,255] := {340} tii[25,256] := {299, 615} tii[25,257] := {787, 962} tii[25,258] := {796, 797} tii[25,259] := {93, 115} tii[25,260] := {555, 937} tii[25,261] := {986} tii[25,262] := {377, 692} tii[25,263] := {198, 388} tii[25,264] := {429, 430} tii[25,265] := {259, 307} tii[25,266] := {810, 1054} tii[25,267] := {497} tii[25,268] := {890, 891} tii[25,269] := {1025, 1026} tii[25,270] := {122, 282} tii[25,271] := {324, 778} tii[25,272] := {213, 407} tii[25,273] := {907, 1080} tii[25,274] := {712, 713} tii[25,275] := {1067, 1068} tii[25,276] := {390} tii[25,277] := {739, 1048} tii[25,278] := {980} tii[25,279] := {956, 957} tii[25,280] := {499, 500} tii[25,281] := {627, 1000} tii[25,282] := {1036} tii[25,283] := {848, 1085} tii[25,284] := {375, 624} tii[25,285] := {933, 1100} tii[25,286] := {1088, 1089} tii[25,287] := {503, 953} tii[25,288] := {998, 1114} tii[25,289] := {221} tii[25,290] := {351} tii[25,291] := {531, 540} tii[25,292] := {74} tii[25,293] := {472} tii[25,294] := {635, 699} tii[25,295] := {156} tii[25,296] := {622} tii[25,297] := {336} tii[25,298] := {385, 718} tii[25,299] := {474} tii[25,300] := {224} tii[25,301] := {653, 661} tii[25,302] := {289, 530} tii[25,303] := {349} tii[25,304] := {31} tii[25,305] := {603} tii[25,306] := {174, 477} tii[25,307] := {273, 609} tii[25,308] := {655, 868} tii[25,309] := {366} tii[25,310] := {546, 548} tii[25,311] := {381, 698} tii[25,312] := {748, 805} tii[25,313] := {86} tii[25,314] := {734} tii[25,315] := {310, 581} tii[25,316] := {188, 487} tii[25,317] := {434, 707} tii[25,318] := {807, 973} tii[25,319] := {722} tii[25,320] := {70} tii[25,321] := {239, 651} tii[25,322] := {98, 355} tii[25,323] := {467} tii[25,324] := {768, 769} tii[25,325] := {840, 886} tii[25,326] := {832} tii[25,327] := {149, 518} tii[25,328] := {335, 803} tii[25,329] := {53, 244} tii[25,330] := {152} tii[25,331] := {558, 559} tii[25,332] := {205, 461} tii[25,333] := {678, 679} tii[25,334] := {899, 900} tii[25,335] := {216, 874} tii[25,336] := {326, 327} tii[25,337] := {975, 976} tii[25,338] := {640, 646} tii[25,339] := {464} tii[25,340] := {534, 764} tii[25,341] := {395, 727} tii[25,342] := {607} tii[25,343] := {348} tii[25,344] := {173, 406} tii[25,345] := {10} tii[25,346] := {522, 535} tii[25,347] := {341} tii[25,348] := {837, 859} tii[25,349] := {724} tii[25,350] := {309, 504} tii[25,351] := {417, 673} tii[25,352] := {630, 895} tii[25,353] := {41} tii[25,354] := {291, 616} tii[25,355] := {568, 813} tii[25,356] := {384, 418} tii[25,357] := {631, 690} tii[25,358] := {494} tii[25,359] := {931, 964} tii[25,360] := {834} tii[25,361] := {270, 288} tii[25,362] := {46, 238} tii[25,363] := {354, 763} tii[25,364] := {600} tii[25,365] := {226} tii[25,366] := {30} tii[25,367] := {827} tii[25,368] := {863, 864} tii[25,369] := {469} tii[25,370] := {772, 939} tii[25,371] := {391, 411} tii[25,372] := {302, 551} tii[25,373] := {168, 199} tii[25,374] := {191, 486} tii[25,375] := {675, 887} tii[25,376] := {741, 961} tii[25,377] := {684, 685} tii[25,378] := {379, 431} tii[25,379] := {21, 148} tii[25,380] := {85} tii[25,381] := {916} tii[25,382] := {460, 894} tii[25,383] := {243, 644} tii[25,384] := {120, 334} tii[25,385] := {682, 856} tii[25,386] := {562, 563} tii[25,387] := {368} tii[25,388] := {789, 790} tii[25,389] := {968, 969} tii[25,390] := {266, 303} tii[25,391] := {509, 564} tii[25,392] := {903, 1015} tii[25,393] := {325, 537} tii[25,394] := {159, 533} tii[25,395] := {323, 955} tii[25,396] := {583, 584} tii[25,397] := {214, 215} tii[25,398] := {180, 209} tii[25,399] := {457, 664} tii[25,400] := {1028, 1029} tii[25,401] := {979, 1051} tii[25,402] := {172, 185} tii[25,403] := {69} tii[25,404] := {838, 1005} tii[25,405] := {521} tii[25,406] := {911} tii[25,407] := {52, 241} tii[25,408] := {94, 116} tii[25,409] := {683, 1014} tii[25,410] := {881, 882} tii[25,411] := {151} tii[25,412] := {261, 308} tii[25,413] := {743, 938} tii[25,414] := {984} tii[25,415] := {932, 1055} tii[25,416] := {628, 629} tii[25,417] := {217, 408} tii[25,418] := {442, 1013} tii[25,419] := {48, 64} tii[25,420] := {505, 740} tii[25,421] := {997, 1081} tii[25,422] := {321, 322} tii[25,423] := {1063, 1064} tii[25,424] := {632, 872} tii[25,425] := {262, 543} tii[25,426] := {1045, 1102} tii[25,427] := {595} tii[25,428] := {728} tii[25,429] := {526, 774} tii[25,430] := {470} tii[25,431] := {829} tii[25,432] := {620} tii[25,433] := {415, 672} tii[25,434] := {694, 849} tii[25,435] := {918} tii[25,436] := {912} tii[25,437] := {523, 541} tii[25,438] := {343} tii[25,439] := {947, 948} tii[25,440] := {721} tii[25,441] := {298, 545} tii[25,442] := {786, 927} tii[25,443] := {985} tii[25,444] := {636, 691} tii[25,445] := {387, 425} tii[25,446] := {798, 799} tii[25,447] := {496} tii[25,448] := {888, 889} tii[25,449] := {1023, 1024} tii[25,450] := {281, 316} tii[25,451] := {589, 777} tii[25,452] := {710, 711} tii[25,453] := {1065, 1066} tii[25,454] := {647} tii[25,455] := {227} tii[25,456] := {922, 1049} tii[25,457] := {981} tii[25,458] := {193, 419} tii[25,459] := {841, 883} tii[25,460] := {958, 959} tii[25,461] := {744, 745} tii[25,462] := {842, 1001} tii[25,463] := {369} tii[25,464] := {1037} tii[25,465] := {995, 1086} tii[25,466] := {634, 839} tii[25,467] := {181, 208} tii[25,468] := {704, 870} tii[25,469] := {585, 586} tii[25,470] := {1090, 1091} tii[25,471] := {1044, 1101} tii[25,472] := {750, 954} tii[25,473] := {507, 782} tii[25,474] := {1076, 1115} tii[25,475] := {1002} tii[25,476] := {991, 992} tii[25,477] := {1052} tii[25,478] := {850, 990} tii[25,479] := {1095, 1096} tii[25,480] := {1097, 1116} tii[25,481] := {34} tii[25,482] := {89} tii[25,483] := {73} tii[25,484] := {33} tii[25,485] := {176, 413} tii[25,486] := {35} tii[25,487] := {88} tii[25,488] := {155} tii[25,489] := {312, 511} tii[25,490] := {72} tii[25,491] := {100, 357} tii[25,492] := {242} tii[25,493] := {154} tii[25,494] := {207, 463} tii[25,495] := {55, 246} tii[25,496] := {330, 331} tii[25,497] := {139} tii[25,498] := {396, 663} tii[25,499] := {32} tii[25,500] := {106, 277} tii[25,501] := {80} tii[25,502] := {254} tii[25,503] := {292, 550} tii[25,504] := {569, 751} tii[25,505] := {87} tii[25,506] := {165, 438} tii[25,507] := {136} tii[25,508] := {99, 356} tii[25,509] := {78, 393} tii[25,510] := {178, 484} tii[25,511] := {71} tii[25,512] := {37} tii[25,513] := {362} tii[25,514] := {676, 843} tii[25,515] := {192, 426} tii[25,516] := {39, 268} tii[25,517] := {130, 566} tii[25,518] := {251} tii[25,519] := {206, 462} tii[25,520] := {153} tii[25,521] := {113, 364} tii[25,522] := {314, 593} tii[25,523] := {54, 245} tii[25,524] := {66, 666} tii[25,525] := {60, 257} tii[25,526] := {328, 329} tii[25,527] := {455, 456} tii[25,528] := {134} tii[25,529] := {107, 272} tii[25,530] := {491} tii[25,531] := {553, 795} tii[25,532] := {249} tii[25,533] := {110, 360} tii[25,534] := {166, 433} tii[25,535] := {58, 170} tii[25,536] := {129, 539} tii[25,537] := {577, 578} tii[25,538] := {26, 103} tii[25,539] := {450, 451} tii[25,540] := {167, 670} tii[25,541] := {404, 652} tii[25,542] := {230} tii[25,543] := {2} tii[25,544] := {294, 547} tii[25,545] := {501, 804} tii[25,546] := {145} tii[25,547] := {372} tii[25,548] := {15} tii[25,549] := {237, 650} tii[25,550] := {229} tii[25,551] := {17, 143} tii[25,552] := {280, 614} tii[25,553] := {9} tii[25,554] := {297, 557} tii[25,555] := {197, 421} tii[25,556] := {81} tii[25,557] := {625, 885} tii[25,558] := {492} tii[25,559] := {333, 802} tii[25,560] := {147, 517} tii[25,561] := {371} tii[25,562] := {196, 493} tii[25,563] := {441, 714} tii[25,564] := {40} tii[25,565] := {59, 219} tii[25,566] := {5, 82} tii[25,567] := {90, 402} tii[25,568] := {212, 873} tii[25,569] := {121, 373} tii[25,570] := {125, 126} tii[25,571] := {590, 591} tii[25,572] := {95, 105} tii[25,573] := {228} tii[25,574] := {187, 394} tii[25,575] := {29} tii[25,576] := {195, 489} tii[25,577] := {38} tii[25,578] := {44, 56} tii[25,579] := {677, 892} tii[25,580] := {556, 960} tii[25,581] := {84} tii[25,582] := {117, 300} tii[25,583] := {619} tii[25,584] := {264, 567} tii[25,585] := {118, 269} tii[25,586] := {163, 202} tii[25,587] := {370} tii[25,588] := {20, 146} tii[25,589] := {128, 285} tii[25,590] := {317, 952} tii[25,591] := {43, 283} tii[25,592] := {63, 258} tii[25,593] := {705, 706} tii[25,594] := {210, 211} tii[25,595] := {65, 183} tii[25,596] := {218, 667} tii[25,597] := {587, 588} tii[25,598] := {18, 25} tii[25,599] := {164, 412} tii[25,600] := {28, 104} tii[25,601] := {265, 781} tii[25,602] := {68} tii[25,603] := {626, 884} tii[25,604] := {733} tii[25,605] := {51, 190} tii[25,606] := {150} tii[25,607] := {443, 871} tii[25,608] := {319, 320} tii[25,609] := {47, 62} tii[25,610] := {816, 817} tii[25,611] := {260, 544} tii[25,612] := {378, 875} tii[25,613] := {138} tii[25,614] := {79} tii[25,615] := {253} tii[25,616] := {135} tii[25,617] := {177, 483} tii[25,618] := {420, 424} tii[25,619] := {36} tii[25,620] := {361} tii[25,621] := {250} tii[25,622] := {112, 363} tii[25,623] := {313, 592} tii[25,624] := {61, 256} tii[25,625] := {453, 454} tii[25,626] := {133} tii[25,627] := {271, 290} tii[25,628] := {200, 422} tii[25,629] := {12} tii[25,630] := {490} tii[25,631] := {109, 359} tii[25,632] := {552, 794} tii[25,633] := {248} tii[25,634] := {169, 201} tii[25,635] := {382, 432} tii[25,636] := {92, 403} tii[25,637] := {23, 160} tii[25,638] := {575, 576} tii[25,639] := {448, 449} tii[25,640] := {102, 124} tii[25,641] := {332, 538} tii[25,642] := {49, 67} tii[25,643] := {383, 669} tii[25,644] := {132} tii[25,645] := {108, 296} tii[25,646] := {3} tii[25,647] := {742, 785} tii[25,648] := {618} tii[25,649] := {247} tii[25,650] := {101, 123} tii[25,651] := {579, 775} tii[25,652] := {6, 91} tii[25,653] := {702, 703} tii[25,654] := {446, 447} tii[25,655] := {19, 27} tii[25,656] := {510, 780} tii[25,657] := {380, 671} tii[25,658] := {732} tii[25,659] := {814, 815} tii[25,660] := {637, 876} tii[25,661] := {11} tii[25,662] := {14} tii[25,663] := {111, 306} tii[25,664] := {22, 162} tii[25,665] := {57, 194} tii[25,666] := {13} tii[25,667] := {16, 182} tii[25,668] := {24, 161} tii[25,669] := {8, 50} tii[25,670] := {0} tii[25,671] := {1, 42} tii[25,672] := {4, 7} cell#183 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {609} tii[25,2] := {912} tii[25,3] := {644, 849} tii[25,4] := {718} tii[25,5] := {401} tii[25,6] := {981} tii[25,7] := {856, 986} tii[25,8] := {961, 1045} tii[25,9] := {643, 906} tii[25,10] := {820} tii[25,11] := {625} tii[25,12] := {1032} tii[25,13] := {431, 729} tii[25,14] := {855, 1009} tii[25,15] := {578, 806} tii[25,16] := {960, 1059} tii[25,17] := {904} tii[25,18] := {1069} tii[25,19] := {815} tii[25,20] := {1006, 1007} tii[25,21] := {873, 874} tii[25,22] := {1056, 1057} tii[25,23] := {1093} tii[25,24] := {1105, 1106} tii[25,25] := {608} tii[25,26] := {534, 935} tii[25,27] := {911} tii[25,28] := {297} tii[25,29] := {754, 1037} tii[25,30] := {888, 1078} tii[25,31] := {533, 819} tii[25,32] := {423, 1001} tii[25,33] := {717} tii[25,34] := {509} tii[25,35] := {211} tii[25,36] := {236, 864} tii[25,37] := {980} tii[25,38] := {325, 619} tii[25,39] := {753, 944} tii[25,40] := {648, 1073} tii[25,41] := {356, 928} tii[25,42] := {464, 699} tii[25,43] := {887, 1017} tii[25,44] := {800, 1100} tii[25,45] := {320, 1046} tii[25,46] := {817} tii[25,47] := {296} tii[25,48] := {232, 999} tii[25,49] := {158, 395} tii[25,50] := {1030} tii[25,51] := {714} tii[25,52] := {940, 941} tii[25,53] := {542, 1097} tii[25,54] := {352, 1040} tii[25,55] := {168, 1041} tii[25,56] := {257, 474} tii[25,57] := {778, 779} tii[25,58] := {1013, 1014} tii[25,59] := {695, 1113} tii[25,60] := {388} tii[25,61] := {652, 1110} tii[25,62] := {1067} tii[25,63] := {561, 1095} tii[25,64] := {454, 455} tii[25,65] := {1083, 1084} tii[25,66] := {804, 1118} tii[25,67] := {900, 1119} tii[25,68] := {422, 848} tii[25,69] := {607} tii[25,70] := {910} tii[25,71] := {396} tii[25,72] := {233, 654} tii[25,73] := {647, 985} tii[25,74] := {353, 744} tii[25,75] := {799, 1044} tii[25,76] := {319, 933} tii[25,77] := {716} tii[25,78] := {295} tii[25,79] := {231, 847} tii[25,80] := {979} tii[25,81] := {605} tii[25,82] := {853, 854} tii[25,83] := {157, 546} tii[25,84] := {541, 1035} tii[25,85] := {351, 920} tii[25,86] := {167, 921} tii[25,87] := {666, 667} tii[25,88] := {958, 959} tii[25,89] := {256, 638} tii[25,90] := {694, 1076} tii[25,91] := {387} tii[25,92] := {101, 645} tii[25,93] := {651, 1071} tii[25,94] := {1029} tii[25,95] := {66, 741} tii[25,96] := {560, 1034} tii[25,97] := {452, 453} tii[25,98] := {1052, 1053} tii[25,99] := {183, 740} tii[25,100] := {803, 1098} tii[25,101] := {273, 833} tii[25,102] := {899, 1111} tii[25,103] := {818} tii[25,104] := {1031} tii[25,105] := {715} tii[25,106] := {942, 943} tii[25,107] := {780, 781} tii[25,108] := {1015, 1016} tii[25,109] := {611} tii[25,110] := {857, 1005} tii[25,111] := {1068} tii[25,112] := {786, 937} tii[25,113] := {1085, 1086} tii[25,114] := {683, 684} tii[25,115] := {962, 1055} tii[25,116] := {583, 771} tii[25,117] := {1023, 1081} tii[25,118] := {1094} tii[25,119] := {1107, 1108} tii[25,120] := {1090, 1116} tii[25,121] := {198} tii[25,122] := {299} tii[25,123] := {394} tii[25,124] := {527} tii[25,125] := {283} tii[25,126] := {535, 750} tii[25,127] := {138} tii[25,128] := {400} tii[25,129] := {298} tii[25,130] := {503} tii[25,131] := {755, 917} tii[25,132] := {328, 548} tii[25,133] := {223} tii[25,134] := {634} tii[25,135] := {889, 997} tii[25,136] := {467, 642} tii[25,137] := {385} tii[25,138] := {425, 720} tii[25,139] := {506} tii[25,140] := {289} tii[25,141] := {324, 623} tii[25,142] := {398} tii[25,143] := {617} tii[25,144] := {235, 508} tii[25,145] := {650, 863} tii[25,146] := {414} tii[25,147] := {244, 517} tii[25,148] := {463, 707} tii[25,149] := {737} tii[25,150] := {355, 593} tii[25,151] := {802, 968} tii[25,152] := {726} tii[25,153] := {498} tii[25,154] := {761, 762} tii[25,155] := {830} tii[25,156] := {568, 569} tii[25,157] := {677, 678} tii[25,158] := {895, 896} tii[25,159] := {973, 974} tii[25,160] := {318, 934} tii[25,161] := {386} tii[25,162] := {432, 657} tii[25,163] := {141} tii[25,164] := {511} tii[25,165] := {159, 764} tii[25,166] := {208} tii[25,167] := {540, 1036} tii[25,168] := {618} tii[25,169] := {579, 749} tii[25,170] := {258, 840} tii[25,171] := {314} tii[25,172] := {693, 1077} tii[25,173] := {738} tii[25,174] := {228, 1000} tii[25,175] := {495} tii[25,176] := {536, 821} tii[25,177] := {539, 766} tii[25,178] := {621} tii[25,179] := {326, 624} tii[25,180] := {209} tii[25,181] := {155, 932} tii[25,182] := {392} tii[25,183] := {510} tii[25,184] := {139} tii[25,185] := {96, 294} tii[25,186] := {430, 732} tii[25,187] := {433, 1072} tii[25,188] := {98, 656} tii[25,189] := {756, 947} tii[25,190] := {728} tii[25,191] := {441, 665} tii[25,192] := {465, 708} tii[25,193] := {254, 990} tii[25,194] := {104, 991} tii[25,195] := {525} tii[25,196] := {692, 843} tii[25,197] := {224} tii[25,198] := {178, 365} tii[25,199] := {336, 629} tii[25,200] := {577, 811} tii[25,201] := {580, 1099} tii[25,202] := {180, 747} tii[25,203] := {832} tii[25,204] := {890, 1020} tii[25,205] := {240, 514} tii[25,206] := {284} tii[25,207] := {543, 1096} tii[25,208] := {205} tii[25,209] := {825} tii[25,210] := {860, 861} tii[25,211] := {58, 752} tii[25,212] := {612} tii[25,213] := {785, 923} tii[25,214] := {176, 411} tii[25,215] := {448, 1070} tii[25,216] := {343, 344} tii[25,217] := {360, 603} tii[25,218] := {789, 790} tii[25,219] := {311} tii[25,220] := {915} tii[25,221] := {36, 839} tii[25,222] := {685, 686} tii[25,223] := {696, 1112} tii[25,224] := {120, 838} tii[25,225] := {965, 966} tii[25,226] := {812, 1117} tii[25,227] := {486, 487} tii[25,228] := {193, 919} tii[25,229] := {1026, 1027} tii[25,230] := {154, 977} tii[25,231] := {606} tii[25,232] := {538, 827} tii[25,233] := {731} tii[25,234] := {140} tii[25,235] := {95, 903} tii[25,236] := {501} tii[25,237] := {329, 1050} tii[25,238] := {826} tii[25,239] := {53, 331} tii[25,240] := {442, 733} tii[25,241] := {691, 898} tii[25,242] := {177, 952} tii[25,243] := {60, 953} tii[25,244] := {632} tii[25,245] := {468, 1089} tii[25,246] := {916} tii[25,247] := {115, 420} tii[25,248] := {27, 426} tii[25,249] := {435, 1079} tii[25,250] := {721} tii[25,251] := {393} tii[25,252] := {55, 822} tii[25,253] := {909} tii[25,254] := {945, 946} tii[25,255] := {199} tii[25,256] := {339, 627} tii[25,257] := {784, 957} tii[25,258] := {793, 794} tii[25,259] := {16, 529} tii[25,260] := {342, 1047} tii[25,261] := {984} tii[25,262] := {117, 885} tii[25,263] := {33, 886} tii[25,264] := {252, 253} tii[25,265] := {69, 528} tii[25,266] := {582, 1109} tii[25,267] := {526} tii[25,268] := {882, 883} tii[25,269] := {1018, 1019} tii[25,270] := {20, 807} tii[25,271] := {189, 951} tii[25,272] := {125, 635} tii[25,273] := {712, 1114} tii[25,274] := {710, 711} tii[25,275] := {1064, 1065} tii[25,276] := {286} tii[25,277] := {545, 1048} tii[25,278] := {978} tii[25,279] := {954, 955} tii[25,280] := {348, 349} tii[25,281] := {450, 1002} tii[25,282] := {1033} tii[25,283] := {698, 1087} tii[25,284] := {266, 440} tii[25,285] := {814, 1101} tii[25,286] := {1091, 1092} tii[25,287] := {363, 949} tii[25,288] := {902, 1115} tii[25,289] := {282} tii[25,290] := {399} tii[25,291] := {327, 769} tii[25,292] := {137} tii[25,293] := {502} tii[25,294] := {466, 846} tii[25,295] := {222} tii[25,296] := {633} tii[25,297] := {384} tii[25,298] := {424, 719} tii[25,299] := {505} tii[25,300] := {288} tii[25,301] := {428, 866} tii[25,302] := {160, 768} tii[25,303] := {397} tii[25,304] := {83} tii[25,305] := {616} tii[25,306] := {234, 507} tii[25,307] := {323, 622} tii[25,308] := {649, 862} tii[25,309] := {413} tii[25,310] := {333, 777} tii[25,311] := {259, 844} tii[25,312] := {575, 931} tii[25,313] := {149} tii[25,314] := {736} tii[25,315] := {354, 591} tii[25,316] := {243, 516} tii[25,317] := {462, 706} tii[25,318] := {801, 967} tii[25,319] := {725} tii[25,320] := {133} tii[25,321] := {103, 852} tii[25,322] := {163, 402} tii[25,323] := {497} tii[25,324] := {759, 760} tii[25,325] := {670, 994} tii[25,326] := {829} tii[25,327] := {68, 927} tii[25,328] := {185, 926} tii[25,329] := {112, 303} tii[25,330] := {218} tii[25,331] := {566, 567} tii[25,332] := {262, 489} tii[25,333] := {675, 676} tii[25,334] := {893, 894} tii[25,335] := {276, 989} tii[25,336] := {373, 374} tii[25,337] := {971, 972} tii[25,338] := {229, 905} tii[25,339] := {494} tii[25,340] := {322, 948} tii[25,341] := {427, 730} tii[25,342] := {620} tii[25,343] := {210} tii[25,344] := {97, 436} tii[25,345] := {47} tii[25,346] := {156, 816} tii[25,347] := {391} tii[25,348] := {434, 1008} tii[25,349] := {727} tii[25,350] := {179, 530} tii[25,351] := {242, 872} tii[25,352] := {461, 998} tii[25,353] := {93} tii[25,354] := {334, 628} tii[25,355] := {574, 808} tii[25,356] := {105, 876} tii[25,357] := {255, 875} tii[25,358] := {524} tii[25,359] := {581, 1058} tii[25,360] := {831} tii[25,361] := {57, 537} tii[25,362] := {102, 300} tii[25,363] := {162, 938} tii[25,364] := {610} tii[25,365] := {290} tii[25,366] := {82} tii[25,367] := {824} tii[25,368] := {858, 859} tii[25,369] := {285} tii[25,370] := {544, 1049} tii[25,371] := {100, 722} tii[25,372] := {170, 775} tii[25,373] := {35, 637} tii[25,374] := {247, 515} tii[25,375] := {669, 881} tii[25,376] := {557, 1043} tii[25,377] := {681, 682} tii[25,378] := {119, 636} tii[25,379] := {67, 215} tii[25,380] := {148} tii[25,381] := {914} tii[25,382] := {261, 995} tii[25,383] := {111, 996} tii[25,384] := {184, 381} tii[25,385] := {449, 1003} tii[25,386] := {345, 346} tii[25,387] := {415} tii[25,388] := {787, 788} tii[25,389] := {963, 964} tii[25,390] := {65, 796} tii[25,391] := {182, 795} tii[25,392] := {697, 1088} tii[25,393] := {192, 739} tii[25,394] := {73, 929} tii[25,395] := {372, 1039} tii[25,396] := {595, 596} tii[25,397] := {274, 275} tii[25,398] := {41, 700} tii[25,399] := {272, 870} tii[25,400] := {1024, 1025} tii[25,401] := {813, 1102} tii[25,402] := {30, 500} tii[25,403] := {132} tii[25,404] := {653, 1004} tii[25,405] := {389} tii[25,406] := {907} tii[25,407] := {108, 301} tii[25,408] := {19, 573} tii[25,409] := {447, 1075} tii[25,410] := {877, 878} tii[25,411] := {217} tii[25,412] := {72, 572} tii[25,413] := {562, 936} tii[25,414] := {982} tii[25,415] := {805, 1054} tii[25,416] := {456, 457} tii[25,417] := {128, 662} tii[25,418] := {471, 1074} tii[25,419] := {11, 475} tii[25,420] := {364, 551} tii[25,421] := {901, 1080} tii[25,422] := {369, 370} tii[25,423] := {1060, 1061} tii[25,424] := {472, 867} tii[25,425] := {197, 550} tii[25,426] := {976, 1103} tii[25,427] := {383} tii[25,428] := {504} tii[25,429] := {321, 765} tii[25,430] := {287} tii[25,431] := {615} tii[25,432] := {412} tii[25,433] := {241, 664} tii[25,434] := {460, 842} tii[25,435] := {735} tii[25,436] := {724} tii[25,437] := {161, 751} tii[25,438] := {200} tii[25,439] := {757, 758} tii[25,440] := {496} tii[25,441] := {169, 553} tii[25,442] := {556, 922} tii[25,443] := {828} tii[25,444] := {260, 836} tii[25,445] := {110, 837} tii[25,446] := {564, 565} tii[25,447] := {306} tii[25,448] := {673, 674} tii[25,449] := {891, 892} tii[25,450] := {74, 745} tii[25,451] := {371, 918} tii[25,452] := {476, 477} tii[25,453] := {969, 970} tii[25,454] := {499} tii[25,455] := {131} tii[25,456] := {763, 939} tii[25,457] := {823} tii[25,458] := {107, 443} tii[25,459] := {446, 992} tii[25,460] := {782, 783} tii[25,461] := {570, 571} tii[25,462] := {679, 850} tii[25,463] := {216} tii[25,464] := {913} tii[25,465] := {897, 1012} tii[25,466] := {473, 661} tii[25,467] := {43, 639} tii[25,468] := {470, 987} tii[25,469] := {367, 368} tii[25,470] := {1021, 1022} tii[25,471] := {975, 1051} tii[25,472] := {590, 767} tii[25,473] := {380, 549} tii[25,474] := {1028, 1082} tii[25,475] := {908} tii[25,476] := {879, 880} tii[25,477] := {983} tii[25,478] := {701, 868} tii[25,479] := {1062, 1063} tii[25,480] := {1066, 1104} tii[25,481] := {86} tii[25,482] := {152} tii[25,483] := {136} tii[25,484] := {85} tii[25,485] := {237, 439} tii[25,486] := {87} tii[25,487] := {151} tii[25,488] := {221} tii[25,489] := {357, 532} tii[25,490] := {135} tii[25,491] := {165, 404} tii[25,492] := {302} tii[25,493] := {220} tii[25,494] := {264, 493} tii[25,495] := {114, 305} tii[25,496] := {377, 378} tii[25,497] := {207} tii[25,498] := {429, 655} tii[25,499] := {84} tii[25,500] := {54, 547} tii[25,501] := {143} tii[25,502] := {313} tii[25,503] := {335, 554} tii[25,504] := {576, 746} tii[25,505] := {150} tii[25,506] := {116, 640} tii[25,507] := {204} tii[25,508] := {164, 403} tii[25,509] := {28, 646} tii[25,510] := {239, 513} tii[25,511] := {134} tii[25,512] := {89} tii[25,513] := {408} tii[25,514] := {671, 835} tii[25,515] := {248, 451} tii[25,516] := {17, 743} tii[25,517] := {70, 742} tii[25,518] := {310} tii[25,519] := {263, 491} tii[25,520] := {219} tii[25,521] := {175, 410} tii[25,522] := {359, 602} tii[25,523] := {113, 304} tii[25,524] := {126, 834} tii[25,525] := {122, 316} tii[25,526] := {375, 376} tii[25,527] := {484, 485} tii[25,528] := {202} tii[25,529] := {15, 614} tii[25,530] := {521} tii[25,531] := {559, 792} tii[25,532] := {308} tii[25,533] := {172, 406} tii[25,534] := {39, 689} tii[25,535] := {7, 690} tii[25,536] := {79, 774} tii[25,537] := {588, 589} tii[25,538] := {3, 594} tii[25,539] := {480, 481} tii[25,540] := {130, 660} tii[25,541] := {230, 865} tii[25,542] := {293} tii[25,543] := {25} tii[25,544] := {166, 776} tii[25,545] := {350, 930} tii[25,546] := {213} tii[25,547] := {418} tii[25,548] := {52} tii[25,549] := {99, 851} tii[25,550] := {292} tii[25,551] := {56, 212} tii[25,552] := {330, 626} tii[25,553] := {46} tii[25,554] := {338, 563} tii[25,555] := {106, 663} tii[25,556] := {144} tii[25,557] := {445, 993} tii[25,558] := {522} tii[25,559] := {181, 924} tii[25,560] := {64, 925} tii[25,561] := {417} tii[25,562] := {251, 523} tii[25,563] := {469, 713} tii[25,564] := {92} tii[25,565] := {118, 278} tii[25,566] := {34, 145} tii[25,567] := {40, 841} tii[25,568] := {271, 988} tii[25,569] := {186, 419} tii[25,570] := {190, 191} tii[25,571] := {599, 600} tii[25,572] := {14, 390} tii[25,573] := {291} tii[25,574] := {29, 723} tii[25,575] := {80} tii[25,576] := {249, 518} tii[25,577] := {90} tii[25,578] := {6, 459} tii[25,579] := {672, 884} tii[25,580] := {340, 1042} tii[25,581] := {146} tii[25,582] := {63, 555} tii[25,583] := {631} tii[25,584] := {71, 797} tii[25,585] := {18, 798} tii[25,586] := {38, 458} tii[25,587] := {416} tii[25,588] := {61, 214} tii[25,589] := {78, 552} tii[25,590] := {361, 1038} tii[25,591] := {21, 748} tii[25,592] := {124, 317} tii[25,593] := {704, 705} tii[25,594] := {267, 268} tii[25,595] := {10, 709} tii[25,596] := {127, 871} tii[25,597] := {597, 598} tii[25,598] := {2, 366} tii[25,599] := {129, 437} tii[25,600] := {4, 604} tii[25,601] := {196, 772} tii[25,602] := {45} tii[25,603] := {250, 1011} tii[25,604] := {734} tii[25,605] := {31, 245} tii[25,606] := {91} tii[25,607] := {265, 1010} tii[25,608] := {187, 188} tii[25,609] := {8, 421} tii[25,610] := {809, 810} tii[25,611] := {195, 332} tii[25,612] := {277, 869} tii[25,613] := {206} tii[25,614] := {142} tii[25,615] := {312} tii[25,616] := {203} tii[25,617] := {238, 512} tii[25,618] := {246, 680} tii[25,619] := {88} tii[25,620] := {407} tii[25,621] := {309} tii[25,622] := {174, 409} tii[25,623] := {358, 601} tii[25,624] := {123, 315} tii[25,625] := {482, 483} tii[25,626] := {201} tii[25,627] := {59, 613} tii[25,628] := {109, 668} tii[25,629] := {49} tii[25,630] := {520} tii[25,631] := {171, 405} tii[25,632] := {558, 791} tii[25,633] := {307} tii[25,634] := {37, 688} tii[25,635] := {121, 687} tii[25,636] := {42, 845} tii[25,637] := {76, 225} tii[25,638] := {586, 587} tii[25,639] := {478, 479} tii[25,640] := {24, 592} tii[25,641] := {194, 773} tii[25,642] := {12, 490} tii[25,643] := {281, 659} tii[25,644] := {81} tii[25,645] := {62, 337} tii[25,646] := {26} tii[25,647] := {341, 956} tii[25,648] := {630} tii[25,649] := {147} tii[25,650] := {23, 531} tii[25,651] := {362, 950} tii[25,652] := {44, 153} tii[25,653] := {702, 703} tii[25,654] := {269, 270} tii[25,655] := {5, 382} tii[25,656] := {379, 770} tii[25,657] := {280, 438} tii[25,658] := {519} tii[25,659] := {584, 585} tii[25,660] := {488, 658} tii[25,661] := {48} tii[25,662] := {51} tii[25,663] := {173, 347} tii[25,664] := {75, 227} tii[25,665] := {32, 444} tii[25,666] := {50} tii[25,667] := {9, 641} tii[25,668] := {77, 226} tii[25,669] := {0, 492} tii[25,670] := {13} tii[25,671] := {22, 94} tii[25,672] := {1, 279} cell#184 , |C| = 588 special orbit = [5, 4, 4, 1, 1, 1, 1] special rep = [[2, 2], [2, 1, 1]] , dim = 420 cell rep = phi[[2, 2],[2, 1, 1]]+phi[[1],[3, 3, 1]] TII depth = 5 TII multiplicity polynomial = 252*X+168*X^2 TII subcells: tii[21,1] := {481} tii[21,2] := {276} tii[21,3] := {521} tii[21,4] := {465} tii[21,5] := {400} tii[21,6] := {550} tii[21,7] := {542} tii[21,8] := {431, 506} tii[21,9] := {488, 543} tii[21,10] := {568} tii[21,11] := {578} tii[21,12] := {569, 585} tii[21,13] := {215} tii[21,14] := {479} tii[21,15] := {414} tii[21,16] := {339} tii[21,17] := {159} tii[21,18] := {519} tii[21,19] := {75} tii[21,20] := {510} tii[21,21] := {352} tii[21,22] := {373, 459} tii[21,23] := {439, 513} tii[21,24] := {213} tii[21,25] := {548} tii[21,26] := {412} tii[21,27] := {161} tii[21,28] := {250, 346} tii[21,29] := {563} tii[21,30] := {130, 235} tii[21,31] := {319, 424} tii[21,32] := {549, 579} tii[21,33] := {458} tii[21,34] := {429, 515} tii[21,35] := {390} tii[21,36] := {536} tii[21,37] := {530} tii[21,38] := {403, 494} tii[21,39] := {469, 531} tii[21,40] := {328} tii[21,41] := {560} tii[21,42] := {495} tii[21,43] := {265} tii[21,44] := {572} tii[21,45] := {342, 447} tii[21,46] := {211, 336} tii[21,47] := {561, 583} tii[21,48] := {419, 497} tii[21,49] := {528} tii[21,50] := {281, 489} tii[21,51] := {214, 443} tii[21,52] := {502, 557} tii[21,53] := {360, 525} tii[21,54] := {413, 552} tii[21,55] := {576} tii[21,56] := {582} tii[21,57] := {577, 587} tii[21,58] := {573} tii[21,59] := {562, 584} tii[21,60] := {541, 586} tii[21,61] := {134} tii[21,62] := {318} tii[21,63] := {86} tii[21,64] := {189} tii[21,65] := {216} tii[21,66] := {379} tii[21,67] := {196} tii[21,68] := {415} tii[21,69] := {120} tii[21,70] := {261} tii[21,71] := {246} tii[21,72] := {275} tii[21,73] := {434} tii[21,74] := {312} tii[21,75] := {464} tii[21,76] := {218} tii[21,77] := {313, 408} tii[21,78] := {383} tii[21,79] := {185, 299} tii[21,80] := {384, 473} tii[21,81] := {505} tii[21,82] := {482, 545} tii[21,83] := {107} tii[21,84] := {132} tii[21,85] := {248} tii[21,86] := {171} tii[21,87] := {41} tii[21,88] := {288} tii[21,89] := {436} tii[21,90] := {255} tii[21,91] := {324} tii[21,92] := {156} tii[21,93] := {157} tii[21,94] := {308} tii[21,95] := {340} tii[21,96] := {227} tii[21,97] := {110} tii[21,98] := {485} tii[21,99] := {375, 460} tii[21,100] := {350} tii[21,101] := {111} tii[21,102] := {374} tii[21,103] := {511} tii[21,104] := {20} tii[21,105] := {284} tii[21,106] := {192, 285} tii[21,107] := {278} tii[21,108] := {175} tii[21,109] := {441, 514} tii[21,110] := {84, 177} tii[21,111] := {440} tii[21,112] := {365} tii[21,113] := {257, 366} tii[21,114] := {243, 364} tii[21,115] := {345} tii[21,116] := {315, 409} tii[21,117] := {406} tii[21,118] := {37} tii[21,119] := {540} tii[21,120] := {249, 357} tii[21,121] := {422} tii[21,122] := {371, 475} tii[21,123] := {26, 81} tii[21,124] := {522, 566} tii[21,125] := {386, 474} tii[21,126] := {437, 518} tii[21,127] := {204} tii[21,128] := {369} tii[21,129] := {341} tii[21,130] := {523} tii[21,131] := {394} tii[21,132] := {148} tii[21,133] := {430} tii[21,134] := {219, 331} tii[21,135] := {305, 423} tii[21,136] := {103, 207} tii[21,137] := {487} tii[21,138] := {294, 398} tii[21,139] := {162, 387} tii[21,140] := {446} tii[21,141] := {564} tii[21,142] := {457} tii[21,143] := {99} tii[21,144] := {370, 467} tii[21,145] := {551, 580} tii[21,146] := {106, 325} tii[21,147] := {401, 498} tii[21,148] := {64, 150} tii[21,149] := {232, 444} tii[21,150] := {512} tii[21,151] := {38, 202} tii[21,152] := {287, 491} tii[21,153] := {524, 567} tii[21,154] := {493} tii[21,155] := {456, 533} tii[21,156] := {410, 554} tii[21,157] := {187} tii[21,158] := {85} tii[21,159] := {119} tii[21,160] := {377} tii[21,161] := {195} tii[21,162] := {260} tii[21,163] := {104} tii[21,164] := {244} tii[21,165] := {274} tii[21,166] := {169} tii[21,167] := {432} tii[21,168] := {66} tii[21,169] := {310} tii[21,170] := {42} tii[21,171] := {463} tii[21,172] := {224} tii[21,173] := {311, 407} tii[21,174] := {217} tii[21,175] := {122} tii[21,176] := {381} tii[21,177] := {300} tii[21,178] := {382, 472} tii[21,179] := {184, 298} tii[21,180] := {282} tii[21,181] := {70} tii[21,182] := {252, 347} tii[21,183] := {504} tii[21,184] := {361} tii[21,185] := {51, 126} tii[21,186] := {188, 292} tii[21,187] := {480, 544} tii[21,188] := {321, 425} tii[21,189] := {378, 477} tii[21,190] := {62} tii[21,191] := {264} tii[21,192] := {306} tii[21,193] := {118} tii[21,194] := {277} tii[21,195] := {34} tii[21,196] := {483} tii[21,197] := {448} tii[21,198] := {279, 392} tii[21,199] := {167} tii[21,200] := {205} tii[21,201] := {372} tii[21,202] := {78} tii[21,203] := {358, 451} tii[21,204] := {236} tii[21,205] := {242, 363} tii[21,206] := {154, 269} tii[21,207] := {438} tii[21,208] := {221, 442} tii[21,209] := {113} tii[21,210] := {16} tii[21,211] := {222} tii[21,212] := {193, 286} tii[21,213] := {539} tii[21,214] := {404} tii[21,215] := {492} tii[21,216] := {149} tii[21,217] := {88, 179} tii[21,218] := {158, 388} tii[21,219] := {307, 417} tii[21,220] := {297} tii[21,221] := {520, 565} tii[21,222] := {296, 490} tii[21,223] := {45} tii[21,224] := {133, 231} tii[21,225] := {258, 367} tii[21,226] := {455, 532} tii[21,227] := {470} tii[21,228] := {109, 208} tii[21,229] := {351, 526} tii[21,230] := {55, 128} tii[21,231] := {317, 428} tii[21,232] := {484, 546} tii[21,233] := {71, 263} tii[21,234] := {164, 393} tii[21,235] := {529} tii[21,236] := {280} tii[21,237] := {186, 291} tii[21,238] := {108, 334} tii[21,239] := {359} tii[21,240] := {234, 452} tii[21,241] := {503, 558} tii[21,242] := {461, 571} tii[21,243] := {289, 500} tii[21,244] := {376, 476} tii[21,245] := {74, 271} tii[21,246] := {354, 535} tii[21,247] := {337} tii[21,248] := {508} tii[21,249] := {329} tii[21,250] := {402} tii[21,251] := {468} tii[21,252] := {272, 397} tii[21,253] := {206} tii[21,254] := {445} tii[21,255] := {555} tii[21,256] := {338, 449} tii[21,257] := {160, 270} tii[21,258] := {537, 574} tii[21,259] := {496} tii[21,260] := {116, 327} tii[21,261] := {509, 559} tii[21,262] := {556} tii[21,263] := {391} tii[21,264] := {273, 395} tii[21,265] := {538, 575} tii[21,266] := {450} tii[21,267] := {507, 581} tii[21,268] := {168, 389} tii[21,269] := {462, 534} tii[21,270] := {466, 570} tii[21,271] := {57} tii[21,272] := {49} tii[21,273] := {92} tii[21,274] := {27} tii[21,275] := {76} tii[21,276] := {138} tii[21,277] := {58} tii[21,278] := {201} tii[21,279] := {194} tii[21,280] := {114} tii[21,281] := {259} tii[21,282] := {89, 180} tii[21,283] := {105} tii[21,284] := {53} tii[21,285] := {141} tii[21,286] := {170} tii[21,287] := {67} tii[21,288] := {225} tii[21,289] := {8} tii[21,290] := {97} tii[21,291] := {123} tii[21,292] := {301} tii[21,293] := {253} tii[21,294] := {166} tii[21,295] := {254, 348} tii[21,296] := {18} tii[21,297] := {283} tii[21,298] := {36} tii[21,299] := {145} tii[21,300] := {136, 238} tii[21,301] := {322} tii[21,302] := {11, 47} tii[21,303] := {362} tii[21,304] := {323, 426} tii[21,305] := {190, 293} tii[21,306] := {80} tii[21,307] := {380, 478} tii[21,308] := {94, 183} tii[21,309] := {344} tii[21,310] := {31} tii[21,311] := {421} tii[21,312] := {247, 356} tii[21,313] := {14, 60} tii[21,314] := {435, 517} tii[21,315] := {7, 98} tii[21,316] := {32} tii[21,317] := {73} tii[21,318] := {90} tii[21,319] := {197} tii[21,320] := {15} tii[21,321] := {115} tii[21,322] := {44} tii[21,323] := {146} tii[21,324] := {178} tii[21,325] := {68} tii[21,326] := {5} tii[21,327] := {69} tii[21,328] := {314} tii[21,329] := {223} tii[21,330] := {163} tii[21,331] := {137, 226} tii[21,332] := {199} tii[21,333] := {50, 125} tii[21,334] := {124} tii[21,335] := {191, 303} tii[21,336] := {233} tii[21,337] := {385} tii[21,338] := {200, 302} tii[21,339] := {23} tii[21,340] := {87, 174} tii[21,341] := {28, 82} tii[21,342] := {256, 368} tii[21,343] := {143, 241} tii[21,344] := {405} tii[21,345] := {59} tii[21,346] := {112, 332} tii[21,347] := {1} tii[21,348] := {220} tii[21,349] := {309, 418} tii[21,350] := {229} tii[21,351] := {33, 101} tii[21,352] := {63, 268} tii[21,353] := {295} tii[21,354] := {176, 399} tii[21,355] := {471} tii[21,356] := {10} tii[21,357] := {131, 230} tii[21,358] := {19, 147} tii[21,359] := {198, 304} tii[21,360] := {228, 454} tii[21,361] := {316, 427} tii[21,362] := {486, 547} tii[21,363] := {39, 209} tii[21,364] := {13, 48} tii[21,365] := {290, 501} tii[21,366] := {9, 102} tii[21,367] := {266} tii[21,368] := {335} tii[21,369] := {155, 267} tii[21,370] := {349, 453} tii[21,371] := {72, 262} tii[21,372] := {353, 527} tii[21,373] := {139} tii[21,374] := {52} tii[21,375] := {96} tii[21,376] := {35} tii[21,377] := {251} tii[21,378] := {165} tii[21,379] := {144} tii[21,380] := {79} tii[21,381] := {320} tii[21,382] := {135, 237} tii[21,383] := {93, 182} tii[21,384] := {6} tii[21,385] := {343} tii[21,386] := {100} tii[21,387] := {172} tii[21,388] := {245, 355} tii[21,389] := {24} tii[21,390] := {420} tii[21,391] := {65, 151} tii[21,392] := {140, 239} tii[21,393] := {29, 83} tii[21,394] := {40, 203} tii[21,395] := {433, 516} tii[21,396] := {21, 153} tii[21,397] := {330} tii[21,398] := {212, 333} tii[21,399] := {121} tii[21,400] := {396} tii[21,401] := {117, 326} tii[21,402] := {91, 181} tii[21,403] := {411, 499} tii[21,404] := {43, 210} tii[21,405] := {416, 553} tii[21,406] := {12} tii[21,407] := {30} tii[21,408] := {17} tii[21,409] := {95} tii[21,410] := {46} tii[21,411] := {56, 129} tii[21,412] := {0} tii[21,413] := {173} tii[21,414] := {3} tii[21,415] := {142, 240} tii[21,416] := {4, 25} tii[21,417] := {2, 61} tii[21,418] := {77} tii[21,419] := {54, 127} tii[21,420] := {22, 152} cell#185 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {582} tii[19,2] := {543, 680} tii[19,3] := {745} tii[19,4] := {368, 797} tii[19,5] := {781, 877} tii[19,6] := {847, 931} tii[19,7] := {536, 902} tii[19,8] := {635, 946} tii[19,9] := {667} tii[19,10] := {630, 758} tii[19,11] := {313} tii[19,12] := {813} tii[19,13] := {748} tii[19,14] := {595} tii[19,15] := {284, 858} tii[19,16] := {544, 826} tii[19,17] := {316, 502} tii[19,18] := {844, 923} tii[19,19] := {421, 609} tii[19,20] := {897, 962} tii[19,21] := {815} tii[19,22] := {457, 882} tii[19,23] := {751} tii[19,24] := {198, 672} tii[19,25] := {709, 922} tii[19,26] := {444, 940} tii[19,27] := {664, 835} tii[19,28] := {290, 767} tii[19,29] := {789, 961} tii[19,30] := {548, 972} tii[19,31] := {541, 920} tii[19,32] := {441, 873} tii[19,33] := {640, 959} tii[19,34] := {870} tii[19,35] := {367, 907} tii[19,36] := {895, 954} tii[19,37] := {935, 983} tii[19,38] := {916} tii[19,39] := {285, 943} tii[19,40] := {874} tii[19,41] := {91, 792} tii[19,42] := {535, 966} tii[19,43] := {845, 977} tii[19,44] := {151, 863} tii[19,45] := {812, 928} tii[19,46] := {634, 991} tii[19,47] := {898, 996} tii[19,48] := {359, 965} tii[19,49] := {784, 992} tii[19,50] := {703, 975} tii[19,51] := {265, 937} tii[19,52] := {464, 990} tii[19,53] := {850, 1003} tii[19,54] := {896, 1006} tii[19,55] := {623, 986} tii[19,56] := {715, 1001} tii[19,57] := {537, 997} tii[19,58] := {435, 984} tii[19,59] := {636, 1005} tii[19,60] := {712, 1007} tii[19,61] := {117} tii[19,62] := {491} tii[19,63] := {456, 596} tii[19,64] := {329} tii[19,65] := {136, 247} tii[19,66] := {215, 342} tii[19,67] := {580} tii[19,68] := {370, 651} tii[19,69] := {492} tii[19,70] := {140, 388} tii[19,71] := {625, 754} tii[19,72] := {434, 606} tii[19,73] := {219, 483} tii[19,74] := {717, 839} tii[19,75] := {451, 729} tii[19,76] := {555, 809} tii[19,77] := {353, 655} tii[19,78] := {237} tii[19,79] := {668} tii[19,80] := {172} tii[19,81] := {241, 409} tii[19,82] := {416} tii[19,83] := {506} tii[19,84] := {455, 757} tii[19,85] := {197, 325} tii[19,86] := {336, 517} tii[19,87] := {289, 429} tii[19,88] := {235} tii[19,89] := {666} tii[19,90] := {173} tii[19,91] := {747} tii[19,92] := {504} tii[19,93] := {317} tii[19,94] := {120} tii[19,95] := {708, 820} tii[19,96] := {369, 825} tii[19,97] := {671} tii[19,98] := {137, 584} tii[19,99] := {583} tii[19,100] := {94, 477} tii[19,101] := {177, 324} tii[19,102] := {287, 730} tii[19,103] := {417} tii[19,104] := {271, 408} tii[19,105] := {624, 876} tii[19,106] := {72, 185} tii[19,107] := {422} tii[19,108] := {788, 890} tii[19,109] := {576, 766} tii[19,110] := {216, 687} tii[19,111] := {526, 694} tii[19,112] := {154, 572} tii[19,113] := {257, 428} tii[19,114] := {372, 516} tii[19,115] := {716, 930} tii[19,116] := {355, 495} tii[19,117] := {135, 405} tii[19,118] := {628, 755} tii[19,119] := {450, 875} tii[19,120] := {361, 795} tii[19,121] := {499} tii[19,122] := {84, 314} tii[19,123] := {533, 686} tii[19,124] := {460, 601} tii[19,125] := {350, 816} tii[19,126] := {554, 929} tii[19,127] := {400, 605} tii[19,128] := {466, 866} tii[19,129] := {268, 734} tii[19,130] := {214, 514} tii[19,131] := {720, 840} tii[19,132] := {278, 597} tii[19,133] := {641, 777} tii[19,134] := {814} tii[19,135] := {669} tii[19,136] := {750} tii[19,137] := {93, 646} tii[19,138] := {286, 857} tii[19,139] := {139, 565} tii[19,140] := {707, 921} tii[19,141] := {153, 735} tii[19,142] := {663, 834} tii[19,143] := {616, 773} tii[19,144] := {218, 659} tii[19,145] := {787, 960} tii[19,146] := {449, 853} tii[19,147] := {67, 563} tii[19,148] := {626, 951} tii[19,149] := {360, 901} tii[19,150] := {673} tii[19,151] := {202, 647} tii[19,152] := {704, 831} tii[19,153] := {38, 473} tii[19,154] := {553, 912} tii[19,155] := {527, 917} tii[19,156] := {352, 802} tii[19,157] := {267, 851} tii[19,158] := {465, 945} tii[19,159] := {111, 657} tii[19,160] := {294, 736} tii[19,161] := {577, 769} tii[19,162] := {718, 980} tii[19,163] := {524, 827} tii[19,164] := {163, 731} tii[19,165] := {785, 993} tii[19,166] := {468, 868} tii[19,167] := {447, 938} tii[19,168] := {438, 861} tii[19,169] := {347, 899} tii[19,170] := {551, 970} tii[19,171] := {632, 987} tii[19,172] := {300, 855} tii[19,173] := {236} tii[19,174] := {505} tii[19,175] := {270, 411} tii[19,176] := {371, 519} tii[19,177] := {311} tii[19,178] := {238} tii[19,179] := {746} tii[19,180] := {593} tii[19,181] := {401} tii[19,182] := {507} tii[19,183] := {242, 410} tii[19,184] := {176} tii[19,185] := {212, 798} tii[19,186] := {354, 501} tii[19,187] := {783, 878} tii[19,188] := {670} tii[19,189] := {59, 566} tii[19,190] := {510} tii[19,191] := {337, 518} tii[19,192] := {115, 256} tii[19,193] := {459, 608} tii[19,194] := {849, 932} tii[19,195] := {617, 774} tii[19,196] := {101, 660} tii[19,197] := {445, 587} tii[19,198] := {196, 497} tii[19,199] := {591} tii[19,200] := {711, 822} tii[19,201] := {277, 854} tii[19,202] := {130, 399} tii[19,203] := {549, 689} tii[19,204] := {490, 693} tii[19,205] := {288, 604} tii[19,206] := {622, 765} tii[19,207] := {378, 913} tii[19,208] := {194, 803} tii[19,209] := {791, 892} tii[19,210] := {362, 682} tii[19,211] := {722, 842} tii[19,212] := {871} tii[19,213] := {396} tii[19,214] := {240} tii[19,215] := {679} tii[19,216] := {749} tii[19,217] := {818} tii[19,218] := {58, 724} tii[19,219] := {493} tii[19,220] := {211, 906} tii[19,221] := {782, 953} tii[19,222] := {272, 592} tii[19,223] := {92, 650} tii[19,224] := {168, 335} tii[19,225] := {100, 804} tii[19,226] := {743, 887} tii[19,227] := {600} tii[19,228] := {848, 982} tii[19,229] := {373, 695} tii[19,230] := {702, 838} tii[19,231] := {152, 739} tii[19,232] := {710, 976} tii[19,233] := {677} tii[19,234] := {403} tii[19,235] := {356, 676} tii[19,236] := {161, 588} tii[19,237] := {629, 879} tii[19,238] := {358, 903} tii[19,239] := {39, 649} tii[19,240] := {141, 726} tii[19,241] := {752} tii[19,242] := {276, 939} tii[19,243] := {234, 420} tii[19,244] := {581, 772} tii[19,245] := {618, 950} tii[19,246] := {779, 886} tii[19,247] := {20, 561} tii[19,248] := {461, 770} tii[19,249] := {463, 947} tii[19,250] := {790, 995} tii[19,251] := {266, 862} tii[19,252] := {69, 738} tii[19,253] := {512} tii[19,254] := {105, 488} tii[19,255] := {534, 833} tii[19,256] := {220, 806} tii[19,257] := {228, 691} tii[19,258] := {721, 933} tii[19,259] := {665, 837} tii[19,260] := {193, 900} tii[19,261] := {377, 971} tii[19,262] := {846, 1002} tii[19,263] := {503, 699} tii[19,264] := {108, 799} tii[19,265] := {615, 883} tii[19,266] := {302, 759} tii[19,267] := {642, 894} tii[19,268] := {379, 915} tii[19,269] := {627, 952} tii[19,270] := {357, 964} tii[19,271] := {275, 753} tii[19,272] := {346, 909} tii[19,273] := {132, 578} tii[19,274] := {621, 885} tii[19,275] := {529, 918} tii[19,276] := {263, 936} tii[19,277] := {376, 836} tii[19,278] := {719, 981} tii[19,279] := {462, 989} tii[19,280] := {545, 998} tii[19,281] := {786, 994} tii[19,282] := {364, 824} tii[19,283] := {558, 934} tii[19,284] := {472, 881} tii[19,285] := {224, 904} tii[19,286] := {714, 979} tii[19,287] := {817} tii[19,288] := {138, 728} tii[19,289] := {217, 808} tii[19,290] := {778, 889} tii[19,291] := {66, 727} tii[19,292] := {819} tii[19,293] := {201, 794} tii[19,294] := {448, 941} tii[19,295] := {843, 927} tii[19,296] := {110, 807} tii[19,297] := {37, 645} tii[19,298] := {293, 865} tii[19,299] := {744, 888} tii[19,300] := {552, 973} tii[19,301] := {351, 910} tii[19,302] := {162, 859} tii[19,303] := {701, 925} tii[19,304] := {467, 949} tii[19,305] := {446, 985} tii[19,306] := {142, 852} tii[19,307] := {437, 944} tii[19,308] := {52, 723} tii[19,309] := {345, 963} tii[19,310] := {780, 957} tii[19,311] := {221, 911} tii[19,312] := {550, 1000} tii[19,313] := {631, 1004} tii[19,314] := {206, 905} tii[19,315] := {643, 955} tii[19,316] := {299, 942} tii[19,317] := {380, 974} tii[19,318] := {546, 999} tii[19,319] := {528, 969} tii[19,320] := {383, 967} tii[19,321] := {75} tii[19,322] := {250} tii[19,323] := {95, 180} tii[19,324] := {44} tii[19,325] := {155, 261} tii[19,326] := {28, 81} tii[19,327] := {61, 229} tii[19,328] := {322} tii[19,329] := {32, 166} tii[19,330] := {269, 430} tii[19,331] := {103, 309} tii[19,332] := {148, 395} tii[19,333] := {171} tii[19,334] := {118} tii[19,335] := {76} tii[19,336] := {121, 246} tii[19,337] := {77} tii[19,338] := {415} tii[19,339] := {243} tii[19,340] := {200, 323} tii[19,341] := {330} tii[19,342] := {186, 341} tii[19,343] := {42, 126} tii[19,344] := {50, 128} tii[19,345] := {338} tii[19,346] := {292, 427} tii[19,347] := {406} tii[19,348] := {274, 404} tii[19,349] := {98, 304} tii[19,350] := {90, 321} tii[19,351] := {540, 678} tii[19,352] := {407} tii[19,353] := {178} tii[19,354] := {45} tii[19,355] := {85, 184} tii[19,356] := {349, 520} tii[19,357] := {315, 515} tii[19,358] := {51, 239} tii[19,359] := {375, 513} tii[19,360] := {150, 426} tii[19,361] := {639, 775} tii[19,362] := {23, 80} tii[19,363] := {443, 599} tii[19,364] := {57, 232} tii[19,365] := {158, 394} tii[19,366] := {258} tii[19,367] := {557, 700} tii[19,368] := {205, 508} tii[19,369] := {213, 485} tii[19,370] := {279, 432} tii[19,371] := {12, 124} tii[19,372] := {60, 387} tii[19,373] := {204, 475} tii[19,374] := {494} tii[19,375] := {102, 482} tii[19,376] := {89, 307} tii[19,377] := {31, 303} tii[19,378] := {531, 685} tii[19,379] := {296, 570} tii[19,380] := {397, 602} tii[19,381] := {470, 742} tii[19,382] := {283, 574} tii[19,383] := {344, 683} tii[19,384] := {147, 568} tii[19,385] := {13, 230} tii[19,386] := {195, 653} tii[19,387] := {312} tii[19,388] := {175} tii[19,389] := {594} tii[19,390] := {119} tii[19,391] := {402} tii[19,392] := {199, 500} tii[19,393] := {114, 255} tii[19,394] := {511} tii[19,395] := {83, 189} tii[19,396] := {291, 607} tii[19,397] := {244} tii[19,398] := {107, 496} tii[19,399] := {78} tii[19,400] := {590} tii[19,401] := {273, 586} tii[19,402] := {498} tii[19,403] := {62, 389} tii[19,404] := {319} tii[19,405] := {539, 821} tii[19,406] := {169, 332} tii[19,407] := {131, 254} tii[19,408] := {43, 127} tii[19,409] := {489, 692} tii[19,410] := {339} tii[19,411] := {440, 610} tii[19,412] := {65, 398} tii[19,413] := {374, 688} tii[19,414] := {164, 603} tii[19,415] := {104, 484} tii[19,416] := {33, 308} tii[19,417] := {442, 764} tii[19,418] := {638, 891} tii[19,419] := {424} tii[19,420] := {149, 575} tii[19,421] := {26, 182} tii[19,422] := {227, 681} tii[19,423] := {363, 523} tii[19,424] := {556, 841} tii[19,425] := {413, 612} tii[19,426] := {585} tii[19,427] := {40, 476} tii[19,428] := {144, 562} tii[19,429] := {538, 919} tii[19,430] := {203, 674} tii[19,431] := {245} tii[19,432] := {620, 763} tii[19,433] := {116, 253} tii[19,434] := {86, 486} tii[19,435] := {55, 392} tii[19,436] := {487, 690} tii[19,437] := {191, 331} tii[19,438] := {436, 872} tii[19,439] := {530, 830} tii[19,440] := {21, 386} tii[19,441] := {295, 768} tii[19,442] := {70, 571} tii[19,443] := {223, 656} tii[19,444] := {637, 958} tii[19,445] := {340} tii[19,446] := {433, 760} tii[19,447] := {49, 248} tii[19,448] := {453, 611} tii[19,449] := {713, 978} tii[19,450] := {280, 756} tii[19,451] := {469, 893} tii[19,452] := {209, 661} tii[19,453] := {382, 811} tii[19,454] := {384, 823} tii[19,455] := {109, 652} tii[19,456] := {9, 305} tii[19,457] := {328, 522} tii[19,458] := {633, 956} tii[19,459] := {160, 733} tii[19,460] := {348, 684} tii[19,461] := {143, 725} tii[19,462] := {54, 560} tii[19,463] := {88, 480} tii[19,464] := {619, 884} tii[19,465] := {222, 805} tii[19,466] := {282, 740} tii[19,467] := {208, 796} tii[19,468] := {471, 880} tii[19,469] := {19, 390} tii[19,470] := {381, 914} tii[19,471] := {547, 968} tii[19,472] := {226, 800} tii[19,473] := {174} tii[19,474] := {129, 260} tii[19,475] := {318} tii[19,476] := {122} tii[19,477] := {34, 478} tii[19,478] := {589} tii[19,479] := {190, 334} tii[19,480] := {73, 188} tii[19,481] := {423} tii[19,482] := {532, 696} tii[19,483] := {63, 573} tii[19,484] := {14, 393} tii[19,485] := {99, 662} tii[19,486] := {48, 251} tii[19,487] := {452, 614} tii[19,488] := {320} tii[19,489] := {97, 648} tii[19,490] := {22, 564} tii[19,491] := {675} tii[19,492] := {170, 333} tii[19,493] := {262, 419} tii[19,494] := {706, 832} tii[19,495] := {30, 481} tii[19,496] := {157, 737} tii[19,497] := {425} tii[19,498] := {41, 658} tii[19,499] := {579, 771} tii[19,500] := {10, 474} tii[19,501] := {82, 327} tii[19,502] := {542, 698} tii[19,503] := {414, 613} tii[19,504] := {525, 828} tii[19,505] := {146, 741} tii[19,506] := {68, 732} tii[19,507] := {298, 869} tii[19,508] := {2, 391} tii[19,509] := {106, 801} tii[19,510] := {439, 762} tii[19,511] := {96, 793} tii[19,512] := {29, 644} tii[19,513] := {705, 926} tii[19,514] := {192, 509} tii[19,515] := {53, 569} tii[19,516] := {156, 864} tii[19,517] := {207, 810} tii[19,518] := {559, 924} tii[19,519] := {145, 856} tii[19,520] := {8, 479} tii[19,521] := {64, 412} tii[19,522] := {454, 776} tii[19,523] := {297, 948} tii[19,524] := {385, 829} tii[19,525] := {458, 988} tii[19,526] := {159, 860} tii[19,527] := {87, 654} tii[19,528] := {281, 867} tii[19,529] := {18, 567} tii[19,530] := {225, 908} tii[19,531] := {25} tii[19,532] := {15, 47} tii[19,533] := {6, 71} tii[19,534] := {123} tii[19,535] := {24} tii[19,536] := {56, 125} tii[19,537] := {11, 46} tii[19,538] := {187} tii[19,539] := {16, 113} tii[19,540] := {210, 343} tii[19,541] := {4, 79} tii[19,542] := {1, 112} tii[19,543] := {179} tii[19,544] := {74, 183} tii[19,545] := {134, 252} tii[19,546] := {259} tii[19,547] := {27, 181} tii[19,548] := {35, 167} tii[19,549] := {366, 521} tii[19,550] := {249, 431} tii[19,551] := {264, 598} tii[19,552] := {5, 165} tii[19,553] := {133, 418} tii[19,554] := {36, 326} tii[19,555] := {17, 233} tii[19,556] := {365, 697} tii[19,557] := {301, 761} tii[19,558] := {3, 231} tii[19,559] := {7, 310} tii[19,560] := {0, 306} cell#186 , |C| = 105 special orbit = [9, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[4], [1, 1, 1, 1]] , dim = 70 cell rep = phi[[4],[1, 1, 1, 1]]+phi[[],[5, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 35*X+35*X^2 TII subcells: tii[42,1] := {98} tii[42,2] := {101} tii[42,3] := {99} tii[42,4] := {102} tii[42,5] := {100, 104} tii[42,6] := {94} tii[42,7] := {91} tii[42,8] := {95} tii[42,9] := {92, 103} tii[42,10] := {82} tii[42,11] := {87} tii[42,12] := {83, 97} tii[42,13] := {76} tii[42,14] := {70, 90} tii[42,15] := {57, 93} tii[42,16] := {85} tii[42,17] := {80} tii[42,18] := {86} tii[42,19] := {81, 96} tii[42,20] := {68} tii[42,21] := {75} tii[42,22] := {69, 89} tii[42,23] := {62} tii[42,24] := {56, 79} tii[42,25] := {42, 84} tii[42,26] := {54} tii[42,27] := {61} tii[42,28] := {55, 78} tii[42,29] := {47} tii[42,30] := {41, 65} tii[42,31] := {30, 72} tii[42,32] := {34} tii[42,33] := {28, 50} tii[42,34] := {18, 59} tii[42,35] := {11, 51} tii[42,36] := {73} tii[42,37] := {66} tii[42,38] := {74} tii[42,39] := {67, 88} tii[42,40] := {52} tii[42,41] := {60} tii[42,42] := {53, 77} tii[42,43] := {46} tii[42,44] := {40, 64} tii[42,45] := {29, 71} tii[42,46] := {38} tii[42,47] := {45} tii[42,48] := {39, 63} tii[42,49] := {33} tii[42,50] := {27, 49} tii[42,51] := {17, 58} tii[42,52] := {22} tii[42,53] := {16, 36} tii[42,54] := {10, 44} tii[42,55] := {6, 37} tii[42,56] := {25} tii[42,57] := {32} tii[42,58] := {26, 48} tii[42,59] := {21} tii[42,60] := {15, 35} tii[42,61] := {9, 43} tii[42,62] := {12} tii[42,63] := {8, 23} tii[42,64] := {5, 31} tii[42,65] := {3, 24} tii[42,66] := {7} tii[42,67] := {4, 13} tii[42,68] := {2, 19} tii[42,69] := {1, 14} tii[42,70] := {0, 20} cell#187 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {316} tii[32,2] := {347} tii[32,3] := {370, 371} tii[32,4] := {382, 383} tii[32,5] := {349} tii[32,6] := {312} tii[32,7] := {318} tii[32,8] := {268} tii[32,9] := {352, 353} tii[32,10] := {314, 315} tii[32,11] := {377, 378} tii[32,12] := {260} tii[32,13] := {203} tii[32,14] := {326, 327} tii[32,15] := {243, 244} tii[32,16] := {367, 368} tii[32,17] := {350, 351} tii[32,18] := {319, 320} tii[32,19] := {375, 376} tii[32,20] := {380, 381} tii[32,21] := {317} tii[32,22] := {259} tii[32,23] := {271} tii[32,24] := {218} tii[32,25] := {324, 325} tii[32,26] := {264, 265} tii[32,27] := {365, 366} tii[32,28] := {221} tii[32,29] := {207} tii[32,30] := {147} tii[32,31] := {167} tii[32,32] := {283, 284} tii[32,33] := {191, 192} tii[32,34] := {216, 217} tii[32,35] := {345, 346} tii[32,36] := {146} tii[32,37] := {322, 323} tii[32,38] := {274, 275} tii[32,39] := {189, 190} tii[32,40] := {363, 364} tii[32,41] := {235, 236} tii[32,42] := {372, 373} tii[32,43] := {151} tii[32,44] := {102} tii[32,45] := {233, 234} tii[32,46] := {141, 142} tii[32,47] := {309, 310} tii[32,48] := {73} tii[32,49] := {279, 280} tii[32,50] := {225, 226} tii[32,51] := {112, 113} tii[32,52] := {341, 342} tii[32,53] := {157, 158} tii[32,54] := {356, 357} tii[32,55] := {230, 321} tii[32,56] := {173, 273} tii[32,57] := {306, 362} tii[32,58] := {132, 258} tii[32,59] := {330, 374} tii[32,60] := {359, 379} tii[32,61] := {269} tii[32,62] := {206} tii[32,63] := {220} tii[32,64] := {166} tii[32,65] := {281, 282} tii[32,66] := {214, 215} tii[32,67] := {343, 344} tii[32,68] := {150} tii[32,69] := {168} tii[32,70] := {101} tii[32,71] := {118} tii[32,72] := {231, 232} tii[32,73] := {139, 140} tii[32,74] := {162, 163} tii[32,75] := {307, 308} tii[32,76] := {99} tii[32,77] := {277, 278} tii[32,78] := {223, 224} tii[32,79] := {135, 136} tii[32,80] := {339, 340} tii[32,81] := {180, 181} tii[32,82] := {354, 355} tii[32,83] := {120} tii[32,84] := {103} tii[32,85] := {77} tii[32,86] := {59} tii[32,87] := {178, 179} tii[32,88] := {116, 117} tii[32,89] := {93, 94} tii[32,90] := {254, 255} tii[32,91] := {41} tii[32,92] := {58} tii[32,93] := {228, 229} tii[32,94] := {171, 172} tii[32,95] := {68, 69} tii[32,96] := {91, 92} tii[32,97] := {304, 305} tii[32,98] := {106, 107} tii[32,99] := {128, 129} tii[32,100] := {328, 329} tii[32,101] := {31} tii[32,102] := {177, 276} tii[32,103] := {56, 57} tii[32,104] := {123, 222} tii[32,105] := {253, 338} tii[32,106] := {86, 205} tii[32,107] := {87, 88} tii[32,108] := {291, 358} tii[32,109] := {50, 124} tii[32,110] := {332, 369} tii[32,111] := {61} tii[32,112] := {30} tii[32,113] := {126, 127} tii[32,114] := {54, 55} tii[32,115] := {200, 201} tii[32,116] := {19} tii[32,117] := {175, 176} tii[32,118] := {121, 122} tii[32,119] := {37, 38} tii[32,120] := {251, 252} tii[32,121] := {63, 64} tii[32,122] := {289, 290} tii[32,123] := {8} tii[32,124] := {125, 227} tii[32,125] := {17, 18} tii[32,126] := {79, 170} tii[32,127] := {199, 303} tii[32,128] := {47, 149} tii[32,129] := {34, 35} tii[32,130] := {239, 331} tii[32,131] := {16, 62} tii[32,132] := {292, 348} tii[32,133] := {81, 209} tii[32,134] := {45, 152} tii[32,135] := {145, 263} tii[32,136] := {22, 115} tii[32,137] := {188, 313} tii[32,138] := {9, 74} tii[32,139] := {240, 333} tii[32,140] := {293, 294} tii[32,141] := {270} tii[32,142] := {256} tii[32,143] := {295, 296} tii[32,144] := {272} tii[32,145] := {311} tii[32,146] := {219} tii[32,147] := {334, 335} tii[32,148] := {266, 267} tii[32,149] := {202} tii[32,150] := {360, 361} tii[32,151] := {241, 242} tii[32,152] := {285, 286} tii[32,153] := {169} tii[32,154] := {257} tii[32,155] := {119} tii[32,156] := {297, 298} tii[32,157] := {164, 165} tii[32,158] := {100} tii[32,159] := {161} tii[32,160] := {336, 337} tii[32,161] := {212, 213} tii[32,162] := {137, 138} tii[32,163] := {182, 183} tii[32,164] := {261, 262} tii[32,165] := {60} tii[32,166] := {301, 302} tii[32,167] := {95, 96} tii[32,168] := {287, 288} tii[32,169] := {133, 134} tii[32,170] := {89, 174} tii[32,171] := {78} tii[32,172] := {204} tii[32,173] := {44} tii[32,174] := {245, 246} tii[32,175] := {75, 76} tii[32,176] := {29} tii[32,177] := {114} tii[32,178] := {299, 300} tii[32,179] := {159, 160} tii[32,180] := {52, 53} tii[32,181] := {82, 83} tii[32,182] := {210, 211} tii[32,183] := {13} tii[32,184] := {42} tii[32,185] := {27, 28} tii[32,186] := {249, 250} tii[32,187] := {70, 71} tii[32,188] := {48, 49} tii[32,189] := {237, 238} tii[32,190] := {108, 109} tii[32,191] := {25, 80} tii[32,192] := {67, 154} tii[32,193] := {4} tii[32,194] := {197, 198} tii[32,195] := {11, 12} tii[32,196] := {23, 24} tii[32,197] := {186, 187} tii[32,198] := {90, 208} tii[32,199] := {10, 46} tii[32,200] := {2, 32} tii[32,201] := {148} tii[32,202] := {193, 194} tii[32,203] := {72} tii[32,204] := {247, 248} tii[32,205] := {110, 111} tii[32,206] := {155, 156} tii[32,207] := {20} tii[32,208] := {195, 196} tii[32,209] := {39, 40} tii[32,210] := {184, 185} tii[32,211] := {65, 66} tii[32,212] := {36, 105} tii[32,213] := {1} tii[32,214] := {143, 144} tii[32,215] := {6, 7} tii[32,216] := {14, 15} tii[32,217] := {130, 131} tii[32,218] := {51, 153} tii[32,219] := {5, 33} tii[32,220] := {0, 21} tii[32,221] := {97, 98} tii[32,222] := {84, 85} tii[32,223] := {26, 104} tii[32,224] := {3, 43} cell#188 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {596} tii[19,2] := {458, 657} tii[19,3] := {785} tii[19,4] := {270, 710} tii[19,5] := {743, 899} tii[19,6] := {844, 936} tii[19,7] := {448, 866} tii[19,8] := {574, 915} tii[19,9] := {698} tii[19,10] := {559, 749} tii[19,11] := {438} tii[19,12] := {862} tii[19,13] := {787} tii[19,14] := {747} tii[19,15] := {193, 610} tii[19,16] := {459, 832} tii[19,17] := {499, 651} tii[19,18] := {827, 950} tii[19,19] := {621, 762} tii[19,20] := {911, 976} tii[19,21] := {858} tii[19,22] := {558, 898} tii[19,23] := {893} tii[19,24] := {307, 800} tii[19,25] := {650, 948} tii[19,26] := {353, 794} tii[19,27] := {859, 956} tii[19,28] := {421, 872} tii[19,29] := {764, 972} tii[19,30] := {477, 851} tii[19,31] := {645, 944} tii[19,32] := {598, 966} tii[19,33] := {767, 965} tii[19,34] := {889} tii[19,35] := {269, 656} tii[19,36] := {869, 961} tii[19,37] := {928, 983} tii[19,38] := {942} tii[19,39] := {361, 746} tii[19,40] := {960} tii[19,41] := {156, 626} tii[19,42] := {449, 830} tii[19,43] := {801, 985} tii[19,44] := {244, 723} tii[19,45] := {943, 993} tii[19,46] := {575, 876} tii[19,47] := {873, 997} tii[19,48] := {443, 821} tii[19,49] := {868, 999} tii[19,50] := {822, 1005} tii[19,51] := {396, 871} tii[19,52] := {580, 870} tii[19,53] := {929, 1004} tii[19,54] := {959, 1007} tii[19,55] := {528, 897} tii[19,56] := {633, 932} tii[19,57] := {625, 946} tii[19,58] := {538, 970} tii[19,59] := {727, 969} tii[19,60] := {798, 988} tii[19,61] := {97} tii[19,62] := {494} tii[19,63] := {364, 560} tii[19,64] := {318} tii[19,65] := {105, 191} tii[19,66] := {178, 289} tii[19,67] := {599} tii[19,68] := {271, 511} tii[19,69] := {502} tii[19,70] := {80, 232} tii[19,71] := {549, 752} tii[19,72] := {417, 583} tii[19,73] := {140, 334} tii[19,74] := {672, 818} tii[19,75] := {360, 615} tii[19,76] := {483, 694} tii[19,77] := {281, 518} tii[19,78] := {343} tii[19,79] := {696} tii[19,80] := {152} tii[19,81] := {400, 551} tii[19,82] := {411} tii[19,83] := {654} tii[19,84] := {363, 748} tii[19,85] := {161, 265} tii[19,86] := {520, 670} tii[19,87] := {249, 382} tii[19,88] := {219} tii[19,89] := {700} tii[19,90] := {256} tii[19,91] := {783} tii[19,92] := {505} tii[19,93] := {305} tii[19,94] := {183} tii[19,95] := {649, 835} tii[19,96] := {456, 831} tii[19,97] := {823} tii[19,98] := {224, 718} tii[19,99] := {603} tii[19,100] := {46, 313} tii[19,101] := {306, 450} tii[19,102] := {194, 611} tii[19,103] := {557} tii[19,104] := {189, 352} tii[19,105] := {550, 896} tii[19,106] := {148, 286} tii[19,107] := {419} tii[19,108] := {763, 886} tii[19,109] := {784, 910} tii[19,110] := {326, 803} tii[19,111] := {515, 681} tii[19,112] := {86, 427} tii[19,113] := {420, 573} tii[19,114] := {287, 475} tii[19,115] := {673, 930} tii[19,116] := {261, 442} tii[19,117] := {228, 530} tii[19,118] := {554, 751} tii[19,119] := {543, 891} tii[19,120] := {267, 712} tii[19,121] := {644} tii[19,122] := {153, 435} tii[19,123] := {467, 662} tii[19,124] := {376, 570} tii[19,125] := {493, 925} tii[19,126] := {677, 924} tii[19,127] := {597, 766} tii[19,128] := {384, 781} tii[19,129] := {199, 619} tii[19,130] := {330, 635} tii[19,131] := {675, 815} tii[19,132] := {412, 731} tii[19,133] := {586, 730} tii[19,134] := {860} tii[19,135] := {703} tii[19,136] := {894} tii[19,137] := {157, 648} tii[19,138] := {362, 795} tii[19,139] := {79, 405} tii[19,140] := {627, 949} tii[19,141] := {245, 761} tii[19,142] := {861, 957} tii[19,143] := {616, 770} tii[19,144] := {139, 525} tii[19,145] := {724, 974} tii[19,146] := {359, 796} tii[19,147] := {102, 553} tii[19,148] := {717, 979} tii[19,149] := {444, 864} tii[19,150] := {824} tii[19,151] := {125, 501} tii[19,152] := {659, 838} tii[19,153] := {57, 466} tii[19,154] := {482, 856} tii[19,155] := {641, 992} tii[19,156] := {280, 715} tii[19,157] := {397, 907} tii[19,158] := {581, 906} tii[19,159] := {175, 674} tii[19,160] := {202, 623} tii[19,161] := {786, 912} tii[19,162] := {806, 991} tii[19,163] := {704, 937} tii[19,164] := {236, 778} tii[19,165] := {867, 1001} tii[19,166] := {389, 777} tii[19,167] := {545, 919} tii[19,168] := {367, 797} tii[19,169] := {496, 955} tii[19,170] := {679, 954} tii[19,171] := {735, 981} tii[19,172] := {406, 916} tii[19,173] := {222} tii[19,174] := {508} tii[19,175] := {230, 355} tii[19,176] := {332, 478} tii[19,177] := {302} tii[19,178] := {344} tii[19,179] := {790} tii[19,180] := {608} tii[19,181] := {401} tii[19,182] := {655} tii[19,183] := {402, 552} tii[19,184] := {258} tii[19,185] := {131, 510} tii[19,186] := {263, 447} tii[19,187] := {744, 902} tii[19,188] := {705} tii[19,189] := {23, 231} tii[19,190] := {521} tii[19,191] := {522, 671} tii[19,192] := {218, 379} tii[19,193] := {380, 572} tii[19,194] := {845, 940} tii[19,195] := {617, 771} tii[19,196] := {51, 333} tii[19,197] := {348, 542} tii[19,198] := {309, 629} tii[19,199] := {740} tii[19,200] := {652, 834} tii[19,201] := {192, 614} tii[19,202] := {223, 534} tii[19,203] := {471, 667} tii[19,204] := {699, 847} tii[19,205] := {423, 726} tii[19,206] := {565, 757} tii[19,207] := {291, 692} tii[19,208] := {135, 517} tii[19,209] := {765, 884} tii[19,210] := {509, 812} tii[19,211] := {684, 811} tii[19,212] := {917} tii[19,213] := {394} tii[19,214] := {345} tii[19,215] := {707} tii[19,216] := {792} tii[19,217] := {947} tii[19,218] := {100, 548} tii[19,219] := {498} tii[19,220] := {268, 709} tii[19,221] := {719, 980} tii[19,222] := {190, 547} tii[19,223] := {45, 312} tii[19,224] := {299, 473} tii[19,225] := {173, 669} tii[19,226] := {918, 982} tii[19,227] := {620} tii[19,228] := {804, 994} tii[19,229] := {288, 668} tii[19,230] := {713, 850} tii[19,231] := {85, 426} tii[19,232] := {799, 996} tii[19,233] := {825} tii[19,234] := {540} tii[19,235] := {262, 643} tii[19,236] := {229, 720} tii[19,237] := {555, 900} tii[19,238] := {266, 711} tii[19,239] := {61, 451} tii[19,240] := {75, 403} tii[19,241] := {895} tii[19,242] := {350, 789} tii[19,243] := {395, 564} tii[19,244] := {788, 913} tii[19,245] := {737, 1003} tii[19,246] := {755, 905} tii[19,247] := {30, 370} tii[19,248] := {377, 760} tii[19,249] := {383, 779} tii[19,250] := {874, 1002} tii[19,251] := {198, 618} tii[19,252] := {116, 576} tii[19,253] := {665} tii[19,254] := {154, 632} tii[19,255] := {468, 839} tii[19,256] := {136, 523} tii[19,257] := {331, 805} tii[19,258] := {676, 938} tii[19,259] := {863, 958} tii[19,260] := {304, 841} tii[19,261] := {484, 840} tii[19,262] := {920, 1006} tii[19,263] := {708, 855} tii[19,264] := {166, 688} tii[19,265] := {793, 977} tii[19,266] := {413, 881} tii[19,267] := {587, 880} tii[19,268] := {296, 687} tii[19,269] := {742, 978} tii[19,270] := {445, 865} tii[19,271] := {347, 738} tii[19,272] := {274, 714} tii[19,273] := {221, 721} tii[19,274] := {563, 903} tii[19,275] := {702, 990} tii[19,276] := {398, 909} tii[19,277] := {470, 843} tii[19,278] := {849, 989} tii[19,279] := {582, 908} tii[19,280] := {640, 952} tii[19,281] := {888, 1000} tii[19,282] := {507, 935} tii[19,283] := {686, 934} tii[19,284] := {605, 973} tii[19,285] := {314, 852} tii[19,286] := {817, 986} tii[19,287] := {828} tii[19,288] := {78, 351} tii[19,289] := {138, 474} tii[19,290] := {753, 875} tii[19,291] := {101, 529} tii[19,292] := {921} tii[19,293] := {124, 441} tii[19,294] := {358, 750} tii[19,295] := {802, 923} tii[19,296] := {174, 634} tii[19,297] := {56, 434} tii[19,298] := {201, 569} tii[19,299] := {890, 971} tii[19,300] := {481, 813} tii[19,301] := {279, 661} tii[19,302] := {235, 729} tii[19,303] := {829, 984} tii[19,304] := {388, 728} tii[19,305] := {546, 892} tii[19,306] := {184, 539} tii[19,307] := {368, 754} tii[19,308] := {94, 531} tii[19,309] := {497, 927} tii[19,310] := {722, 964} tii[19,311] := {282, 664} tii[19,312] := {680, 926} tii[19,313] := {736, 963} tii[19,314] := {315, 808} tii[19,315] := {745, 998} tii[19,316] := {407, 877} tii[19,317] := {489, 807} tii[19,318] := {638, 922} tii[19,319] := {433, 837} tii[19,320] := {455, 933} tii[19,321] := {58} tii[19,322] := {237} tii[19,323] := {63, 130} tii[19,324] := {38} tii[19,325] := {118, 207} tii[19,326] := {20, 53} tii[19,327] := {34, 106} tii[19,328] := {322} tii[19,329] := {21, 70} tii[19,330] := {243, 393} tii[19,331] := {72, 179} tii[19,332] := {120, 253} tii[19,333] := {150} tii[19,334] := {182} tii[19,335] := {66} tii[19,336] := {226, 354} tii[19,337] := {122} tii[19,338] := {409} tii[19,339] := {225} tii[19,340] := {129, 264} tii[19,341] := {457} tii[19,342] := {328, 476} tii[19,343] := {93, 204} tii[19,344] := {40, 89} tii[19,345] := {327} tii[19,346] := {206, 381} tii[19,347] := {415} tii[19,348] := {187, 349} tii[19,349] := {47, 163} tii[19,350] := {160, 432} tii[19,351] := {454, 658} tii[19,352] := {544} tii[19,353] := {159} tii[19,354] := {77} tii[19,355] := {69, 134} tii[19,356] := {325, 492} tii[19,357] := {495, 678} tii[19,358] := {98, 339} tii[19,359] := {285, 472} tii[19,360] := {248, 535} tii[19,361] := {579, 733} tii[19,362] := {60, 141} tii[19,363] := {373, 566} tii[19,364] := {27, 115} tii[19,365] := {87, 251} tii[19,366] := {247} tii[19,367] := {488, 636} tii[19,368] := {319, 637} tii[19,369] := {145, 338} tii[19,370] := {252, 392} tii[19,371] := {35, 181} tii[19,372] := {104, 357} tii[19,373] := {126, 311} tii[19,374] := {646} tii[19,375] := {177, 480} tii[19,376] := {50, 171} tii[19,377] := {59, 278} tii[19,378] := {462, 663} tii[19,379] := {203, 425} tii[19,380] := {600, 768} tii[19,381] := {390, 593} tii[19,382] := {214, 430} tii[19,383] := {503, 819} tii[19,384] := {238, 594} tii[19,385] := {39, 211} tii[19,386] := {323, 695} tii[19,387] := {300} tii[19,388] := {257} tii[19,389] := {606} tii[19,390] := {108} tii[19,391] := {399} tii[19,392] := {128, 446} tii[19,393] := {217, 378} tii[19,394] := {519} tii[19,395] := {68, 142} tii[19,396] := {205, 571} tii[19,397] := {227} tii[19,398] := {158, 628} tii[19,399] := {127} tii[19,400] := {739} tii[19,401] := {186, 541} tii[19,402] := {512} tii[19,403] := {24, 233} tii[19,404] := {439} tii[19,405] := {453, 833} tii[19,406] := {301, 464} tii[19,407] := {113, 197} tii[19,408] := {99, 208} tii[19,409] := {697, 846} tii[19,410] := {329} tii[19,411] := {418, 595} tii[19,412] := {96, 533} tii[19,413] := {284, 666} tii[19,414] := {246, 725} tii[19,415] := {52, 335} tii[19,416] := {12, 172} tii[19,417] := {372, 756} tii[19,418] := {578, 882} tii[19,419] := {567} tii[19,420] := {91, 431} tii[19,421] := {64, 255} tii[19,422] := {317, 810} tii[19,423] := {336, 491} tii[19,424] := {487, 809} tii[19,425] := {607, 775} tii[19,426] := {741} tii[19,427] := {62, 452} tii[19,428] := {76, 404} tii[19,429] := {647, 945} tii[19,430] := {259, 642} tii[19,431] := {346} tii[19,432] := {562, 758} tii[19,433] := {220, 369} tii[19,434] := {149, 630} tii[19,435] := {26, 242} tii[19,436] := {701, 848} tii[19,437] := {132, 273} tii[19,438] := {601, 968} tii[19,439] := {463, 836} tii[19,440] := {31, 371} tii[19,441] := {374, 759} tii[19,442] := {117, 577} tii[19,443] := {137, 524} tii[19,444] := {769, 967} tii[19,445] := {469} tii[19,446] := {604, 887} tii[19,447] := {109, 341} tii[19,448] := {386, 585} tii[19,449] := {820, 987} tii[19,450] := {408, 879} tii[19,451] := {588, 878} tii[19,452] := {144, 527} tii[19,453] := {297, 689} tii[19,454] := {504, 931} tii[19,455] := {167, 690} tii[19,456] := {16, 293} tii[19,457] := {506, 685} tii[19,458] := {732, 962} tii[19,459] := {240, 782} tii[19,460] := {513, 816} tii[19,461] := {185, 602} tii[19,462] := {95, 561} tii[19,463] := {49, 324} tii[19,464] := {532, 904} tii[19,465] := {283, 716} tii[19,466] := {213, 624} tii[19,467] := {316, 854} tii[19,468] := {556, 975} tii[19,469] := {37, 385} tii[19,470] := {490, 853} tii[19,471] := {639, 951} tii[19,472] := {321, 857} tii[19,473] := {164} tii[19,474] := {112, 209} tii[19,475] := {308} tii[19,476] := {188} tii[19,477] := {10, 162} tii[19,478] := {612} tii[19,479] := {169, 276} tii[19,480] := {155, 290} tii[19,481] := {422} tii[19,482] := {516, 691} tii[19,483] := {28, 250} tii[19,484] := {3, 114} tii[19,485] := {54, 337} tii[19,486] := {107, 342} tii[19,487] := {428, 590} tii[19,488] := {440} tii[19,489] := {43, 310} tii[19,490] := {33, 356} tii[19,491] := {826} tii[19,492] := {303, 465} tii[19,493] := {195, 366} tii[19,494] := {660, 842} tii[19,495] := {11, 170} tii[19,496] := {84, 424} tii[19,497] := {568} tii[19,498] := {71, 479} tii[19,499] := {791, 914} tii[19,500] := {14, 277} tii[19,501] := {165, 437} tii[19,502] := {485, 683} tii[19,503] := {609, 776} tii[19,504] := {706, 941} tii[19,505] := {90, 429} tii[19,506] := {111, 592} tii[19,507] := {215, 591} tii[19,508] := {5, 210} tii[19,509] := {168, 693} tii[19,510] := {613, 885} tii[19,511] := {123, 500} tii[19,512] := {55, 461} tii[19,513] := {631, 953} tii[19,514] := {133, 460} tii[19,515] := {25, 241} tii[19,516] := {200, 622} tii[19,517] := {143, 526} tii[19,518] := {653, 995} tii[19,519] := {234, 774} tii[19,520] := {15, 292} tii[19,521] := {110, 536} tii[19,522] := {387, 772} tii[19,523] := {391, 773} tii[19,524] := {514, 939} tii[19,525] := {537, 901} tii[19,526] := {239, 780} tii[19,527] := {48, 272} tii[19,528] := {212, 584} tii[19,529] := {36, 340} tii[19,530] := {320, 814} tii[19,531] := {18} tii[19,532] := {8, 29} tii[19,533] := {2, 22} tii[19,534] := {103} tii[19,535] := {44} tii[19,536] := {41, 83} tii[19,537] := {32, 88} tii[19,538] := {176} tii[19,539] := {9, 42} tii[19,540] := {180, 298} tii[19,541] := {17, 121} tii[19,542] := {6, 92} tii[19,543] := {260} tii[19,544] := {151, 275} tii[19,545] := {82, 196} tii[19,546] := {375} tii[19,547] := {67, 254} tii[19,548] := {13, 74} tii[19,549] := {295, 486} tii[19,550] := {410, 589} tii[19,551] := {416, 734} tii[19,552] := {19, 147} tii[19,553] := {81, 365} tii[19,554] := {65, 436} tii[19,555] := {4, 119} tii[19,556] := {294, 682} tii[19,557] := {414, 883} tii[19,558] := {7, 216} tii[19,559] := {0, 73} tii[19,560] := {1, 146} cell#189 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {358} tii[32,2] := {261} tii[32,3] := {242, 342} tii[32,4] := {306, 366} tii[32,5] := {376} tii[32,6] := {234} tii[32,7] := {355} tii[32,8] := {367} tii[32,9] := {203, 328} tii[32,10] := {356, 382} tii[32,11] := {287, 354} tii[32,12] := {290} tii[32,13] := {323} tii[32,14] := {267, 360} tii[32,15] := {291, 364} tii[32,16] := {337, 375} tii[32,17] := {324, 377} tii[32,18] := {260, 380} tii[32,19] := {363, 381} tii[32,20] := {378, 383} tii[32,21] := {357} tii[32,22] := {169} tii[32,23] := {315} tii[32,24] := {340} tii[32,25] := {143, 273} tii[32,26] := {316, 372} tii[32,27] := {226, 314} tii[32,28] := {258} tii[32,29] := {232} tii[32,30] := {264} tii[32,31] := {296} tii[32,32] := {202, 325} tii[32,33] := {233, 336} tii[32,34] := {259, 349} tii[32,35] := {286, 352} tii[32,36] := {241} tii[32,37] := {265, 359} tii[32,38] := {193, 370} tii[32,39] := {194, 307} tii[32,40] := {335, 371} tii[32,41] := {144, 339} tii[32,42] := {361, 379} tii[32,43] := {167} tii[32,44] := {198} tii[32,45] := {142, 270} tii[32,46] := {168, 285} tii[32,47] := {225, 312} tii[32,48] := {140} tii[32,49] := {200, 322} tii[32,50] := {133, 346} tii[32,51] := {116, 228} tii[32,52] := {283, 347} tii[32,53] := {73, 255} tii[32,54] := {327, 369} tii[32,55] := {138, 292} tii[32,56] := {86, 333} tii[32,57] := {222, 334} tii[32,58] := {60, 289} tii[32,59] := {272, 362} tii[32,60] := {329, 330} tii[32,61] := {317} tii[32,62] := {114} tii[32,63] := {256} tii[32,64] := {295} tii[32,65] := {95, 210} tii[32,66] := {257, 348} tii[32,67] := {158, 254} tii[32,68] := {165} tii[32,69] := {189} tii[32,70] := {197} tii[32,71] := {239} tii[32,72] := {141, 269} tii[32,73] := {166, 284} tii[32,74] := {190, 304} tii[32,75] := {224, 310} tii[32,76] := {177} tii[32,77] := {199, 321} tii[32,78] := {132, 344} tii[32,79] := {134, 248} tii[32,80] := {282, 345} tii[32,81] := {96, 293} tii[32,82] := {326, 368} tii[32,83] := {130} tii[32,84] := {112} tii[32,85] := {176} tii[32,86] := {136} tii[32,87] := {94, 207} tii[32,88] := {131, 247} tii[32,89] := {113, 223} tii[32,90] := {157, 252} tii[32,91] := {92} tii[32,92] := {122} tii[32,93] := {137, 263} tii[32,94] := {85, 302} tii[32,95] := {69, 159} tii[32,96] := {87, 181} tii[32,97] := {221, 303} tii[32,98] := {42, 186} tii[32,99] := {58, 237} tii[32,100] := {271, 343} tii[32,101] := {78} tii[32,102] := {91, 236} tii[32,103] := {53, 125} tii[32,104] := {51, 280} tii[32,105] := {155, 281} tii[32,106] := {33, 230} tii[32,107] := {34, 175} tii[32,108] := {209, 331} tii[32,109] := {20, 128} tii[32,110] := {274, 275} tii[32,111] := {67} tii[32,112] := {89} tii[32,113] := {57, 146} tii[32,114] := {68, 156} tii[32,115] := {106, 185} tii[32,116] := {55} tii[32,117] := {90, 195} tii[32,118] := {50, 243} tii[32,119] := {40, 107} tii[32,120] := {154, 245} tii[32,121] := {23, 126} tii[32,122] := {208, 298} tii[32,123] := {30} tii[32,124] := {54, 171} tii[32,125] := {22, 65} tii[32,126] := {27, 219} tii[32,127] := {105, 220} tii[32,128] := {18, 162} tii[32,129] := {13, 81} tii[32,130] := {147, 277} tii[32,131] := {7, 66} tii[32,132] := {211, 212} tii[32,133] := {29, 196} tii[32,134] := {15, 244} tii[32,135] := {64, 246} tii[32,136] := {8, 184} tii[32,137] := {100, 299} tii[32,138] := {4, 127} tii[32,139] := {148, 276} tii[32,140] := {213, 300} tii[32,141] := {320} tii[32,142] := {268} tii[32,143] := {214, 308} tii[32,144] := {318} tii[32,145] := {204} tii[32,146] := {341} tii[32,147] := {149, 250} tii[32,148] := {319, 373} tii[32,149] := {297} tii[32,150] := {179, 301} tii[32,151] := {262, 350} tii[32,152] := {205, 365} tii[32,153] := {191} tii[32,154] := {172} tii[32,155] := {240} tii[32,156] := {119, 229} tii[32,157] := {192, 305} tii[32,158] := {178} tii[32,159] := {266} tii[32,160] := {151, 279} tii[32,161] := {235, 338} tii[32,162] := {135, 249} tii[32,163] := {97, 294} tii[32,164] := {173, 353} tii[32,165] := {123} tii[32,166] := {217, 332} tii[32,167] := {88, 182} tii[32,168] := {206, 374} tii[32,169] := {61, 238} tii[32,170] := {35, 187} tii[32,171] := {83} tii[32,172] := {117} tii[32,173] := {121} tii[32,174] := {74, 161} tii[32,175] := {84, 180} tii[32,176] := {77} tii[32,177] := {201} tii[32,178] := {102, 218} tii[32,179] := {170, 288} tii[32,180] := {52, 124} tii[32,181] := {31, 174} tii[32,182] := {118, 313} tii[32,183] := {45} tii[32,184] := {93} tii[32,185] := {28, 79} tii[32,186] := {152, 278} tii[32,187] := {70, 160} tii[32,188] := {19, 120} tii[32,189] := {145, 351} tii[32,190] := {43, 188} tii[32,191] := {10, 80} tii[32,192] := {25, 164} tii[32,193] := {26} tii[32,194] := {104, 216} tii[32,195] := {16, 46} tii[32,196] := {9, 75} tii[32,197] := {99, 311} tii[32,198] := {36, 231} tii[32,199] := {5, 47} tii[32,200] := {1, 76} tii[32,201] := {71} tii[32,202] := {44, 109} tii[32,203] := {139} tii[32,204] := {62, 153} tii[32,205] := {115, 227} tii[32,206] := {72, 253} tii[32,207] := {56} tii[32,208] := {103, 215} tii[32,209] := {41, 108} tii[32,210] := {98, 309} tii[32,211] := {24, 129} tii[32,212] := {14, 111} tii[32,213] := {17} tii[32,214] := {63, 150} tii[32,215] := {12, 38} tii[32,216] := {6, 48} tii[32,217] := {59, 251} tii[32,218] := {21, 163} tii[32,219] := {3, 39} tii[32,220] := {0, 49} tii[32,221] := {37, 101} tii[32,222] := {32, 183} tii[32,223] := {11, 110} tii[32,224] := {2, 82} cell#190 , |C| = 300 special orbit = [7, 2, 2, 1, 1, 1, 1, 1, 1] special rep = [[3, 1], [1, 1, 1, 1]] , dim = 210 cell rep = phi[[3, 1],[1, 1, 1, 1]]+phi[[],[4, 2, 1, 1]] TII depth = 3 TII multiplicity polynomial = 120*X+90*X^2 TII subcells: tii[30,1] := {219} tii[30,2] := {138} tii[30,3] := {129} tii[30,4] := {253} tii[30,5] := {123} tii[30,6] := {217} tii[30,7] := {106} tii[30,8] := {238} tii[30,9] := {218, 276} tii[30,10] := {161} tii[30,11] := {148} tii[30,12] := {184} tii[30,13] := {162, 231} tii[30,14] := {187} tii[30,15] := {140, 229} tii[30,16] := {277} tii[30,17] := {84} tii[30,18] := {251} tii[30,19] := {71} tii[30,20] := {269} tii[30,21] := {252, 291} tii[30,22] := {232} tii[30,23] := {120} tii[30,24] := {107} tii[30,25] := {142} tii[30,26] := {255} tii[30,27] := {121, 195} tii[30,28] := {233, 282} tii[30,29] := {278} tii[30,30] := {146} tii[30,31] := {97, 193} tii[30,32] := {254, 293} tii[30,33] := {234, 298} tii[30,34] := {158} tii[30,35] := {73} tii[30,36] := {183} tii[30,37] := {159, 230} tii[30,38] := {222} tii[30,39] := {102} tii[30,40] := {64, 153} tii[30,41] := {180, 260} tii[30,42] := {160, 279} tii[30,43] := {144} tii[30,44] := {95, 192} tii[30,45] := {83, 225} tii[30,46] := {285} tii[30,47] := {50} tii[30,48] := {265} tii[30,49] := {43} tii[30,50] := {283} tii[30,51] := {266, 295} tii[30,52] := {80} tii[30,53] := {248} tii[30,54] := {72} tii[30,55] := {98} tii[30,56] := {268} tii[30,57] := {81, 154} tii[30,58] := {249, 290} tii[30,59] := {101} tii[30,60] := {286} tii[30,61] := {63, 152} tii[30,62] := {267, 297} tii[30,63] := {250, 299} tii[30,64] := {214} tii[30,65] := {117} tii[30,66] := {44} tii[30,67] := {237} tii[30,68] := {141} tii[30,69] := {215, 275} tii[30,70] := {118, 194} tii[30,71] := {185} tii[30,72] := {270} tii[30,73] := {69} tii[30,74] := {35, 112} tii[30,75] := {135, 227} tii[30,76] := {236, 289} tii[30,77] := {119, 257} tii[30,78] := {216, 296} tii[30,79] := {240} tii[30,80] := {99} tii[30,81] := {203, 274} tii[30,82] := {60, 151} tii[30,83] := {49, 188} tii[30,84] := {177, 288} tii[30,85] := {137, 294} tii[30,86] := {131} tii[30,87] := {22} tii[30,88] := {166} tii[30,89] := {132, 212} tii[30,90] := {40} tii[30,91] := {206} tii[30,92] := {16, 77} tii[30,93] := {164, 244} tii[30,94] := {133, 271} tii[30,95] := {167} tii[30,96] := {67} tii[30,97] := {126, 210} tii[30,98] := {33, 111} tii[30,99] := {25, 149} tii[30,100] := {92, 241} tii[30,101] := {61, 263} tii[30,102] := {90} tii[30,103] := {57, 130} tii[30,104] := {31, 170} tii[30,105] := {15, 201} tii[30,106] := {13} tii[30,107] := {182} tii[30,108] := {32} tii[30,109] := {147} tii[30,110] := {65} tii[30,111] := {109} tii[30,112] := {14} tii[30,113] := {178} tii[30,114] := {37} tii[30,115] := {103} tii[30,116] := {205} tii[30,117] := {74} tii[30,118] := {179, 247} tii[30,119] := {58} tii[30,120] := {169} tii[30,121] := {91} tii[30,122] := {139, 213} tii[30,123] := {104, 173} tii[30,124] := {9} tii[30,125] := {198} tii[30,126] := {87} tii[30,127] := {27} tii[30,128] := {221} tii[30,129] := {56} tii[30,130] := {199, 262} tii[30,131] := {38} tii[30,132] := {256} tii[30,133] := {145} tii[30,134] := {75} tii[30,135] := {124, 196} tii[30,136] := {220, 281} tii[30,137] := {88, 157} tii[30,138] := {200, 292} tii[30,139] := {66} tii[30,140] := {223} tii[30,141] := {110} tii[30,142] := {181, 261} tii[30,143] := {105, 197} tii[30,144] := {163, 280} tii[30,145] := {125, 259} tii[30,146] := {2} tii[30,147] := {174} tii[30,148] := {54} tii[30,149] := {11} tii[30,150] := {204} tii[30,151] := {30} tii[30,152] := {175, 246} tii[30,153] := {18} tii[30,154] := {239} tii[30,155] := {100} tii[30,156] := {45} tii[30,157] := {85, 155} tii[30,158] := {202, 273} tii[30,159] := {176, 287} tii[30,160] := {55, 116} tii[30,161] := {207} tii[30,162] := {186} tii[30,163] := {39} tii[30,164] := {165, 245} tii[30,165] := {136, 228} tii[30,166] := {76} tii[30,167] := {134, 272} tii[30,168] := {70, 156} tii[30,169] := {122, 258} tii[30,170] := {96, 284} tii[30,171] := {86, 226} tii[30,172] := {20} tii[30,173] := {168} tii[30,174] := {127, 211} tii[30,175] := {47} tii[30,176] := {93, 242} tii[30,177] := {42, 115} tii[30,178] := {62, 264} tii[30,179] := {53, 190} tii[30,180] := {36, 243} tii[30,181] := {0} tii[30,182] := {28} tii[30,183] := {3} tii[30,184] := {12} tii[30,185] := {5} tii[30,186] := {68} tii[30,187] := {23} tii[30,188] := {51, 113} tii[30,189] := {29, 79} tii[30,190] := {19} tii[30,191] := {143} tii[30,192] := {46} tii[30,193] := {94, 191} tii[30,194] := {41, 114} tii[30,195] := {82, 224} tii[30,196] := {52, 189} tii[30,197] := {6} tii[30,198] := {128} tii[30,199] := {89, 172} tii[30,200] := {24} tii[30,201] := {59, 208} tii[30,202] := {21, 78} tii[30,203] := {26, 150} tii[30,204] := {34, 235} tii[30,205] := {17, 209} tii[30,206] := {1} tii[30,207] := {8} tii[30,208] := {7, 48} tii[30,209] := {10, 108} tii[30,210] := {4, 171} cell#191 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {307} tii[32,2] := {286} tii[32,3] := {215, 354} tii[32,4] := {259, 378} tii[32,5] := {345} tii[32,6] := {236} tii[32,7] := {364} tii[32,8] := {347} tii[32,9] := {161, 321} tii[32,10] := {367, 369} tii[32,11] := {207, 356} tii[32,12] := {284} tii[32,13] := {260} tii[32,14] := {113, 353} tii[32,15] := {297, 299} tii[32,16] := {153, 377} tii[32,17] := {159, 376} tii[32,18] := {201, 366} tii[32,19] := {203, 382} tii[32,20] := {245, 383} tii[32,21] := {315} tii[32,22] := {184} tii[32,23] := {349} tii[32,24] := {316} tii[32,25] := {112, 278} tii[32,26] := {350, 351} tii[32,27] := {150, 326} tii[32,28] := {310} tii[32,29] := {234} tii[32,30] := {208} tii[32,31] := {275} tii[32,32] := {72, 320} tii[32,33] := {247, 249} tii[32,34] := {313, 314} tii[32,35] := {106, 355} tii[32,36] := {228} tii[32,37] := {110, 352} tii[32,38] := {144, 332} tii[32,39] := {273, 274} tii[32,40] := {146, 379} tii[32,41] := {226, 312} tii[32,42] := {189, 381} tii[32,43] := {210} tii[32,44] := {178} tii[32,45] := {39, 293} tii[32,46] := {222, 223} tii[32,47] := {65, 341} tii[32,48] := {128} tii[32,49] := {69, 333} tii[32,50] := {97, 311} tii[32,51] := {173, 174} tii[32,52] := {99, 371} tii[32,53] := {125, 219} tii[32,54] := {136, 380} tii[32,55] := {51, 290} tii[32,56] := {81, 266} tii[32,57] := {82, 342} tii[32,58] := {48, 216} tii[32,59] := {119, 361} tii[32,60] := {74, 328} tii[32,61] := {346} tii[32,62] := {131} tii[32,63] := {365} tii[32,64] := {348} tii[32,65] := {71, 229} tii[32,66] := {368, 370} tii[32,67] := {103, 281} tii[32,68] := {182} tii[32,69] := {331} tii[32,70] := {154} tii[32,71] := {309} tii[32,72] := {38, 276} tii[32,73] := {192, 194} tii[32,74] := {338, 340} tii[32,75] := {62, 324} tii[32,76] := {265} tii[32,77] := {67, 317} tii[32,78] := {93, 287} tii[32,79] := {302, 304} tii[32,80] := {95, 357} tii[32,81] := {258, 336} tii[32,82] := {133, 372} tii[32,83] := {285} tii[32,84] := {156} tii[32,85] := {261} tii[32,86] := {127} tii[32,87] := {17, 238} tii[32,88] := {298, 300} tii[32,89] := {171, 172} tii[32,90] := {33, 305} tii[32,91] := {86} tii[32,92] := {212} tii[32,93] := {36, 292} tii[32,94] := {56, 268} tii[32,95] := {121, 122} tii[32,96] := {253, 255} tii[32,97] := {58, 344} tii[32,98] := {83, 163} tii[32,99] := {206, 296} tii[32,100] := {89, 363} tii[32,101] := {160} tii[32,102] := {26, 237} tii[32,103] := {202, 204} tii[32,104] := {45, 213} tii[32,105] := {46, 306} tii[32,106] := {23, 162} tii[32,107] := {152, 246} tii[32,108] := {76, 329} tii[32,109] := {107, 220} tii[32,110] := {40, 283} tii[32,111] := {183} tii[32,112] := {155} tii[32,113] := {5, 277} tii[32,114] := {193, 195} tii[32,115] := {12, 325} tii[32,116] := {109} tii[32,117] := {15, 318} tii[32,118] := {27, 288} tii[32,119] := {141, 143} tii[32,120] := {29, 358} tii[32,121] := {102, 187} tii[32,122] := {52, 373} tii[32,123] := {68} tii[32,124] := {9, 291} tii[32,125] := {94, 96} tii[32,126] := {21, 267} tii[32,127] := {22, 343} tii[32,128] := {7, 217} tii[32,129] := {61, 134} tii[32,130] := {42, 362} tii[32,131] := {34, 115} tii[32,132] := {18, 327} tii[32,133] := {16, 319} tii[32,134] := {28, 289} tii[32,135] := {30, 359} tii[32,136] := {11, 242} tii[32,137] := {53, 374} tii[32,138] := {3, 188} tii[32,139] := {41, 360} tii[32,140] := {54, 375} tii[32,141] := {263} tii[32,142] := {214} tii[32,143] := {169, 256} tii[32,144] := {330} tii[32,145] := {239} tii[32,146] := {308} tii[32,147] := {191, 282} tii[32,148] := {337, 339} tii[32,149] := {264} tii[32,150] := {170, 323} tii[32,151] := {301, 303} tii[32,152] := {257, 335} tii[32,153] := {262} tii[32,154] := {185} tii[32,155] := {227} tii[32,156] := {139, 233} tii[32,157] := {271, 272} tii[32,158] := {179} tii[32,159] := {211} tii[32,160] := {120, 280} tii[32,161] := {252, 254} tii[32,162] := {224, 225} tii[32,163] := {177, 270} tii[32,164] := {205, 295} tii[32,165] := {129} tii[32,166] := {78, 322} tii[32,167] := {175, 176} tii[32,168] := {151, 334} tii[32,169] := {126, 221} tii[32,170] := {85, 167} tii[32,171] := {235} tii[32,172] := {132} tii[32,173] := {209} tii[32,174] := {92, 181} tii[32,175] := {248, 250} tii[32,176] := {158} tii[32,177] := {157} tii[32,178] := {77, 232} tii[32,179] := {197, 199} tii[32,180] := {198, 200} tii[32,181] := {149, 244} tii[32,182] := {148, 243} tii[32,183] := {111} tii[32,184] := {87} tii[32,185] := {145, 147} tii[32,186] := {44, 279} tii[32,187] := {123, 124} tii[32,188] := {105, 190} tii[32,189] := {104, 294} tii[32,190] := {84, 168} tii[32,191] := {66, 166} tii[32,192] := {49, 116} tii[32,193] := {70} tii[32,194] := {20, 251} tii[32,195] := {98, 100} tii[32,196] := {64, 137} tii[32,197] := {63, 269} tii[32,198] := {25, 165} tii[32,199] := {35, 117} tii[32,200] := {14, 138} tii[32,201] := {88} tii[32,202] := {55, 130} tii[32,203] := {108} tii[32,204] := {43, 180} tii[32,205] := {140, 142} tii[32,206] := {101, 186} tii[32,207] := {50} tii[32,208] := {19, 230} tii[32,209] := {79, 80} tii[32,210] := {60, 240} tii[32,211] := {47, 118} tii[32,212] := {24, 73} tii[32,213] := {37} tii[32,214] := {6, 196} tii[32,215] := {57, 59} tii[32,216] := {32, 90} tii[32,217] := {31, 218} tii[32,218] := {8, 114} tii[32,219] := {13, 75} tii[32,220] := {4, 91} tii[32,221] := {1, 231} tii[32,222] := {10, 241} tii[32,223] := {2, 164} tii[32,224] := {0, 135} cell#192 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {176} tii[24,2] := {219} tii[24,3] := {246} tii[24,4] := {205} tii[24,5] := {140} tii[24,6] := {240} tii[24,7] := {169} tii[24,8] := {260} tii[24,9] := {227} tii[24,10] := {203} tii[24,11] := {255} tii[24,12] := {223} tii[24,13] := {222} tii[24,14] := {271} tii[24,15] := {266} tii[24,16] := {253} tii[24,17] := {277} tii[24,18] := {278} tii[24,19] := {175} tii[24,20] := {100} tii[24,21] := {218} tii[24,22] := {130} tii[24,23] := {245} tii[24,24] := {204} tii[24,25] := {172} tii[24,26] := {66} tii[24,27] := {239} tii[24,28] := {195} tii[24,29] := {194} tii[24,30] := {96} tii[24,31] := {259} tii[24,32] := {99} tii[24,33] := {254} tii[24,34] := {127} tii[24,35] := {235} tii[24,36] := {128} tii[24,37] := {270} tii[24,38] := {158} tii[24,39] := {275} tii[24,40] := {187} tii[24,41] := {153} tii[24,42] := {232} tii[24,43] := {185} tii[24,44] := {184} tii[24,45] := {252} tii[24,46] := {118} tii[24,47] := {247} tii[24,48] := {228} tii[24,49] := {152} tii[24,50] := {151} tii[24,51] := {265} tii[24,52] := {183} tii[24,53] := {116} tii[24,54] := {272} tii[24,55] := {229} tii[24,56] := {206} tii[24,57] := {249} tii[24,58] := {180} tii[24,59] := {261} tii[24,60] := {273} tii[24,61] := {137} tii[24,62] := {65} tii[24,63] := {188} tii[24,64] := {94} tii[24,65] := {226} tii[24,66] := {173} tii[24,67] := {135} tii[24,68] := {36} tii[24,69] := {216} tii[24,70] := {161} tii[24,71] := {159} tii[24,72] := {59} tii[24,73] := {243} tii[24,74] := {62} tii[24,75] := {236} tii[24,76] := {86} tii[24,77] := {213} tii[24,78] := {88} tii[24,79] := {256} tii[24,80] := {119} tii[24,81] := {267} tii[24,82] := {154} tii[24,83] := {16} tii[24,84] := {117} tii[24,85] := {210} tii[24,86] := {32} tii[24,87] := {150} tii[24,88] := {149} tii[24,89] := {234} tii[24,90] := {81} tii[24,91] := {34} tii[24,92] := {231} tii[24,93] := {53} tii[24,94] := {208} tii[24,95] := {113} tii[24,96] := {112} tii[24,97] := {55} tii[24,98] := {251} tii[24,99] := {146} tii[24,100] := {79} tii[24,101] := {83} tii[24,102] := {263} tii[24,103] := {25} tii[24,104] := {209} tii[24,105] := {43} tii[24,106] := {44} tii[24,107] := {177} tii[24,108] := {233} tii[24,109] := {22} tii[24,110] := {143} tii[24,111] := {70} tii[24,112] := {248} tii[24,113] := {38} tii[24,114] := {264} tii[24,115] := {174} tii[24,116] := {136} tii[24,117] := {217} tii[24,118] := {162} tii[24,119] := {160} tii[24,120] := {244} tii[24,121] := {98} tii[24,122] := {237} tii[24,123] := {214} tii[24,124] := {126} tii[24,125] := {124} tii[24,126] := {257} tii[24,127] := {156} tii[24,128] := {93} tii[24,129] := {268} tii[24,130] := {63} tii[24,131] := {230} tii[24,132] := {89} tii[24,133] := {87} tii[24,134] := {207} tii[24,135] := {250} tii[24,136] := {181} tii[24,137] := {120} tii[24,138] := {58} tii[24,139] := {262} tii[24,140] := {106} tii[24,141] := {33} tii[24,142] := {274} tii[24,143] := {238} tii[24,144] := {215} tii[24,145] := {258} tii[24,146] := {191} tii[24,147] := {269} tii[24,148] := {157} tii[24,149] := {276} tii[24,150] := {279} tii[24,151] := {103} tii[24,152] := {134} tii[24,153] := {142} tii[24,154] := {102} tii[24,155] := {111} tii[24,156] := {171} tii[24,157] := {133} tii[24,158] := {139} tii[24,159] := {199} tii[24,160] := {166} tii[24,161] := {167} tii[24,162] := {193} tii[24,163] := {179} tii[24,164] := {37} tii[24,165] := {148} tii[24,166] := {202} tii[24,167] := {61} tii[24,168] := {64} tii[24,169] := {178} tii[24,170] := {109} tii[24,171] := {225} tii[24,172] := {90} tii[24,173] := {201} tii[24,174] := {200} tii[24,175] := {91} tii[24,176] := {168} tii[24,177] := {221} tii[24,178] := {122} tii[24,179] := {49} tii[24,180] := {242} tii[24,181] := {77} tii[24,182] := {78} tii[24,183] := {241} tii[24,184] := {46} tii[24,185] := {108} tii[24,186] := {68} tii[24,187] := {141} tii[24,188] := {5} tii[24,189] := {170} tii[24,190] := {110} tii[24,191] := {12} tii[24,192] := {14} tii[24,193] := {138} tii[24,194] := {71} tii[24,195] := {198} tii[24,196] := {26} tii[24,197] := {165} tii[24,198] := {164} tii[24,199] := {28} tii[24,200] := {50} tii[24,201] := {129} tii[24,202] := {192} tii[24,203] := {9} tii[24,204] := {82} tii[24,205] := {20} tii[24,206] := {21} tii[24,207] := {42} tii[24,208] := {224} tii[24,209] := {115} tii[24,210] := {114} tii[24,211] := {7} tii[24,212] := {95} tii[24,213] := {40} tii[24,214] := {220} tii[24,215] := {147} tii[24,216] := {80} tii[24,217] := {17} tii[24,218] := {47} tii[24,219] := {105} tii[24,220] := {15} tii[24,221] := {212} tii[24,222] := {29} tii[24,223] := {27} tii[24,224] := {11} tii[24,225] := {51} tii[24,226] := {211} tii[24,227] := {3} tii[24,228] := {39} tii[24,229] := {144} tii[24,230] := {52} tii[24,231] := {101} tii[24,232] := {131} tii[24,233] := {72} tii[24,234] := {97} tii[24,235] := {41} tii[24,236] := {163} tii[24,237] := {125} tii[24,238] := {123} tii[24,239] := {155} tii[24,240] := {92} tii[24,241] := {48} tii[24,242] := {18} tii[24,243] := {196} tii[24,244] := {76} tii[24,245] := {75} tii[24,246] := {57} tii[24,247] := {189} tii[24,248] := {107} tii[24,249] := {45} tii[24,250] := {23} tii[24,251] := {67} tii[24,252] := {35} tii[24,253] := {6} tii[24,254] := {186} tii[24,255] := {56} tii[24,256] := {54} tii[24,257] := {30} tii[24,258] := {84} tii[24,259] := {31} tii[24,260] := {182} tii[24,261] := {8} tii[24,262] := {104} tii[24,263] := {69} tii[24,264] := {13} tii[24,265] := {4} tii[24,266] := {85} tii[24,267] := {197} tii[24,268] := {190} tii[24,269] := {145} tii[24,270] := {121} tii[24,271] := {74} tii[24,272] := {73} tii[24,273] := {132} tii[24,274] := {19} tii[24,275] := {60} tii[24,276] := {24} tii[24,277] := {1} tii[24,278] := {10} tii[24,279] := {2} tii[24,280] := {0} cell#193 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {168} tii[24,2] := {224} tii[24,3] := {250} tii[24,4] := {192} tii[24,5] := {144} tii[24,6] := {241} tii[24,7] := {190} tii[24,8] := {262} tii[24,9] := {214} tii[24,10] := {195} tii[24,11] := {254} tii[24,12] := {230} tii[24,13] := {164} tii[24,14] := {271} tii[24,15] := {263} tii[24,16] := {251} tii[24,17] := {276} tii[24,18] := {277} tii[24,19] := {167} tii[24,20] := {113} tii[24,21] := {223} tii[24,22] := {161} tii[24,23] := {249} tii[24,24] := {191} tii[24,25] := {170} tii[24,26] := {84} tii[24,27] := {240} tii[24,28] := {210} tii[24,29] := {134} tii[24,30] := {133} tii[24,31] := {261} tii[24,32] := {111} tii[24,33] := {252} tii[24,34] := {77} tii[24,35] := {234} tii[24,36] := {159} tii[24,37] := {269} tii[24,38] := {178} tii[24,39] := {272} tii[24,40] := {166} tii[24,41] := {139} tii[24,42] := {222} tii[24,43] := {185} tii[24,44] := {104} tii[24,45] := {248} tii[24,46] := {110} tii[24,47] := {237} tii[24,48] := {216} tii[24,49] := {158} tii[24,50] := {76} tii[24,51] := {258} tii[24,52] := {177} tii[24,53] := {63} tii[24,54] := {265} tii[24,55] := {253} tii[24,56] := {235} tii[24,57] := {270} tii[24,58] := {226} tii[24,59] := {273} tii[24,60] := {278} tii[24,61] := {136} tii[24,62] := {83} tii[24,63] := {198} tii[24,64] := {132} tii[24,65] := {233} tii[24,66] := {165} tii[24,67] := {138} tii[24,68] := {60} tii[24,69] := {221} tii[24,70] := {184} tii[24,71] := {103} tii[24,72] := {101} tii[24,73] := {247} tii[24,74] := {80} tii[24,75] := {236} tii[24,76] := {53} tii[24,77] := {215} tii[24,78] := {129} tii[24,79] := {257} tii[24,80] := {147} tii[24,81] := {264} tii[24,82] := {135} tii[24,83] := {40} tii[24,84] := {108} tii[24,85] := {197} tii[24,86] := {73} tii[24,87] := {156} tii[24,88] := {74} tii[24,89] := {232} tii[24,90] := {79} tii[24,91] := {57} tii[24,92] := {219} tii[24,93] := {34} tii[24,94] := {193} tii[24,95] := {128} tii[24,96] := {52} tii[24,97] := {98} tii[24,98] := {245} tii[24,99] := {146} tii[24,100] := {41} tii[24,101] := {118} tii[24,102] := {255} tii[24,103] := {39} tii[24,104] := {238} tii[24,105] := {22} tii[24,106] := {72} tii[24,107] := {217} tii[24,108] := {259} tii[24,109] := {16} tii[24,110] := {201} tii[24,111] := {89} tii[24,112] := {266} tii[24,113] := {122} tii[24,114] := {274} tii[24,115] := {105} tii[24,116] := {78} tii[24,117] := {173} tii[24,118] := {127} tii[24,119] := {51} tii[24,120] := {213} tii[24,121] := {56} tii[24,122] := {196} tii[24,123] := {169} tii[24,124] := {97} tii[24,125] := {33} tii[24,126] := {231} tii[24,127] := {117} tii[24,128] := {26} tii[24,129] := {243} tii[24,130] := {38} tii[24,131] := {220} tii[24,132] := {71} tii[24,133] := {21} tii[24,134] := {194} tii[24,135] := {246} tii[24,136] := {175} tii[24,137] := {88} tii[24,138] := {15} tii[24,139] := {256} tii[24,140] := {121} tii[24,141] := {9} tii[24,142] := {268} tii[24,143] := {239} tii[24,144] := {218} tii[24,145] := {260} tii[24,146] := {202} tii[24,147] := {267} tii[24,148] := {180} tii[24,149] := {275} tii[24,150] := {279} tii[24,151] := {115} tii[24,152] := {163} tii[24,153] := {143} tii[24,154] := {114} tii[24,155] := {124} tii[24,156] := {189} tii[24,157] := {162} tii[24,158] := {141} tii[24,159] := {209} tii[24,160] := {107} tii[24,161] := {187} tii[24,162] := {204} tii[24,163] := {172} tii[24,164] := {61} tii[24,165] := {154} tii[24,166] := {212} tii[24,167] := {102} tii[24,168] := {81} tii[24,169] := {171} tii[24,170] := {126} tii[24,171] := {229} tii[24,172] := {54} tii[24,173] := {211} tii[24,174] := {137} tii[24,175] := {130} tii[24,176] := {116} tii[24,177] := {227} tii[24,178] := {148} tii[24,179] := {59} tii[24,180] := {244} tii[24,181] := {36} tii[24,182] := {100} tii[24,183] := {242} tii[24,184] := {29} tii[24,185] := {120} tii[24,186] := {152} tii[24,187] := {142} tii[24,188] := {25} tii[24,189] := {188} tii[24,190] := {125} tii[24,191] := {50} tii[24,192] := {37} tii[24,193] := {140} tii[24,194] := {95} tii[24,195] := {208} tii[24,196] := {20} tii[24,197] := {186} tii[24,198] := {106} tii[24,199] := {70} tii[24,200] := {87} tii[24,201] := {85} tii[24,202] := {203} tii[24,203] := {23} tii[24,204] := {82} tii[24,205] := {11} tii[24,206] := {48} tii[24,207] := {69} tii[24,208] := {228} tii[24,209] := {131} tii[24,210] := {55} tii[24,211] := {7} tii[24,212] := {64} tii[24,213] := {65} tii[24,214] := {225} tii[24,215] := {149} tii[24,216] := {44} tii[24,217] := {90} tii[24,218] := {30} tii[24,219] := {181} tii[24,220] := {13} tii[24,221] := {207} tii[24,222] := {32} tii[24,223] := {6} tii[24,224] := {3} tii[24,225] := {45} tii[24,226] := {200} tii[24,227] := {1} tii[24,228] := {67} tii[24,229] := {205} tii[24,230] := {92} tii[24,231] := {112} tii[24,232] := {160} tii[24,233] := {93} tii[24,234] := {109} tii[24,235] := {68} tii[24,236] := {183} tii[24,237] := {157} tii[24,238] := {75} tii[24,239] := {176} tii[24,240] := {62} tii[24,241] := {58} tii[24,242] := {46} tii[24,243] := {206} tii[24,244] := {99} tii[24,245] := {35} tii[24,246] := {42} tii[24,247] := {199} tii[24,248] := {119} tii[24,249] := {28} tii[24,250] := {17} tii[24,251] := {151} tii[24,252] := {24} tii[24,253] := {31} tii[24,254] := {182} tii[24,255] := {49} tii[24,256] := {12} tii[24,257] := {27} tii[24,258] := {66} tii[24,259] := {8} tii[24,260] := {174} tii[24,261] := {10} tii[24,262] := {179} tii[24,263] := {91} tii[24,264] := {5} tii[24,265] := {2} tii[24,266] := {123} tii[24,267] := {155} tii[24,268] := {145} tii[24,269] := {150} tii[24,270] := {153} tii[24,271] := {94} tii[24,272] := {96} tii[24,273] := {86} tii[24,274] := {47} tii[24,275] := {43} tii[24,276] := {18} tii[24,277] := {19} tii[24,278] := {14} tii[24,279] := {4} tii[24,280] := {0} cell#194 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {756} tii[17,2] := {718, 872} tii[17,3] := {367, 939} tii[17,4] := {855} tii[17,5] := {676} tii[17,6] := {618, 961} tii[17,7] := {376, 567, 990, 1099} tii[17,8] := {484, 693, 1065, 1161} tii[17,9] := {941} tii[17,10] := {523, 1039} tii[17,11] := {859} tii[17,12] := {256, 761, 813, 1098} tii[17,13] := {747, 974} tii[17,14] := {351, 887, 917, 1160} tii[17,15] := {615, 1095} tii[17,16] := {508, 730, 1022, 1157} tii[17,17] := {456, 1018} tii[17,18] := {755} tii[17,19] := {522, 1043} tii[17,20] := {572} tii[17,21] := {298, 672, 1062, 1149} tii[17,22] := {392, 796, 1121, 1197} tii[17,23] := {406, 1085} tii[17,24] := {853} tii[17,25] := {477} tii[17,26] := {330, 1026} tii[17,27] := {428, 1103} tii[17,28] := {758} tii[17,29] := {193, 712, 863, 1031} tii[17,30] := {229, 616, 991, 1187} tii[17,31] := {238, 432, 937, 1108} tii[17,32] := {646, 885} tii[17,33] := {274, 825, 978, 1113} tii[17,34] := {309, 731, 1066, 1223} tii[17,35] := {565} tii[17,36] := {192, 715, 908, 1215} tii[17,37] := {516, 1147} tii[17,38] := {131, 605, 805, 1183} tii[17,39] := {462, 691} tii[17,40] := {412, 629, 1090, 1195} tii[17,41] := {273, 828, 998, 1240} tii[17,42] := {341, 912, 1064, 1250} tii[17,43] := {940} tii[17,44] := {345, 1151} tii[17,45] := {858} tii[17,46] := {142, 811, 947, 1097} tii[17,47] := {746, 973} tii[17,48] := {208, 915, 1048, 1159} tii[17,49] := {764} tii[17,50] := {114, 713, 905, 1144} tii[17,51] := {419, 1186} tii[17,52] := {76, 599, 806, 1086} tii[17,53] := {328, 532, 1143, 1222} tii[17,54] := {648, 890} tii[17,55] := {162, 826, 995, 1192} tii[17,56] := {593, 962} tii[17,57] := {216, 911, 1063, 1216} tii[17,58] := {513, 1214} tii[17,59] := {405, 626, 1182, 1239} tii[17,60] := {358, 721, 1164, 1251} tii[17,61] := {657} tii[17,62] := {368, 1070} tii[17,63] := {427, 965} tii[17,64] := {476} tii[17,65] := {228, 568, 1092, 1174} tii[17,66] := {308, 694, 1154, 1213} tii[17,67] := {319, 1125} tii[17,68] := {754} tii[17,69] := {344, 1040} tii[17,70] := {386} tii[17,71] := {252, 1074} tii[17,72] := {659} tii[17,73] := {141, 609, 763, 953} tii[17,74] := {168, 517, 1027, 1206} tii[17,75] := {544, 784} tii[17,76] := {176, 347, 1001, 1137} tii[17,77] := {207, 724, 889, 1055} tii[17,78] := {234, 630, 1109, 1235} tii[17,79] := {468} tii[17,80] := {418, 1096} tii[17,81] := {139, 612, 949, 1228} tii[17,82] := {91, 503, 848, 1203} tii[17,83] := {327, 531, 1024, 1158} tii[17,84] := {372, 587} tii[17,85] := {205, 727, 1052, 1249} tii[17,86] := {263, 818, 1104, 1255} tii[17,87] := {244, 1071} tii[17,88] := {852} tii[17,89] := {305} tii[17,90] := {268, 1102} tii[17,91] := {189, 1004} tii[17,92] := {123, 420, 948, 1173} tii[17,93] := {757} tii[17,94] := {100, 709, 861, 1030} tii[17,95] := {128, 270, 922, 1081} tii[17,96] := {173, 533, 1049, 1212} tii[17,97] := {645, 884} tii[17,98] := {151, 822, 976, 1112} tii[17,99] := {138, 927} tii[17,100] := {661} tii[17,101] := {78, 610, 810, 1093} tii[17,102] := {382} tii[17,103] := {99, 514, 864, 1205} tii[17,104] := {336, 1146} tii[17,105] := {51, 499, 704, 1020} tii[17,106] := {63, 407, 748, 1169} tii[17,107] := {293, 490} tii[17,108] := {90, 204, 833, 1016} tii[17,109] := {248, 438, 1089, 1194} tii[17,110] := {546, 786} tii[17,111] := {117, 725, 914, 1155} tii[17,112] := {150, 627, 981, 1234} tii[17,113] := {58, 262, 745, 1079} tii[17,114] := {493, 873} tii[17,115] := {159, 817, 992, 1188} tii[17,116] := {198, 719, 1041, 1244} tii[17,117] := {69, 608, 766, 1224} tii[17,118] := {466} tii[17,119] := {416, 1184} tii[17,120] := {42, 500, 654, 1199} tii[17,121] := {365, 585} tii[17,122] := {108, 723, 893, 1243} tii[17,123] := {318, 529, 1140, 1220} tii[17,124] := {23, 398, 597, 1167} tii[17,125] := {315, 677} tii[17,126] := {279, 620, 1119, 1237} tii[17,127] := {147, 816, 966, 1252} tii[17,128] := {186, 904, 1012, 1258} tii[17,129] := {924} tii[17,130] := {202, 1133} tii[17,131] := {835} tii[17,132] := {68, 760, 926, 1075} tii[17,133] := {735, 933} tii[17,134] := {107, 886, 1015, 1138} tii[17,135] := {260, 1172} tii[17,136] := {738} tii[17,137] := {53, 662, 860, 1129} tii[17,138] := {33, 547, 750, 1072} tii[17,139] := {185, 355, 1128, 1211} tii[17,140] := {635, 844} tii[17,141] := {81, 787, 975, 1177} tii[17,142] := {542, 928} tii[17,143] := {115, 874, 1036, 1207} tii[17,144] := {637} tii[17,145] := {35, 560, 762, 1166} tii[17,146] := {335, 1204} tii[17,147] := {538, 743} tii[17,148] := {20, 453, 652, 1122} tii[17,149] := {56, 686, 888, 1201} tii[17,150] := {243, 437, 1168, 1233} tii[17,151] := {10, 400, 543, 1067} tii[17,152] := {211, 524, 1139, 1245} tii[17,153] := {448, 838} tii[17,154] := {80, 777, 959, 1225} tii[17,155] := {369, 920} tii[17,156] := {112, 841, 1023, 1242} tii[17,157] := {381, 1227} tii[17,158] := {288, 489, 1202, 1248} tii[17,159] := {240, 576, 1181, 1256} tii[17,160] := {183, 641, 1142, 1259} tii[17,161] := {289} tii[17,162] := {573} tii[17,163] := {331, 471} tii[17,164] := {433, 590} tii[17,165] := {364} tii[17,166] := {290, 854} tii[17,167] := {675} tii[17,168] := {464} tii[17,169] := {574} tii[17,170] := {414, 566} tii[17,171] := {299, 470, 907, 1032} tii[17,172] := {227, 759} tii[17,173] := {583} tii[17,174] := {527, 692} tii[17,175] := {393, 589, 997, 1114} tii[17,176] := {163, 307, 702, 898} tii[17,177] := {511, 665} tii[17,178] := {255, 563, 815, 955} tii[17,179] := {670} tii[17,180] := {624, 788} tii[17,181] := {179, 458, 708, 883} tii[17,182] := {556, 794} tii[17,183] := {350, 689, 919, 1057} tii[17,184] := {424, 775, 830, 986} tii[17,185] := {450} tii[17,186] := {320, 1019} tii[17,187] := {296, 857} tii[17,188] := {773} tii[17,189] := {557} tii[17,190] := {387} tii[17,191] := {332, 671} tii[17,192] := {253, 946} tii[17,193] := {169, 518, 906, 1148} tii[17,194] := {218, 390, 804, 984} tii[17,195] := {683} tii[17,196] := {434, 795} tii[17,197] := {177, 348, 847, 1047} tii[17,198] := {235, 631, 996, 1196} tii[17,199] := {771} tii[17,200] := {465} tii[17,201] := {415, 768} tii[17,202] := {214, 666, 716, 1033} tii[17,203] := {140, 613, 814, 1185} tii[17,204] := {469} tii[17,205] := {191, 865} tii[17,206] := {286, 480, 902, 1046} tii[17,207] := {658, 897} tii[17,208] := {528, 892} tii[17,209] := {92, 504, 703, 1141} tii[17,210] := {584} tii[17,211] := {155, 552, 607, 972} tii[17,212] := {283, 791, 829, 1115} tii[17,213] := {373, 588} tii[17,214] := {206, 728, 918, 1221} tii[17,215] := {130, 272, 749, 982} tii[17,216] := {571, 801} tii[17,217] := {360, 732, 875, 1058} tii[17,218] := {264, 819, 994, 1236} tii[17,219] := {86, 340, 700, 1042} tii[17,220] := {334, 866} tii[17,221] := {101, 711, 714, 1145} tii[17,222] := {561} tii[17,223] := {180, 651, 707, 1045} tii[17,224] := {436, 979} tii[17,225] := {64, 602, 603, 1087} tii[17,226] := {152, 824, 827, 1193} tii[17,227] := {454, 687} tii[17,228] := {425, 633, 958, 1116} tii[17,229] := {401, 778} tii[17,230] := {200, 910, 913, 1217} tii[17,231] := {38, 496, 537, 1035} tii[17,232] := {249, 821, 989, 1190} tii[17,233] := {551} tii[17,234] := {182, 1002} tii[17,235] := {674} tii[17,236] := {374, 945} tii[17,237] := {233} tii[17,238] := {463} tii[17,239] := {257, 772} tii[17,240] := {137, 925} tii[17,241] := {84, 337, 862, 1131} tii[17,242] := {582} tii[17,243] := {284, 482, 901, 1054} tii[17,244] := {352, 899} tii[17,245] := {89, 203, 832, 1014} tii[17,246] := {125, 439, 977, 1179} tii[17,247] := {333, 868} tii[17,248] := {98, 836} tii[17,249] := {254, 950} tii[17,250] := {377} tii[17,251] := {158, 614, 769, 954} tii[17,252] := {302} tii[17,253] := {67, 417, 765, 1170} tii[17,254] := {668} tii[17,255] := {220, 580, 987, 1107} tii[17,256] := {435, 983} tii[17,257] := {178, 349, 849, 1053} tii[17,258] := {555, 793} tii[17,259] := {41, 321, 649, 1126} tii[17,260] := {223, 396} tii[17,261] := {62, 149, 736, 934} tii[17,262] := {485} tii[17,263] := {111, 509, 656, 882} tii[17,264] := {217, 729, 895, 1056} tii[17,265] := {106, 530, 891, 1209} tii[17,266] := {37, 197, 643, 1009} tii[17,267] := {126, 423, 803, 1105} tii[17,268] := {145, 619, 963, 1229} tii[17,269] := {474, 696} tii[17,270] := {282, 632, 964, 1118} tii[17,271] := {45, 510, 664, 1200} tii[17,272] := {663} tii[17,273] := {380} tii[17,274] := {301} tii[17,275] := {79, 611, 812, 1094} tii[17,276] := {70, 739} tii[17,277] := {259, 952} tii[17,278] := {26, 403, 550, 1165} tii[17,279] := {72, 623, 790, 1226} tii[17,280] := {165, 526, 903, 1153} tii[17,281] := {132, 604, 753, 970} tii[17,282] := {549, 789} tii[17,283] := {52, 501, 706, 1021} tii[17,284] := {287, 488} tii[17,285] := {395} tii[17,286] := {354, 1051} tii[17,287] := {118, 726, 916, 1156} tii[17,288] := {43, 109, 636, 845} tii[17,289] := {497, 877} tii[17,290] := {13, 314, 498, 1123} tii[17,291] := {88, 519, 733, 1150} tii[17,292] := {239, 575} tii[17,293] := {104, 717, 878, 1241} tii[17,294] := {385, 592} tii[17,295] := {342, 535, 1038, 1163} tii[17,296] := {160, 820, 993, 1189} tii[17,297] := {24, 148, 545, 929} tii[17,298] := {31, 443, 596, 957} tii[17,299] := {134, 809, 932, 1253} tii[17,300] := {411, 781} tii[17,301] := {17, 187, 459, 1000} tii[17,302] := {213, 722, 1061, 1219} tii[17,303] := {28, 558, 562, 1171} tii[17,304] := {446} tii[17,305] := {196, 1028} tii[17,306] := {95, 705, 850, 1044} tii[17,307] := {277, 1110} tii[17,308] := {15, 451, 455, 1127} tii[17,309] := {47, 684, 688, 1210} tii[17,310] := {361, 541} tii[17,311] := {7, 362, 402, 1077} tii[17,312] := {50, 536, 701, 1034} tii[17,313] := {71, 774, 779, 1230} tii[17,314] := {285, 639} tii[17,315] := {266, 441, 1101, 1198} tii[17,316] := {222, 734} tii[17,317] := {96, 843, 856, 1246} tii[17,318] := {281, 622, 1120, 1238} tii[17,319] := {3, 291, 324, 1011} tii[17,320] := {122, 782, 944, 1257} tii[17,321] := {457} tii[17,322] := {570} tii[17,323] := {297, 1003} tii[17,324] := {375} tii[17,325] := {194, 673} tii[17,326] := {483} tii[17,327] := {219, 391, 936, 1084} tii[17,328] := {275, 797} tii[17,329] := {258, 770} tii[17,330] := {300} tii[17,331] := {113, 515, 667, 869} tii[17,332] := {564} tii[17,333] := {190, 1005} tii[17,334] := {164, 481, 1017, 1136} tii[17,335] := {353, 896} tii[17,336] := {461, 690} tii[17,337] := {394} tii[17,338] := {75, 413, 553, 783} tii[17,339] := {161, 628, 792, 985} tii[17,340] := {129, 271, 923, 1083} tii[17,341] := {384, 591} tii[17,342] := {87, 339, 846, 1134} tii[17,343] := {215, 534, 876, 1059} tii[17,344] := {102, 837} tii[17,345] := {195, 867} tii[17,346] := {230} tii[17,347] := {559} tii[17,348] := {54, 512, 710, 1029} tii[17,349] := {94, 502, 653, 881} tii[17,350] := {120, 430, 938, 1176} tii[17,351] := {276, 980} tii[17,352] := {65, 153, 737, 935} tii[17,353] := {34, 404, 601, 942} tii[17,354] := {310} tii[17,355] := {452, 685} tii[17,356] := {82, 625, 823, 1111} tii[17,357] := {60, 421, 802, 1175} tii[17,358] := {265, 440, 960, 1117} tii[17,359] := {39, 201, 647, 1010} tii[17,360] := {399, 776} tii[17,361] := {303, 491} tii[17,362] := {116, 720, 909, 1152} tii[17,363] := {18, 357, 495, 870} tii[17,364] := {30, 250, 554, 1069} tii[17,365] := {325, 679} tii[17,366] := {157, 621, 988, 1191} tii[17,367] := {540} tii[17,368] := {171} tii[17,369] := {21, 467, 660, 1130} tii[17,370] := {144, 951} tii[17,371] := {83, 346, 851, 1135} tii[17,372] := {445, 642} tii[17,373] := {66, 600, 751, 969} tii[17,374] := {236} tii[17,375] := {210, 1050} tii[17,376] := {11, 366, 548, 1073} tii[17,377] := {36, 586, 785, 1178} tii[17,378] := {363, 740} tii[17,379] := {4, 316, 447, 1008} tii[17,380] := {40, 338, 699, 1132} tii[17,381] := {232, 397} tii[17,382] := {32, 442, 595, 956} tii[17,383] := {55, 678, 871, 1208} tii[17,384] := {199, 356, 1037, 1162} tii[17,385] := {292, 831} tii[17,386] := {16, 323, 505, 1124} tii[17,387] := {247, 577} tii[17,388] := {212, 525, 1060, 1218} tii[17,389] := {77, 742, 943, 1232} tii[17,390] := {2, 246, 370, 930} tii[17,391] := {224, 741} tii[17,392] := {97, 681, 1025, 1247} tii[17,393] := {103, 1006} tii[17,394] := {44, 650, 834, 1013} tii[17,395] := {154, 1082} tii[17,396] := {146, 278, 1078, 1180} tii[17,397] := {19, 494, 644, 1007} tii[17,398] := {6, 322, 460, 999} tii[17,399] := {156, 429, 1088, 1231} tii[17,400] := {136, 578, 1091, 1254} tii[17,401] := {226} tii[17,402] := {175, 312} tii[17,403] := {378} tii[17,404] := {170, 669} tii[17,405] := {241, 389} tii[17,406] := {486} tii[17,407] := {119, 237, 606, 798} tii[17,408] := {85, 306, 520, 698} tii[17,409] := {379} tii[17,410] := {143, 767} tii[17,411] := {317, 479} tii[17,412] := {221, 388, 808, 971} tii[17,413] := {487} tii[17,414] := {93, 209, 655, 894} tii[17,415] := {127, 383, 617, 800} tii[17,416] := {475, 697} tii[17,417] := {59, 267, 598, 967} tii[17,418] := {48, 329, 507, 880} tii[17,419] := {231} tii[17,420] := {46, 638} tii[17,421] := {242, 579} tii[17,422] := {121, 431, 807, 1106} tii[17,423] := {27, 73, 539, 744} tii[17,424] := {311} tii[17,425] := {61, 422, 634, 1100} tii[17,426] := {110, 472, 521, 900} tii[17,427] := {14, 105, 449, 839} tii[17,428] := {304, 492} tii[17,429] := {9, 135, 371, 921} tii[17,430] := {29, 410, 444, 968} tii[17,431] := {326, 680} tii[17,432] := {5, 167, 294, 842} tii[17,433] := {124} tii[17,434] := {181, 682} tii[17,435] := {57, 269, 752, 1080} tii[17,436] := {174} tii[17,437] := {25, 261, 594, 1076} tii[17,438] := {74, 426, 569, 799} tii[17,439] := {172, 313} tii[17,440] := {8, 245, 408, 1068} tii[17,441] := {184, 478} tii[17,442] := {22, 359, 506, 879} tii[17,443] := {1, 225, 251, 931} tii[17,444] := {166, 640} tii[17,445] := {133, 581} tii[17,446] := {49, 343, 473, 695} tii[17,447] := {12, 280, 409, 780} tii[17,448] := {0, 188, 295, 840} cell#195 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {623} tii[25,2] := {683} tii[25,3] := {300, 912} tii[25,4] := {721} tii[25,5] := {587} tii[25,6] := {776} tii[25,7] := {483, 1020} tii[25,8] := {600, 1057} tii[25,9] := {474, 907} tii[25,10] := {818} tii[25,11] := {774} tii[25,12] := {869} tii[25,13] := {526, 863} tii[25,14] := {678, 1017} tii[25,15] := {648, 967} tii[25,16] := {791, 1053} tii[25,17] := {903} tii[25,18] := {951} tii[25,19] := {942} tii[25,20] := {842, 1015} tii[25,21] := {904, 1027} tii[25,22] := {924, 1049} tii[25,23] := {1010} tii[25,24] := {1042, 1043} tii[25,25] := {621} tii[25,26] := {224, 940} tii[25,27] := {682} tii[25,28] := {490} tii[25,29] := {391, 1040} tii[25,30] := {507, 1074} tii[25,31] := {383, 816} tii[25,32] := {159, 1008} tii[25,33] := {719} tii[25,34] := {680} tii[25,35] := {399} tii[25,36] := {68, 989} tii[25,37] := {775} tii[25,38] := {431, 770} tii[25,39] := {580, 952} tii[25,40] := {307, 1076} tii[25,41] := {118, 1046} tii[25,42] := {551, 884} tii[25,43] := {696, 1000} tii[25,44] := {415, 1097} tii[25,45] := {223, 1058} tii[25,46] := {814} tii[25,47] := {489} tii[25,48] := {160, 1075} tii[25,49] := {267, 578} tii[25,50] := {868} tii[25,51] := {857} tii[25,52] := {753, 950} tii[25,53] := {393, 1098} tii[25,54] := {247, 1105} tii[25,55] := {127, 1059} tii[25,56] := {359, 698} tii[25,57] := {815, 966} tii[25,58] := {844, 996} tii[25,59] := {509, 1110} tii[25,60] := {574} tii[25,61] := {468, 1111} tii[25,62] := {939} tii[25,63] := {379, 1116} tii[25,64] := {523, 703} tii[25,65] := {990, 991} tii[25,66] := {568, 1117} tii[25,67] := {666, 1119} tii[25,68] := {342, 909} tii[25,69] := {656} tii[25,70] := {740} tii[25,71] := {639} tii[25,72] := {372, 864} tii[25,73] := {531, 1018} tii[25,74] := {467, 968} tii[25,75] := {651, 1055} tii[25,76] := {263, 981} tii[25,77] := {750} tii[25,78] := {538} tii[25,79] := {196, 1013} tii[25,80] := {834} tii[25,81] := {826} tii[25,82] := {674, 918} tii[25,83] := {287, 771} tii[25,84] := {437, 1064} tii[25,85] := {281, 1071} tii[25,86] := {148, 982} tii[25,87] := {751, 920} tii[25,88] := {790, 977} tii[25,89] := {377, 885} tii[25,90] := {556, 1088} tii[25,91] := {628} tii[25,92] := {214, 860} tii[25,93] := {487, 1092} tii[25,94] := {911} tii[25,95] := {150, 821} tii[25,96] := {407, 1103} tii[25,97] := {559, 747} tii[25,98] := {961, 962} tii[25,99] := {293, 972} tii[25,100] := {605, 1104} tii[25,101] := {375, 1003} tii[25,102] := {713, 1113} tii[25,103] := {840} tii[25,104] := {739} tii[25,105] := {915} tii[25,106] := {577, 986} tii[25,107] := {841, 987} tii[25,108] := {695, 1034} tii[25,109] := {827} tii[25,110] := {486, 1037} tii[25,111] := {820} tii[25,112] := {406, 1068} tii[25,113] := {879, 880} tii[25,114] := {752, 921} tii[25,115] := {604, 1069} tii[25,116] := {659, 978} tii[25,117] := {712, 1094} tii[25,118] := {914} tii[25,119] := {964, 965} tii[25,120] := {896, 1021} tii[25,121] := {131} tii[25,122] := {354} tii[25,123] := {235} tii[25,124] := {331} tii[25,125] := {193} tii[25,126] := {225, 824} tii[25,127] := {202} tii[25,128] := {443} tii[25,129] := {491} tii[25,130] := {310} tii[25,131] := {392, 956} tii[25,132] := {112, 640} tii[25,133] := {283} tii[25,134] := {418} tii[25,135] := {508, 1007} tii[25,136] := {178, 714} tii[25,137] := {261} tii[25,138] := {299, 725} tii[25,139] := {536} tii[25,140] := {345} tii[25,141] := {227, 632} tii[25,142] := {586} tii[25,143] := {390} tii[25,144] := {346, 676} tii[25,145] := {485, 873} tii[25,146] := {453} tii[25,147] := {188, 547} tii[25,148] := {327, 706} tii[25,149] := {506} tii[25,150] := {454, 793} tii[25,151] := {602, 937} tii[25,152] := {478} tii[25,153] := {671} tii[25,154] := {565, 779} tii[25,155] := {597} tii[25,156] := {624, 797} tii[25,157] := {470, 690} tii[25,158] := {665, 854} tii[25,159] := {760, 761} tii[25,160] := {105, 983} tii[25,161] := {264} tii[25,162] := {167, 741} tii[25,163] := {313} tii[25,164] := {539} tii[25,165] := {38, 947} tii[25,166] := {273} tii[25,167] := {234, 1065} tii[25,168] := {394} tii[25,169] := {249, 810} tii[25,170] := {74, 1029} tii[25,171] := {366} tii[25,172] := {330, 1090} tii[25,173] := {510} tii[25,174] := {158, 1035} tii[25,175] := {340} tii[25,176] := {384, 822} tii[25,177] := {231, 832} tii[25,178] := {637} tii[25,179] := {433, 772} tii[25,180] := {398} tii[25,181] := {106, 1062} tii[25,182] := {432} tii[25,183] := {681} tii[25,184] := {306} tii[25,185] := {197, 482} tii[25,186] := {302, 733} tii[25,187] := {308, 1093} tii[25,188] := {20, 865} tii[25,189] := {581, 955} tii[25,190] := {481} tii[25,191] := {168, 744} tii[25,192] := {553, 886} tii[25,193] := {175, 1095} tii[25,194] := {81, 1036} tii[25,195] := {552} tii[25,196] := {325, 895} tii[25,197] := {414} tii[25,198] := {277, 603} tii[25,199] := {258, 644} tii[25,200] := {413, 801} tii[25,201] := {416, 1107} tii[25,202] := {43, 969} tii[25,203] := {599} tii[25,204] := {697, 1005} tii[25,205] := {349, 679} tii[25,206] := {479} tii[25,207] := {378, 1108} tii[25,208] := {388} tii[25,209] := {573} tii[25,210] := {661, 871} tii[25,211] := {37, 946} tii[25,212] := {766} tii[25,213] := {403, 963} tii[25,214] := {265, 593} tii[25,215] := {294, 1114} tii[25,216] := {429, 607} tii[25,217] := {457, 795} tii[25,218] := {567, 785} tii[25,219] := {503} tii[25,220] := {693} tii[25,221] := {25, 913} tii[25,222] := {722, 889} tii[25,223] := {471, 1115} tii[25,224] := {76, 1032} tii[25,225] := {757, 933} tii[25,226] := {570, 1118} tii[25,227] := {540, 709} tii[25,228] := {104, 1056} tii[25,229] := {848, 849} tii[25,230] := {129, 979} tii[25,231] := {427} tii[25,232] := {385, 828} tii[25,233] := {737} tii[25,234] := {352} tii[25,235] := {85, 1012} tii[25,236] := {525} tii[25,237] := {274, 1063} tii[25,238] := {576} tii[25,239] := {151, 579} tii[25,240] := {337, 742} tii[25,241] := {504, 893} tii[25,242] := {146, 1070} tii[25,243] := {57, 980} tii[25,244] := {647} tii[25,245] := {367, 1086} tii[25,246] := {694} tii[25,247] := {218, 699} tii[25,248] := {100, 673} tii[25,249] := {312, 1091} tii[25,250] := {859} tii[25,251] := {571} tii[25,252] := {49, 944} tii[25,253] := {669} tii[25,254] := {754, 953} tii[25,255] := {435} tii[25,256] := {428, 781} tii[25,257] := {592, 959} tii[25,258] := {819, 971} tii[25,259] := {58, 626} tii[25,260] := {243, 1101} tii[25,261] := {789} tii[25,262] := {94, 1030} tii[25,263] := {32, 908} tii[25,264] := {370, 557} tii[25,265] := {154, 799} tii[25,266] := {420, 1102} tii[25,267] := {691} tii[25,268] := {663, 878} tii[25,269] := {845, 1002} tii[25,270] := {15, 829} tii[25,271] := {125, 1052} tii[25,272] := {215, 856} tii[25,273] := {520, 1112} tii[25,274] := {738, 899} tii[25,275] := {928, 929} tii[25,276] := {530} tii[25,277] := {236, 1060} tii[25,278] := {764} tii[25,279] := {755, 957} tii[25,280] := {462, 653} tii[25,281] := {173, 1080} tii[25,282] := {883} tii[25,283] := {332, 1081} tii[25,284] := {373, 718} tii[25,285] := {426, 1099} tii[25,286] := {997, 998} tii[25,287] := {123, 1048} tii[25,288] := {522, 1077} tii[25,289] := {191} tii[25,290] := {441} tii[25,291] := {111, 777} tii[25,292] := {201} tii[25,293] := {309} tii[25,294] := {177, 850} tii[25,295] := {282} tii[25,296] := {417} tii[25,297] := {259} tii[25,298] := {298, 723} tii[25,299] := {534} tii[25,300] := {343} tii[25,301] := {164, 866} tii[25,302] := {39, 922} tii[25,303] := {585} tii[25,304] := {232} tii[25,305] := {389} tii[25,306] := {344, 675} tii[25,307] := {226, 630} tii[25,308] := {484, 872} tii[25,309] := {451} tii[25,310] := {113, 780} tii[25,311] := {75, 993} tii[25,312] := {245, 925} tii[25,313] := {328} tii[25,314] := {505} tii[25,315] := {452, 792} tii[25,316] := {187, 546} tii[25,317] := {326, 705} tii[25,318] := {601, 935} tii[25,319] := {477} tii[25,320] := {304} tii[25,321] := {66, 988} tii[25,322] := {270, 583} tii[25,323] := {670} tii[25,324] := {564, 778} tii[25,325] := {316, 992} tii[25,326] := {596} tii[25,327] := {48, 941} tii[25,328] := {121, 1047} tii[25,329] := {192, 499} tii[25,330] := {410} tii[25,331] := {622, 796} tii[25,332] := {362, 701} tii[25,333] := {469, 689} tii[25,334] := {664, 852} tii[25,335] := {157, 1073} tii[25,336] := {442, 610} tii[25,337] := {758, 759} tii[25,338] := {190, 905} tii[25,339] := {338} tii[25,340] := {109, 948} tii[25,341] := {301, 730} tii[25,342] := {635} tii[25,343] := {440} tii[25,344] := {213, 677} tii[25,345] := {166} tii[25,346] := {134, 943} tii[25,347] := {430} tii[25,348] := {350, 1016} tii[25,349] := {480} tii[25,350] := {292, 794} tii[25,351] := {70, 874} tii[25,352] := {174, 994} tii[25,353] := {248} tii[25,354] := {257, 643} tii[25,355] := {412, 800} tii[25,356] := {96, 906} tii[25,357] := {208, 1028} tii[25,358] := {550} tii[25,359] := {458, 1051} tii[25,360] := {598} tii[25,361] := {152, 769} tii[25,362] := {199, 488} tii[25,363] := {107, 1038} tii[25,364] := {765} tii[25,365] := {475} tii[25,366] := {229} tii[25,367] := {572} tii[25,368] := {660, 870} tii[25,369] := {529} tii[25,370] := {396, 1061} tii[25,371] := {86, 858} tii[25,372] := {41, 923} tii[25,373] := {98, 727} tii[25,374] := {339, 684} tii[25,375] := {496, 877} tii[25,376] := {238, 1041} tii[25,377] := {720, 888} tii[25,378] := {219, 892} tii[25,379] := {130, 408} tii[25,380] := {324} tii[25,381] := {692} tii[25,382] := {179, 1084} tii[25,383] := {83, 1009} tii[25,384] := {279, 606} tii[25,385] := {321, 1082} tii[25,386] := {461, 652} tii[25,387] := {594} tii[25,388] := {566, 784} tii[25,389] := {756, 931} tii[25,390] := {60, 817} tii[25,391] := {147, 970} tii[25,392] := {512, 1083} tii[25,393] := {289, 938} tii[25,394] := {51, 949} tii[25,395] := {221, 1096} tii[25,396] := {636, 806} tii[25,397] := {353, 515} tii[25,398] := {34, 731} tii[25,399] := {186, 999} tii[25,400] := {846, 847} tii[25,401] := {615, 1100} tii[25,402] := {101, 672} tii[25,403] := {303} tii[25,404] := {311, 1011} tii[25,405] := {629} tii[25,406] := {668} tii[25,407] := {189, 494} tii[25,408] := {59, 625} tii[25,409] := {318, 1079} tii[25,410] := {662, 875} tii[25,411] := {409} tii[25,412] := {155, 798} tii[25,413] := {242, 1044} tii[25,414] := {788} tii[25,415] := {419, 1045} tii[25,416] := {560, 748} tii[25,417] := {216, 855} tii[25,418] := {295, 1109} tii[25,419] := {36, 532} tii[25,420] := {463, 813} tii[25,421] := {519, 1078} tii[25,422] := {439, 612} tii[25,423] := {926, 927} tii[25,424] := {183, 995} tii[25,425] := {291, 762} tii[25,426] := {618, 1039} tii[25,427] := {285} tii[25,428] := {562} tii[25,429] := {266, 830} tii[25,430] := {371} tii[25,431] := {436} tii[25,432] := {466} tii[25,433] := {211, 743} tii[25,434] := {365, 894} tii[25,435] := {555} tii[25,436] := {528} tii[25,437] := {136, 945} tii[25,438] := {434} tii[25,439] := {582, 835} tii[25,440] := {728} tii[25,441] := {286, 782} tii[25,442] := {447, 960} tii[25,443] := {650} tii[25,444] := {210, 1031} tii[25,445] := {99, 910} tii[25,446] := {657, 838} tii[25,447] := {554} tii[25,448] := {498, 745} tii[25,449] := {700, 901} tii[25,450] := {62, 831} tii[25,451] := {256, 1054} tii[25,452] := {563, 749} tii[25,453] := {808, 809} tii[25,454] := {729} tii[25,455] := {347} tii[25,456] := {395, 985} tii[25,457] := {627} tii[25,458] := {212, 685} tii[25,459] := {357, 1023} tii[25,460] := {588, 837} tii[25,461] := {658, 839} tii[25,462] := {320, 1025} tii[25,463] := {455} tii[25,464] := {746} tii[25,465] := {511, 1026} tii[25,466] := {561, 902} tii[25,467] := {102, 732} tii[25,468] := {335, 1087} tii[25,469] := {464, 655} tii[25,470] := {897, 898} tii[25,471] := {614, 1066} tii[25,472] := {253, 976} tii[25,473] := {465, 812} tii[25,474] := {716, 1019} tii[25,475] := {527} tii[25,476] := {493, 919} tii[25,477] := {649} tii[25,478] := {334, 1033} tii[25,479] := {804, 805} tii[25,480] := {811, 954} tii[25,481] := {54} tii[25,482] := {77} tii[25,483] := {90} tii[25,484] := {137} tii[25,485] := {69, 545} tii[25,486] := {55} tii[25,487] := {209} tii[25,488] := {122} tii[25,489] := {119, 620} tii[25,490] := {200} tii[25,491] := {108, 446} tii[25,492] := {172} tii[25,493] := {280} tii[25,494] := {180, 521} tii[25,495] := {84, 358} tii[25,496] := {222, 425} tii[25,497] := {141} tii[25,498] := {165, 735} tii[25,499] := {233} tii[25,500] := {9, 773} tii[25,501] := {92} tii[25,502] := {182} tii[25,503] := {114, 645} tii[25,504] := {246, 802} tii[25,505] := {329} tii[25,506] := {23, 887} tii[25,507] := {271} tii[25,508] := {272, 584} tii[25,509] := {19, 862} tii[25,510] := {163, 543} tii[25,511] := {305} tii[25,512] := {145} tii[25,513] := {241} tii[25,514] := {317, 882} tii[25,515] := {72, 548} tii[25,516] := {11, 825} tii[25,517] := {44, 974} tii[25,518] := {363} tii[25,519] := {364, 702} tii[25,520] := {411} tii[25,521] := {133, 449} tii[25,522] := {251, 617} tii[25,523] := {194, 500} tii[25,524] := {64, 1006} tii[25,525] := {88, 369} tii[25,526] := {444, 611} tii[25,527] := {297, 518} tii[25,528] := {387} tii[25,529] := {12, 768} tii[25,530] := {315} tii[25,531] := {405, 787} tii[25,532] := {502} tii[25,533] := {262, 590} tii[25,534] := {30, 891} tii[25,535] := {5, 726} tii[25,536] := {46, 936} tii[25,537] := {381, 609} tii[25,538] := {1, 633} tii[25,539] := {537, 711} tii[25,540] := {24, 853} tii[25,541] := {67, 916} tii[25,542] := {203} tii[25,543] := {110} tii[25,544] := {40, 836} tii[25,545] := {117, 975} tii[25,546] := {143} tii[25,547] := {252} tii[25,548] := {176} tii[25,549] := {65, 1014} tii[25,550] := {348} tii[25,551] := {135, 397} tii[25,552] := {230, 641} tii[25,553] := {161} tii[25,554] := {115, 646} tii[25,555] := {21, 876} tii[25,556] := {205} tii[25,557] := {171, 1024} tii[25,558] := {319} tii[25,559] := {120, 1072} tii[25,560] := {47, 984} tii[25,561] := {456} tii[25,562] := {195, 549} tii[25,563] := {333, 715} tii[25,564] := {244} tii[25,565] := {207, 513} tii[25,566] := {82, 322} tii[25,567] := {27, 917} tii[25,568] := {156, 1089} tii[25,569] := {138, 459} tii[25,570] := {275, 424} tii[25,571] := {382, 613} tii[25,572] := {61, 575} tii[25,573] := {476} tii[25,574] := {26, 861} tii[25,575] := {228} tii[25,576] := {341, 686} tii[25,577] := {237} tii[25,578] := {31, 524} tii[25,579] := {497, 881} tii[25,580] := {239, 1067} tii[25,581] := {323} tii[25,582] := {10, 783} tii[25,583] := {401} tii[25,584] := {56, 973} tii[25,585] := {14, 823} tii[25,586] := {103, 704} tii[25,587] := {595} tii[25,588] := {128, 402} tii[25,589] := {153, 763} tii[25,590] := {220, 1106} tii[25,591] := {13, 833} tii[25,592] := {204, 514} tii[25,593] := {473, 708} tii[25,594] := {351, 516} tii[25,595] := {6, 734} tii[25,596] := {80, 1004} tii[25,597] := {638, 807} tii[25,598] := {16, 438} tii[25,599] := {217, 667} tii[25,600] := {2, 642} tii[25,601] := {45, 932} tii[25,602] := {198} tii[25,603] := {206, 1022} tii[25,604] := {492} tii[25,605] := {97, 495} tii[25,606] := {278} tii[25,607] := {184, 1085} tii[25,608] := {288, 460} tii[25,609] := {35, 533} tii[25,610] := {569, 803} tii[25,611] := {290, 619} tii[25,612] := {78, 1001} tii[25,613] := {139} tii[25,614] := {91} tii[25,615] := {181} tii[25,616] := {269} tii[25,617] := {162, 541} tii[25,618] := {71, 688} tii[25,619] := {144} tii[25,620] := {240} tii[25,621] := {361} tii[25,622] := {132, 448} tii[25,623] := {250, 616} tii[25,624] := {87, 368} tii[25,625] := {296, 517} tii[25,626] := {386} tii[25,627] := {50, 767} tii[25,628] := {22, 843} tii[25,629] := {169} tii[25,630] := {314} tii[25,631] := {260, 589} tii[25,632] := {404, 786} tii[25,633] := {501} tii[25,634] := {33, 724} tii[25,635] := {95, 890} tii[25,636] := {28, 867} tii[25,637] := {140, 422} tii[25,638] := {380, 608} tii[25,639] := {535, 710} tii[25,640] := {17, 631} tii[25,641] := {126, 934} tii[25,642] := {8, 542} tii[25,643] := {79, 851} tii[25,644] := {268} tii[25,645] := {149, 591} tii[25,646] := {116} tii[25,647] := {276, 958} tii[25,648] := {400} tii[25,649] := {360} tii[25,650] := {63, 634} tii[25,651] := {254, 1050} tii[25,652] := {89, 336} tii[25,653] := {472, 707} tii[25,654] := {374, 558} tii[25,655] := {18, 445} tii[25,656] := {124, 930} tii[25,657] := {376, 717} tii[25,658] := {356} tii[25,659] := {421, 654} tii[25,660] := {185, 900} tii[25,661] := {29} tii[25,662] := {93} tii[25,663] := {42, 450} tii[25,664] := {53, 284} tii[25,665] := {3, 687} tii[25,666] := {170} tii[25,667] := {4, 736} tii[25,668] := {142, 423} tii[25,669] := {0, 544} tii[25,670] := {73} tii[25,671] := {52, 255} tii[25,672] := {7, 355} cell#196 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {802} tii[19,2] := {603, 947} tii[19,3] := {885} tii[19,4] := {466, 983} tii[19,5] := {781, 955} tii[19,6] := {830, 978} tii[19,7] := {602, 1005} tii[19,8] := {660, 1007} tii[19,9] := {737} tii[19,10] := {516, 907} tii[19,11] := {410} tii[19,12] := {833} tii[19,13] := {667} tii[19,14] := {517} tii[19,15] := {380, 961} tii[19,16] := {425, 861} tii[19,17] := {243, 595} tii[19,18] := {714, 921} tii[19,19] := {357, 692} tii[19,20] := {768, 956} tii[19,21] := {707} tii[19,22] := {336, 891} tii[19,23] := {638} tii[19,24] := {118, 709} tii[19,25] := {557, 826} tii[19,26] := {515, 997} tii[19,27] := {562, 701} tii[19,28] := {191, 791} tii[19,29] := {629, 882} tii[19,30] := {578, 1003} tii[19,31] := {387, 931} tii[19,32] := {307, 893} tii[19,33] := {468, 960} tii[19,34] := {801} tii[19,35] := {294, 946} tii[19,36] := {678, 889} tii[19,37] := {730, 937} tii[19,38] := {739} tii[19,39] := {220, 909} tii[19,40] := {681} tii[19,41] := {60, 742} tii[19,42] := {423, 990} tii[19,43] := {601, 841} tii[19,44] := {106, 814} tii[19,45] := {608, 733} tii[19,46] := {491, 1000} tii[19,47] := {659, 900} tii[19,48] := {255, 948} tii[19,49] := {520, 808} tii[19,50] := {440, 751} tii[19,51] := {184, 912} tii[19,52] := {318, 971} tii[19,53] := {584, 871} tii[19,54] := {545, 918} tii[19,55] := {379, 1002} tii[19,56] := {458, 1006} tii[19,57] := {296, 991} tii[19,58] := {222, 976} tii[19,59] := {374, 1001} tii[19,60] := {301, 993} tii[19,61] := {502} tii[19,62] := {738} tii[19,63] := {518, 908} tii[19,64] := {605} tii[19,65] := {325, 674} tii[19,66] := {450, 757} tii[19,67] := {774} tii[19,68] := {426, 930} tii[19,69] := {716} tii[19,70] := {174, 777} tii[19,71] := {640, 879} tii[19,72] := {646, 770} tii[19,73] := {271, 850} tii[19,74] := {703, 925} tii[19,75] := {474, 964} tii[19,76] := {552, 982} tii[19,77] := {393, 933} tii[19,78] := {321} tii[19,79] := {590} tii[19,80] := {587} tii[19,81] := {171, 508} tii[19,82] := {682} tii[19,83] := {424} tii[19,84] := {335, 809} tii[19,85] := {413, 745} tii[19,86] := {268, 620} tii[19,87] := {537, 817} tii[19,88] := {666} tii[19,89] := {834} tii[19,90] := {241} tii[19,91] := {634} tii[19,92] := {748} tii[19,93] := {592} tii[19,94] := {173} tii[19,95] := {717, 922} tii[19,96] := {253, 843} tii[19,97] := {556} tii[19,98] := {75, 635} tii[19,99] := {783} tii[19,100] := {149, 838} tii[19,101] := {119, 420} tii[19,102] := {381, 962} tii[19,103] := {337} tii[19,104] := {323, 807} tii[19,105] := {471, 766} tii[19,106] := {143, 270} tii[19,107] := {689} tii[19,108] := {771, 957} tii[19,109] := {476, 628} tii[19,110] := {128, 727} tii[19,111] := {721, 832} tii[19,112] := {226, 897} tii[19,113] := {192, 540} tii[19,114] := {448, 870} tii[19,115] := {549, 829} tii[19,116] := {417, 860} tii[19,117] := {79, 470} tii[19,118] := {641, 890} tii[19,119] := {303, 892} tii[19,120] := {431, 985} tii[19,121] := {388} tii[19,122] := {58, 390} tii[19,123] := {568, 846} tii[19,124] := {534, 915} tii[19,125] := {229, 847} tii[19,126] := {383, 927} tii[19,127] := {308, 469} tii[19,128] := {499, 996} tii[19,129] := {350, 966} tii[19,130] := {131, 571} tii[19,131] := {704, 938} tii[19,132] := {168, 664} tii[19,133] := {661, 970} tii[19,134] := {591} tii[19,135] := {842} tii[19,136] := {513} tii[19,137] := {46, 593} tii[19,138] := {181, 810} tii[19,139] := {217, 888} tii[19,140] := {422, 713} tii[19,141] := {81, 690} tii[19,142] := {433, 576} tii[19,143] := {784, 883} tii[19,144] := {300, 936} tii[19,145] := {490, 795} tii[19,146] := {522, 998} tii[19,147] := {26, 510} tii[19,148] := {338, 676} tii[19,149] := {228, 863} tii[19,150] := {428} tii[19,151] := {293, 928} tii[19,152] := {719, 923} tii[19,153] := {15, 438} tii[19,154] := {586, 1004} tii[19,155] := {260, 614} tii[19,156] := {442, 987} tii[19,157] := {164, 811} tii[19,158] := {302, 906} tii[19,159] := {50, 622} tii[19,160] := {382, 967} tii[19,161] := {347, 496} tii[19,162] := {405, 759} tii[19,163] := {275, 459} tii[19,164] := {73, 697} tii[19,165] := {368, 822} tii[19,166] := {547, 994} tii[19,167] := {182, 911} tii[19,168] := {525, 999} tii[19,169] := {125, 865} tii[19,170] := {239, 945} tii[19,171] := {202, 919} tii[19,172] := {85, 819} tii[19,173] := {501} tii[19,174] := {604} tii[19,175] := {324, 673} tii[19,176] := {449, 756} tii[19,177] := {588} tii[19,178] := {322} tii[19,179] := {773} tii[19,180] := {679} tii[19,181] := {505} tii[19,182] := {427} tii[19,183] := {175, 509} tii[19,184] := {246} tii[19,185] := {295, 929} tii[19,186] := {242, 743} tii[19,187] := {639, 878} tii[19,188] := {715} tii[19,189] := {99, 776} tii[19,190] := {616} tii[19,191] := {272, 621} tii[19,192] := {214, 360} tii[19,193] := {356, 815} tii[19,194] := {702, 924} tii[19,195] := {645, 769} tii[19,196] := {158, 849} tii[19,197] := {329, 803} tii[19,198] := {123, 555} tii[19,199] := {475} tii[19,200] := {558, 839} tii[19,201] := {340, 963} tii[19,202] := {96, 479} tii[19,203] := {444, 866} tii[19,204] := {394, 553} tii[19,205] := {194, 655} tii[19,206] := {480, 787} tii[19,207] := {407, 981} tii[19,208] := {262, 932} tii[19,209] := {630, 898} tii[19,210] := {237, 736} tii[19,211] := {579, 941} tii[19,212] := {668} tii[19,213] := {503} tii[19,214] := {326} tii[19,215] := {599} tii[19,216] := {782} tii[19,217] := {600} tii[19,218] := {35, 671} tii[19,219] := {416} tii[19,220] := {153, 862} tii[19,221] := {514, 780} tii[19,222] := {172, 672} tii[19,223] := {148, 837} tii[19,224] := {291, 451} tii[19,225] := {66, 754} tii[19,226] := {523, 658} tii[19,227] := {533} tii[19,228] := {577, 853} tii[19,229] := {269, 755} tii[19,230] := {720, 831} tii[19,231] := {225, 896} tii[19,232] := {429, 746} tii[19,233] := {559} tii[19,234] := {330} tii[19,235] := {249, 740} tii[19,236] := {78, 636} tii[19,237] := {473, 779} tii[19,238] := {430, 984} tii[19,239] := {17, 597} tii[19,240] := {218, 886} tii[19,241] := {521} tii[19,242] := {183, 910} tii[19,243] := {211, 528} tii[19,244] := {481, 631} tii[19,245] := {348, 688} tii[19,246] := {644, 880} tii[19,247] := {12, 530} tii[19,248] := {353, 812} tii[19,249] := {498, 995} tii[19,250] := {497, 818} tii[19,251] := {349, 965} tii[19,252] := {40, 694} tii[19,253] := {445} tii[19,254] := {57, 566} tii[19,255] := {392, 725} tii[19,256] := {298, 934} tii[19,257] := {130, 728} tii[19,258] := {551, 852} tii[19,259] := {441, 585} tii[19,260] := {126, 864} tii[19,261] := {240, 944} tii[19,262] := {460, 874} tii[19,263] := {396, 580} tii[19,264] := {52, 762} tii[19,265] := {364, 546} tii[19,266] := {167, 799} tii[19,267] := {493, 904} tii[19,268] := {461, 979} tii[19,269] := {342, 677} tii[19,270] := {154, 949} tii[19,271] := {177, 775} tii[19,272] := {435, 986} tii[19,273] := {93, 648} tii[19,274] := {477, 767} tii[19,275] := {264, 615} tii[19,276] := {104, 913} tii[19,277] := {266, 848} tii[19,278] := {409, 760} tii[19,279] := {209, 972} tii[19,280] := {161, 953} tii[19,281] := {372, 823} tii[19,282] := {233, 854} tii[19,283] := {402, 926} tii[19,284] := {201, 544} tii[19,285] := {68, 872} tii[19,286] := {286, 877} tii[19,287] := {747} tii[19,288] := {98, 806} tii[19,289] := {157, 869} tii[19,290] := {683, 796} tii[19,291] := {36, 675} tii[19,292] := {606} tii[19,293] := {150, 859} tii[19,294] := {339, 973} tii[19,295] := {607, 845} tii[19,296] := {67, 758} tii[19,297] := {24, 613} tii[19,298] := {223, 914} tii[19,299] := {532, 665} tii[19,300] := {406, 988} tii[19,301] := {261, 950} tii[19,302] := {87, 821} tii[19,303] := {455, 625} tii[19,304] := {369, 969} tii[19,305] := {221, 974} tii[19,306] := {100, 805} tii[19,307] := {344, 975} tii[19,308] := {42, 684} tii[19,309] := {155, 951} tii[19,310] := {524, 789} tii[19,311] := {156, 868} tii[19,312] := {287, 989} tii[19,313] := {227, 977} tii[19,314] := {133, 873} tii[19,315] := {363, 696} tii[19,316] := {108, 916} tii[19,317] := {281, 943} tii[19,318] := {162, 954} tii[19,319] := {297, 992} tii[19,320] := {160, 952} tii[19,321] := {412} tii[19,322] := {519} tii[19,323] := {247, 596} tii[19,324] := {328} tii[19,325] := {361, 693} tii[19,326] := {292, 452} tii[19,327] := {179, 637} tii[19,328] := {561} tii[19,329] := {146, 567} tii[19,330] := {483, 633} tii[19,331] := {273, 729} tii[19,332] := {316, 800} tii[19,333] := {589} tii[19,334] := {170} tii[19,335] := {415} tii[19,336] := {76, 333} tii[19,337] := {117} tii[19,338] := {680} tii[19,339] := {506} tii[19,340] := {244, 744} tii[19,341] := {254} tii[19,342] := {129, 453} tii[19,343] := {92, 190} tii[19,344] := {378, 539} tii[19,345] := {617} tii[19,346] := {358, 816} tii[19,347] := {643} tii[19,348] := {331, 804} tii[19,349] := {122, 711} tii[19,350] := {48, 385} tii[19,351] := {560, 840} tii[19,352] := {304} tii[19,353] := {419} tii[19,354] := {80} tii[19,355] := {290, 612} tii[19,356] := {570, 706} tii[19,357] := {230, 384} tii[19,358] := {33, 305} tii[19,359] := {446, 867} tii[19,360] := {83, 484} tii[19,361] := {632, 899} tii[19,362] := {59, 132} tii[19,363] := {482, 788} tii[19,364] := {95, 650} tii[19,365] := {193, 793} tii[19,366] := {536} tii[19,367] := {581, 942} tii[19,368] := {114, 582} tii[19,369] := {236, 856} tii[19,370] := {487, 663} tii[19,371] := {39, 169} tii[19,372] := {27, 334} tii[19,373] := {250, 836} tii[19,374] := {257} tii[19,375] := {51, 454} tii[19,376] := {144, 723} tii[19,377] := {16, 259} tii[19,378] := {564, 828} tii[19,379] := {354, 895} tii[19,380] := {186, 320} tii[19,381] := {494, 959} tii[19,382] := {312, 902} tii[19,383] := {135, 283} tii[19,384] := {74, 548} tii[19,385] := {10, 198} tii[19,386] := {54, 627} tii[19,387] := {411} tii[19,388] := {245} tii[19,389] := {512} tii[19,390] := {504} tii[19,391] := {327} tii[19,392] := {116, 594} tii[19,393] := {213, 359} tii[19,394] := {443} tii[19,395] := {465, 619} tii[19,396] := {189, 691} tii[19,397] := {507} tii[19,398] := {47, 554} tii[19,399] := {124} tii[19,400] := {472} tii[19,401] := {176, 669} tii[19,402] := {718} tii[19,403] := {101, 778} tii[19,404] := {248} tii[19,405] := {386, 712} tii[19,406] := {141, 436} tii[19,407] := {376, 687} tii[19,408] := {97, 195} tii[19,409] := {391, 550} tii[19,410] := {618} tii[19,411] := {653, 772} tii[19,412] := {32, 478} tii[19,413] := {265, 752} tii[19,414] := {82, 654} tii[19,415] := {159, 851} tii[19,416] := {72, 724} tii[19,417] := {306, 651} tii[19,418] := {467, 794} tii[19,419] := {352} tii[19,420] := {204, 903} tii[19,421] := {65, 238} tii[19,422] := {113, 735} tii[19,423] := {572, 734} tii[19,424] := {401, 857} tii[19,425] := {309, 492} tii[19,426] := {341} tii[19,427] := {14, 421} tii[19,428] := {219, 887} tii[19,429] := {256, 598} tii[19,430] := {120, 708} tii[19,431] := {178} tii[19,432] := {647, 881} tii[19,433] := {94, 345} tii[19,434] := {55, 565} tii[19,435] := {111, 786} tii[19,436] := {263, 408} tii[19,437] := {288, 750} tii[19,438] := {185, 531} tii[19,439] := {389, 700} tii[19,440] := {7, 346} tii[19,441] := {187, 790} tii[19,442] := {28, 541} tii[19,443] := {299, 935} tii[19,444] := {319, 695} tii[19,445] := {267} tii[19,446] := {200, 371} tii[19,447] := {38, 311} tii[19,448] := {485, 797} tii[19,449] := {282, 763} tii[19,450] := {165, 798} tii[19,451] := {314, 884} tii[19,452] := {279, 940} tii[19,453] := {462, 980} tii[19,454] := {134, 457} tii[19,455] := {45, 626} tii[19,456] := {3, 278} tii[19,457] := {234, 403} tii[19,458] := {207, 825} tii[19,459] := {29, 699} tii[19,460] := {138, 285} tii[19,461] := {77, 670} tii[19,462] := {31, 526} tii[19,463] := {163, 844} tii[19,464] := {343, 652} tii[19,465] := {127, 753} tii[19,466] := {365, 968} tii[19,467] := {112, 761} tii[19,468] := {196, 543} tii[19,469] := {9, 366} tii[19,470] := {235, 858} tii[19,471] := {140, 876} tii[19,472] := {53, 764} tii[19,473] := {414} tii[19,474] := {377, 538} tii[19,475] := {418} tii[19,476] := {180} tii[19,477] := {62, 710} tii[19,478] := {642} tii[19,479] := {289, 611} tii[19,480] := {147, 274} tii[19,481] := {535} tii[19,482] := {569, 705} tii[19,483] := {107, 792} tii[19,484] := {43, 649} tii[19,485] := {136, 855} tii[19,486] := {103, 317} tii[19,487] := {486, 662} tii[19,488] := {251} tii[19,489] := {151, 835} tii[19,490] := {8, 511} tii[19,491] := {432} tii[19,492] := {145, 437} tii[19,493] := {210, 685} tii[19,494] := {563, 827} tii[19,495] := {71, 722} tii[19,496] := {224, 894} tii[19,497] := {355} tii[19,498] := {21, 623} tii[19,499] := {351, 500} tii[19,500] := {5, 439} tii[19,501] := {64, 399} tii[19,502] := {395, 731} tii[19,503] := {313, 495} tii[19,504] := {280, 463} tii[19,505] := {199, 901} tii[19,506] := {30, 698} tii[19,507] := {370, 958} tii[19,508] := {2, 367} tii[19,509] := {22, 765} tii[19,510] := {206, 375} tii[19,511] := {61, 741} tii[19,512] := {23, 609} tii[19,513] := {434, 726} tii[19,514] := {142, 610} tii[19,515] := {110, 785} tii[19,516] := {105, 813} tii[19,517] := {277, 939} tii[19,518] := {276, 624} tii[19,519] := {86, 820} tii[19,520] := {6, 456} tii[19,521] := {37, 488} tii[19,522] := {310, 657} tii[19,523] := {203, 905} tii[19,524] := {139, 464} tii[19,525] := {109, 920} tii[19,526] := {41, 824} tii[19,527] := {70, 749} tii[19,528] := {197, 917} tii[19,529] := {13, 542} tii[19,530] := {69, 875} tii[19,531] := {252} tii[19,532] := {216, 362} tii[19,533] := {152, 404} tii[19,534] := {332} tii[19,535] := {49} tii[19,536] := {215, 529} tii[19,537] := {34, 84} tii[19,538] := {447} tii[19,539] := {102, 489} tii[19,540] := {400, 583} tii[19,541] := {20, 115} tii[19,542] := {11, 90} tii[19,543] := {121} tii[19,544] := {56, 258} tii[19,545] := {212, 686} tii[19,546] := {188} tii[19,547] := {19, 232} tii[19,548] := {63, 574} tii[19,549] := {397, 732} tii[19,550] := {166, 315} tii[19,551] := {89, 208} tii[19,552] := {4, 137} tii[19,553] := {91, 527} tii[19,554] := {18, 398} tii[19,555] := {44, 656} tii[19,556] := {231, 575} tii[19,557] := {88, 373} tii[19,558] := {1, 205} tii[19,559] := {25, 573} tii[19,560] := {0, 284} cell#197 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {623} tii[25,2] := {683} tii[25,3] := {300, 912} tii[25,4] := {721} tii[25,5] := {587} tii[25,6] := {776} tii[25,7] := {483, 1020} tii[25,8] := {600, 1057} tii[25,9] := {474, 907} tii[25,10] := {818} tii[25,11] := {774} tii[25,12] := {869} tii[25,13] := {526, 863} tii[25,14] := {678, 1017} tii[25,15] := {648, 967} tii[25,16] := {791, 1053} tii[25,17] := {903} tii[25,18] := {951} tii[25,19] := {942} tii[25,20] := {842, 1015} tii[25,21] := {904, 1027} tii[25,22] := {924, 1049} tii[25,23] := {1010} tii[25,24] := {1042, 1043} tii[25,25] := {621} tii[25,26] := {224, 940} tii[25,27] := {682} tii[25,28] := {490} tii[25,29] := {391, 1040} tii[25,30] := {507, 1074} tii[25,31] := {383, 816} tii[25,32] := {159, 1008} tii[25,33] := {719} tii[25,34] := {680} tii[25,35] := {399} tii[25,36] := {68, 989} tii[25,37] := {775} tii[25,38] := {431, 770} tii[25,39] := {580, 952} tii[25,40] := {307, 1076} tii[25,41] := {118, 1046} tii[25,42] := {551, 884} tii[25,43] := {696, 1000} tii[25,44] := {415, 1097} tii[25,45] := {223, 1058} tii[25,46] := {814} tii[25,47] := {489} tii[25,48] := {160, 1075} tii[25,49] := {267, 578} tii[25,50] := {868} tii[25,51] := {857} tii[25,52] := {753, 950} tii[25,53] := {393, 1098} tii[25,54] := {247, 1105} tii[25,55] := {127, 1059} tii[25,56] := {359, 698} tii[25,57] := {815, 966} tii[25,58] := {844, 996} tii[25,59] := {509, 1110} tii[25,60] := {574} tii[25,61] := {468, 1111} tii[25,62] := {939} tii[25,63] := {379, 1116} tii[25,64] := {523, 703} tii[25,65] := {990, 991} tii[25,66] := {568, 1117} tii[25,67] := {666, 1119} tii[25,68] := {342, 909} tii[25,69] := {656} tii[25,70] := {740} tii[25,71] := {639} tii[25,72] := {372, 864} tii[25,73] := {531, 1018} tii[25,74] := {467, 968} tii[25,75] := {651, 1055} tii[25,76] := {263, 981} tii[25,77] := {750} tii[25,78] := {538} tii[25,79] := {196, 1013} tii[25,80] := {834} tii[25,81] := {826} tii[25,82] := {674, 918} tii[25,83] := {287, 771} tii[25,84] := {437, 1064} tii[25,85] := {281, 1071} tii[25,86] := {148, 982} tii[25,87] := {751, 920} tii[25,88] := {790, 977} tii[25,89] := {377, 885} tii[25,90] := {556, 1088} tii[25,91] := {628} tii[25,92] := {214, 860} tii[25,93] := {487, 1092} tii[25,94] := {911} tii[25,95] := {150, 821} tii[25,96] := {407, 1103} tii[25,97] := {559, 747} tii[25,98] := {961, 962} tii[25,99] := {293, 972} tii[25,100] := {605, 1104} tii[25,101] := {375, 1003} tii[25,102] := {713, 1113} tii[25,103] := {840} tii[25,104] := {739} tii[25,105] := {915} tii[25,106] := {577, 986} tii[25,107] := {841, 987} tii[25,108] := {695, 1034} tii[25,109] := {827} tii[25,110] := {486, 1037} tii[25,111] := {820} tii[25,112] := {406, 1068} tii[25,113] := {879, 880} tii[25,114] := {752, 921} tii[25,115] := {604, 1069} tii[25,116] := {659, 978} tii[25,117] := {712, 1094} tii[25,118] := {914} tii[25,119] := {964, 965} tii[25,120] := {896, 1021} tii[25,121] := {131} tii[25,122] := {354} tii[25,123] := {235} tii[25,124] := {331} tii[25,125] := {193} tii[25,126] := {225, 824} tii[25,127] := {202} tii[25,128] := {443} tii[25,129] := {491} tii[25,130] := {310} tii[25,131] := {392, 956} tii[25,132] := {112, 640} tii[25,133] := {283} tii[25,134] := {418} tii[25,135] := {508, 1007} tii[25,136] := {178, 714} tii[25,137] := {261} tii[25,138] := {299, 725} tii[25,139] := {536} tii[25,140] := {345} tii[25,141] := {227, 632} tii[25,142] := {586} tii[25,143] := {390} tii[25,144] := {346, 676} tii[25,145] := {485, 873} tii[25,146] := {453} tii[25,147] := {188, 547} tii[25,148] := {327, 706} tii[25,149] := {506} tii[25,150] := {454, 793} tii[25,151] := {602, 937} tii[25,152] := {478} tii[25,153] := {671} tii[25,154] := {565, 779} tii[25,155] := {597} tii[25,156] := {624, 797} tii[25,157] := {470, 690} tii[25,158] := {665, 854} tii[25,159] := {760, 761} tii[25,160] := {105, 983} tii[25,161] := {264} tii[25,162] := {167, 741} tii[25,163] := {313} tii[25,164] := {539} tii[25,165] := {38, 947} tii[25,166] := {273} tii[25,167] := {234, 1065} tii[25,168] := {394} tii[25,169] := {249, 810} tii[25,170] := {74, 1029} tii[25,171] := {366} tii[25,172] := {330, 1090} tii[25,173] := {510} tii[25,174] := {158, 1035} tii[25,175] := {340} tii[25,176] := {384, 822} tii[25,177] := {231, 832} tii[25,178] := {637} tii[25,179] := {433, 772} tii[25,180] := {398} tii[25,181] := {106, 1062} tii[25,182] := {432} tii[25,183] := {681} tii[25,184] := {306} tii[25,185] := {197, 482} tii[25,186] := {302, 733} tii[25,187] := {308, 1093} tii[25,188] := {20, 865} tii[25,189] := {581, 955} tii[25,190] := {481} tii[25,191] := {168, 744} tii[25,192] := {553, 886} tii[25,193] := {175, 1095} tii[25,194] := {81, 1036} tii[25,195] := {552} tii[25,196] := {325, 895} tii[25,197] := {414} tii[25,198] := {277, 603} tii[25,199] := {258, 644} tii[25,200] := {413, 801} tii[25,201] := {416, 1107} tii[25,202] := {43, 969} tii[25,203] := {599} tii[25,204] := {697, 1005} tii[25,205] := {349, 679} tii[25,206] := {479} tii[25,207] := {378, 1108} tii[25,208] := {388} tii[25,209] := {573} tii[25,210] := {661, 871} tii[25,211] := {37, 946} tii[25,212] := {766} tii[25,213] := {403, 963} tii[25,214] := {265, 593} tii[25,215] := {294, 1114} tii[25,216] := {429, 607} tii[25,217] := {457, 795} tii[25,218] := {567, 785} tii[25,219] := {503} tii[25,220] := {693} tii[25,221] := {25, 913} tii[25,222] := {722, 889} tii[25,223] := {471, 1115} tii[25,224] := {76, 1032} tii[25,225] := {757, 933} tii[25,226] := {570, 1118} tii[25,227] := {540, 709} tii[25,228] := {104, 1056} tii[25,229] := {848, 849} tii[25,230] := {129, 979} tii[25,231] := {427} tii[25,232] := {385, 828} tii[25,233] := {737} tii[25,234] := {352} tii[25,235] := {85, 1012} tii[25,236] := {525} tii[25,237] := {274, 1063} tii[25,238] := {576} tii[25,239] := {151, 579} tii[25,240] := {337, 742} tii[25,241] := {504, 893} tii[25,242] := {146, 1070} tii[25,243] := {57, 980} tii[25,244] := {647} tii[25,245] := {367, 1086} tii[25,246] := {694} tii[25,247] := {218, 699} tii[25,248] := {100, 673} tii[25,249] := {312, 1091} tii[25,250] := {859} tii[25,251] := {571} tii[25,252] := {49, 944} tii[25,253] := {669} tii[25,254] := {754, 953} tii[25,255] := {435} tii[25,256] := {428, 781} tii[25,257] := {592, 959} tii[25,258] := {819, 971} tii[25,259] := {58, 626} tii[25,260] := {243, 1101} tii[25,261] := {789} tii[25,262] := {94, 1030} tii[25,263] := {32, 908} tii[25,264] := {370, 557} tii[25,265] := {154, 799} tii[25,266] := {420, 1102} tii[25,267] := {691} tii[25,268] := {663, 878} tii[25,269] := {845, 1002} tii[25,270] := {15, 829} tii[25,271] := {125, 1052} tii[25,272] := {215, 856} tii[25,273] := {520, 1112} tii[25,274] := {738, 899} tii[25,275] := {928, 929} tii[25,276] := {530} tii[25,277] := {236, 1060} tii[25,278] := {764} tii[25,279] := {755, 957} tii[25,280] := {462, 653} tii[25,281] := {173, 1080} tii[25,282] := {883} tii[25,283] := {332, 1081} tii[25,284] := {373, 718} tii[25,285] := {426, 1099} tii[25,286] := {997, 998} tii[25,287] := {123, 1048} tii[25,288] := {522, 1077} tii[25,289] := {191} tii[25,290] := {441} tii[25,291] := {111, 777} tii[25,292] := {201} tii[25,293] := {309} tii[25,294] := {177, 850} tii[25,295] := {282} tii[25,296] := {417} tii[25,297] := {259} tii[25,298] := {298, 723} tii[25,299] := {534} tii[25,300] := {343} tii[25,301] := {164, 866} tii[25,302] := {39, 922} tii[25,303] := {585} tii[25,304] := {232} tii[25,305] := {389} tii[25,306] := {344, 675} tii[25,307] := {226, 630} tii[25,308] := {484, 872} tii[25,309] := {451} tii[25,310] := {113, 780} tii[25,311] := {75, 993} tii[25,312] := {245, 925} tii[25,313] := {328} tii[25,314] := {505} tii[25,315] := {452, 792} tii[25,316] := {187, 546} tii[25,317] := {326, 705} tii[25,318] := {601, 935} tii[25,319] := {477} tii[25,320] := {304} tii[25,321] := {66, 988} tii[25,322] := {270, 583} tii[25,323] := {670} tii[25,324] := {564, 778} tii[25,325] := {316, 992} tii[25,326] := {596} tii[25,327] := {48, 941} tii[25,328] := {121, 1047} tii[25,329] := {192, 499} tii[25,330] := {410} tii[25,331] := {622, 796} tii[25,332] := {362, 701} tii[25,333] := {469, 689} tii[25,334] := {664, 852} tii[25,335] := {157, 1073} tii[25,336] := {442, 610} tii[25,337] := {758, 759} tii[25,338] := {190, 905} tii[25,339] := {338} tii[25,340] := {109, 948} tii[25,341] := {301, 730} tii[25,342] := {635} tii[25,343] := {440} tii[25,344] := {213, 677} tii[25,345] := {166} tii[25,346] := {134, 943} tii[25,347] := {430} tii[25,348] := {350, 1016} tii[25,349] := {480} tii[25,350] := {292, 794} tii[25,351] := {70, 874} tii[25,352] := {174, 994} tii[25,353] := {248} tii[25,354] := {257, 643} tii[25,355] := {412, 800} tii[25,356] := {96, 906} tii[25,357] := {208, 1028} tii[25,358] := {550} tii[25,359] := {458, 1051} tii[25,360] := {598} tii[25,361] := {152, 769} tii[25,362] := {199, 488} tii[25,363] := {107, 1038} tii[25,364] := {765} tii[25,365] := {475} tii[25,366] := {229} tii[25,367] := {572} tii[25,368] := {660, 870} tii[25,369] := {529} tii[25,370] := {396, 1061} tii[25,371] := {86, 858} tii[25,372] := {41, 923} tii[25,373] := {98, 727} tii[25,374] := {339, 684} tii[25,375] := {496, 877} tii[25,376] := {238, 1041} tii[25,377] := {720, 888} tii[25,378] := {219, 892} tii[25,379] := {130, 408} tii[25,380] := {324} tii[25,381] := {692} tii[25,382] := {179, 1084} tii[25,383] := {83, 1009} tii[25,384] := {279, 606} tii[25,385] := {321, 1082} tii[25,386] := {461, 652} tii[25,387] := {594} tii[25,388] := {566, 784} tii[25,389] := {756, 931} tii[25,390] := {60, 817} tii[25,391] := {147, 970} tii[25,392] := {512, 1083} tii[25,393] := {289, 938} tii[25,394] := {51, 949} tii[25,395] := {221, 1096} tii[25,396] := {636, 806} tii[25,397] := {353, 515} tii[25,398] := {34, 731} tii[25,399] := {186, 999} tii[25,400] := {846, 847} tii[25,401] := {615, 1100} tii[25,402] := {101, 672} tii[25,403] := {303} tii[25,404] := {311, 1011} tii[25,405] := {629} tii[25,406] := {668} tii[25,407] := {189, 494} tii[25,408] := {59, 625} tii[25,409] := {318, 1079} tii[25,410] := {662, 875} tii[25,411] := {409} tii[25,412] := {155, 798} tii[25,413] := {242, 1044} tii[25,414] := {788} tii[25,415] := {419, 1045} tii[25,416] := {560, 748} tii[25,417] := {216, 855} tii[25,418] := {295, 1109} tii[25,419] := {36, 532} tii[25,420] := {463, 813} tii[25,421] := {519, 1078} tii[25,422] := {439, 612} tii[25,423] := {926, 927} tii[25,424] := {183, 995} tii[25,425] := {291, 762} tii[25,426] := {618, 1039} tii[25,427] := {285} tii[25,428] := {562} tii[25,429] := {266, 830} tii[25,430] := {371} tii[25,431] := {436} tii[25,432] := {466} tii[25,433] := {211, 743} tii[25,434] := {365, 894} tii[25,435] := {555} tii[25,436] := {528} tii[25,437] := {136, 945} tii[25,438] := {434} tii[25,439] := {582, 835} tii[25,440] := {728} tii[25,441] := {286, 782} tii[25,442] := {447, 960} tii[25,443] := {650} tii[25,444] := {210, 1031} tii[25,445] := {99, 910} tii[25,446] := {657, 838} tii[25,447] := {554} tii[25,448] := {498, 745} tii[25,449] := {700, 901} tii[25,450] := {62, 831} tii[25,451] := {256, 1054} tii[25,452] := {563, 749} tii[25,453] := {808, 809} tii[25,454] := {729} tii[25,455] := {347} tii[25,456] := {395, 985} tii[25,457] := {627} tii[25,458] := {212, 685} tii[25,459] := {357, 1023} tii[25,460] := {588, 837} tii[25,461] := {658, 839} tii[25,462] := {320, 1025} tii[25,463] := {455} tii[25,464] := {746} tii[25,465] := {511, 1026} tii[25,466] := {561, 902} tii[25,467] := {102, 732} tii[25,468] := {335, 1087} tii[25,469] := {464, 655} tii[25,470] := {897, 898} tii[25,471] := {614, 1066} tii[25,472] := {253, 976} tii[25,473] := {465, 812} tii[25,474] := {716, 1019} tii[25,475] := {527} tii[25,476] := {493, 919} tii[25,477] := {649} tii[25,478] := {334, 1033} tii[25,479] := {804, 805} tii[25,480] := {811, 954} tii[25,481] := {54} tii[25,482] := {77} tii[25,483] := {90} tii[25,484] := {137} tii[25,485] := {69, 545} tii[25,486] := {55} tii[25,487] := {209} tii[25,488] := {122} tii[25,489] := {119, 620} tii[25,490] := {200} tii[25,491] := {108, 446} tii[25,492] := {172} tii[25,493] := {280} tii[25,494] := {180, 521} tii[25,495] := {84, 358} tii[25,496] := {222, 425} tii[25,497] := {141} tii[25,498] := {165, 735} tii[25,499] := {233} tii[25,500] := {9, 773} tii[25,501] := {92} tii[25,502] := {182} tii[25,503] := {114, 645} tii[25,504] := {246, 802} tii[25,505] := {329} tii[25,506] := {23, 887} tii[25,507] := {271} tii[25,508] := {272, 584} tii[25,509] := {19, 862} tii[25,510] := {163, 543} tii[25,511] := {305} tii[25,512] := {145} tii[25,513] := {241} tii[25,514] := {317, 882} tii[25,515] := {72, 548} tii[25,516] := {11, 825} tii[25,517] := {44, 974} tii[25,518] := {363} tii[25,519] := {364, 702} tii[25,520] := {411} tii[25,521] := {133, 449} tii[25,522] := {251, 617} tii[25,523] := {194, 500} tii[25,524] := {64, 1006} tii[25,525] := {88, 369} tii[25,526] := {444, 611} tii[25,527] := {297, 518} tii[25,528] := {387} tii[25,529] := {12, 768} tii[25,530] := {315} tii[25,531] := {405, 787} tii[25,532] := {502} tii[25,533] := {262, 590} tii[25,534] := {30, 891} tii[25,535] := {5, 726} tii[25,536] := {46, 936} tii[25,537] := {381, 609} tii[25,538] := {1, 633} tii[25,539] := {537, 711} tii[25,540] := {24, 853} tii[25,541] := {67, 916} tii[25,542] := {203} tii[25,543] := {110} tii[25,544] := {40, 836} tii[25,545] := {117, 975} tii[25,546] := {143} tii[25,547] := {252} tii[25,548] := {176} tii[25,549] := {65, 1014} tii[25,550] := {348} tii[25,551] := {135, 397} tii[25,552] := {230, 641} tii[25,553] := {161} tii[25,554] := {115, 646} tii[25,555] := {21, 876} tii[25,556] := {205} tii[25,557] := {171, 1024} tii[25,558] := {319} tii[25,559] := {120, 1072} tii[25,560] := {47, 984} tii[25,561] := {456} tii[25,562] := {195, 549} tii[25,563] := {333, 715} tii[25,564] := {244} tii[25,565] := {207, 513} tii[25,566] := {82, 322} tii[25,567] := {27, 917} tii[25,568] := {156, 1089} tii[25,569] := {138, 459} tii[25,570] := {275, 424} tii[25,571] := {382, 613} tii[25,572] := {61, 575} tii[25,573] := {476} tii[25,574] := {26, 861} tii[25,575] := {228} tii[25,576] := {341, 686} tii[25,577] := {237} tii[25,578] := {31, 524} tii[25,579] := {497, 881} tii[25,580] := {239, 1067} tii[25,581] := {323} tii[25,582] := {10, 783} tii[25,583] := {401} tii[25,584] := {56, 973} tii[25,585] := {14, 823} tii[25,586] := {103, 704} tii[25,587] := {595} tii[25,588] := {128, 402} tii[25,589] := {153, 763} tii[25,590] := {220, 1106} tii[25,591] := {13, 833} tii[25,592] := {204, 514} tii[25,593] := {473, 708} tii[25,594] := {351, 516} tii[25,595] := {6, 734} tii[25,596] := {80, 1004} tii[25,597] := {638, 807} tii[25,598] := {16, 438} tii[25,599] := {217, 667} tii[25,600] := {2, 642} tii[25,601] := {45, 932} tii[25,602] := {198} tii[25,603] := {206, 1022} tii[25,604] := {492} tii[25,605] := {97, 495} tii[25,606] := {278} tii[25,607] := {184, 1085} tii[25,608] := {288, 460} tii[25,609] := {35, 533} tii[25,610] := {569, 803} tii[25,611] := {290, 619} tii[25,612] := {78, 1001} tii[25,613] := {139} tii[25,614] := {91} tii[25,615] := {181} tii[25,616] := {269} tii[25,617] := {162, 541} tii[25,618] := {71, 688} tii[25,619] := {144} tii[25,620] := {240} tii[25,621] := {361} tii[25,622] := {132, 448} tii[25,623] := {250, 616} tii[25,624] := {87, 368} tii[25,625] := {296, 517} tii[25,626] := {386} tii[25,627] := {50, 767} tii[25,628] := {22, 843} tii[25,629] := {169} tii[25,630] := {314} tii[25,631] := {260, 589} tii[25,632] := {404, 786} tii[25,633] := {501} tii[25,634] := {33, 724} tii[25,635] := {95, 890} tii[25,636] := {28, 867} tii[25,637] := {140, 422} tii[25,638] := {380, 608} tii[25,639] := {535, 710} tii[25,640] := {17, 631} tii[25,641] := {126, 934} tii[25,642] := {8, 542} tii[25,643] := {79, 851} tii[25,644] := {268} tii[25,645] := {149, 591} tii[25,646] := {116} tii[25,647] := {276, 958} tii[25,648] := {400} tii[25,649] := {360} tii[25,650] := {63, 634} tii[25,651] := {254, 1050} tii[25,652] := {89, 336} tii[25,653] := {472, 707} tii[25,654] := {374, 558} tii[25,655] := {18, 445} tii[25,656] := {124, 930} tii[25,657] := {376, 717} tii[25,658] := {356} tii[25,659] := {421, 654} tii[25,660] := {185, 900} tii[25,661] := {29} tii[25,662] := {93} tii[25,663] := {42, 450} tii[25,664] := {53, 284} tii[25,665] := {3, 687} tii[25,666] := {170} tii[25,667] := {4, 736} tii[25,668] := {142, 423} tii[25,669] := {0, 544} tii[25,670] := {73} tii[25,671] := {52, 255} tii[25,672] := {7, 355} cell#198 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {802} tii[19,2] := {603, 947} tii[19,3] := {885} tii[19,4] := {466, 983} tii[19,5] := {781, 955} tii[19,6] := {830, 978} tii[19,7] := {602, 1005} tii[19,8] := {660, 1007} tii[19,9] := {737} tii[19,10] := {516, 907} tii[19,11] := {410} tii[19,12] := {833} tii[19,13] := {667} tii[19,14] := {517} tii[19,15] := {380, 961} tii[19,16] := {425, 861} tii[19,17] := {243, 595} tii[19,18] := {714, 921} tii[19,19] := {357, 692} tii[19,20] := {768, 956} tii[19,21] := {707} tii[19,22] := {336, 891} tii[19,23] := {638} tii[19,24] := {118, 709} tii[19,25] := {557, 826} tii[19,26] := {515, 997} tii[19,27] := {562, 701} tii[19,28] := {191, 791} tii[19,29] := {629, 882} tii[19,30] := {578, 1003} tii[19,31] := {387, 931} tii[19,32] := {307, 893} tii[19,33] := {468, 960} tii[19,34] := {801} tii[19,35] := {294, 946} tii[19,36] := {678, 889} tii[19,37] := {730, 937} tii[19,38] := {739} tii[19,39] := {220, 909} tii[19,40] := {681} tii[19,41] := {60, 742} tii[19,42] := {423, 990} tii[19,43] := {601, 841} tii[19,44] := {106, 814} tii[19,45] := {608, 733} tii[19,46] := {491, 1000} tii[19,47] := {659, 900} tii[19,48] := {255, 948} tii[19,49] := {520, 808} tii[19,50] := {440, 751} tii[19,51] := {184, 912} tii[19,52] := {318, 971} tii[19,53] := {584, 871} tii[19,54] := {545, 918} tii[19,55] := {379, 1002} tii[19,56] := {458, 1006} tii[19,57] := {296, 991} tii[19,58] := {222, 976} tii[19,59] := {374, 1001} tii[19,60] := {301, 993} tii[19,61] := {502} tii[19,62] := {738} tii[19,63] := {518, 908} tii[19,64] := {605} tii[19,65] := {325, 674} tii[19,66] := {450, 757} tii[19,67] := {774} tii[19,68] := {426, 930} tii[19,69] := {716} tii[19,70] := {174, 777} tii[19,71] := {640, 879} tii[19,72] := {646, 770} tii[19,73] := {271, 850} tii[19,74] := {703, 925} tii[19,75] := {474, 964} tii[19,76] := {552, 982} tii[19,77] := {393, 933} tii[19,78] := {321} tii[19,79] := {590} tii[19,80] := {587} tii[19,81] := {171, 508} tii[19,82] := {682} tii[19,83] := {424} tii[19,84] := {335, 809} tii[19,85] := {413, 745} tii[19,86] := {268, 620} tii[19,87] := {537, 817} tii[19,88] := {666} tii[19,89] := {834} tii[19,90] := {241} tii[19,91] := {634} tii[19,92] := {748} tii[19,93] := {592} tii[19,94] := {173} tii[19,95] := {717, 922} tii[19,96] := {253, 843} tii[19,97] := {556} tii[19,98] := {75, 635} tii[19,99] := {783} tii[19,100] := {149, 838} tii[19,101] := {119, 420} tii[19,102] := {381, 962} tii[19,103] := {337} tii[19,104] := {323, 807} tii[19,105] := {471, 766} tii[19,106] := {143, 270} tii[19,107] := {689} tii[19,108] := {771, 957} tii[19,109] := {476, 628} tii[19,110] := {128, 727} tii[19,111] := {721, 832} tii[19,112] := {226, 897} tii[19,113] := {192, 540} tii[19,114] := {448, 870} tii[19,115] := {549, 829} tii[19,116] := {417, 860} tii[19,117] := {79, 470} tii[19,118] := {641, 890} tii[19,119] := {303, 892} tii[19,120] := {431, 985} tii[19,121] := {388} tii[19,122] := {58, 390} tii[19,123] := {568, 846} tii[19,124] := {534, 915} tii[19,125] := {229, 847} tii[19,126] := {383, 927} tii[19,127] := {308, 469} tii[19,128] := {499, 996} tii[19,129] := {350, 966} tii[19,130] := {131, 571} tii[19,131] := {704, 938} tii[19,132] := {168, 664} tii[19,133] := {661, 970} tii[19,134] := {591} tii[19,135] := {842} tii[19,136] := {513} tii[19,137] := {46, 593} tii[19,138] := {181, 810} tii[19,139] := {217, 888} tii[19,140] := {422, 713} tii[19,141] := {81, 690} tii[19,142] := {433, 576} tii[19,143] := {784, 883} tii[19,144] := {300, 936} tii[19,145] := {490, 795} tii[19,146] := {522, 998} tii[19,147] := {26, 510} tii[19,148] := {338, 676} tii[19,149] := {228, 863} tii[19,150] := {428} tii[19,151] := {293, 928} tii[19,152] := {719, 923} tii[19,153] := {15, 438} tii[19,154] := {586, 1004} tii[19,155] := {260, 614} tii[19,156] := {442, 987} tii[19,157] := {164, 811} tii[19,158] := {302, 906} tii[19,159] := {50, 622} tii[19,160] := {382, 967} tii[19,161] := {347, 496} tii[19,162] := {405, 759} tii[19,163] := {275, 459} tii[19,164] := {73, 697} tii[19,165] := {368, 822} tii[19,166] := {547, 994} tii[19,167] := {182, 911} tii[19,168] := {525, 999} tii[19,169] := {125, 865} tii[19,170] := {239, 945} tii[19,171] := {202, 919} tii[19,172] := {85, 819} tii[19,173] := {501} tii[19,174] := {604} tii[19,175] := {324, 673} tii[19,176] := {449, 756} tii[19,177] := {588} tii[19,178] := {322} tii[19,179] := {773} tii[19,180] := {679} tii[19,181] := {505} tii[19,182] := {427} tii[19,183] := {175, 509} tii[19,184] := {246} tii[19,185] := {295, 929} tii[19,186] := {242, 743} tii[19,187] := {639, 878} tii[19,188] := {715} tii[19,189] := {99, 776} tii[19,190] := {616} tii[19,191] := {272, 621} tii[19,192] := {214, 360} tii[19,193] := {356, 815} tii[19,194] := {702, 924} tii[19,195] := {645, 769} tii[19,196] := {158, 849} tii[19,197] := {329, 803} tii[19,198] := {123, 555} tii[19,199] := {475} tii[19,200] := {558, 839} tii[19,201] := {340, 963} tii[19,202] := {96, 479} tii[19,203] := {444, 866} tii[19,204] := {394, 553} tii[19,205] := {194, 655} tii[19,206] := {480, 787} tii[19,207] := {407, 981} tii[19,208] := {262, 932} tii[19,209] := {630, 898} tii[19,210] := {237, 736} tii[19,211] := {579, 941} tii[19,212] := {668} tii[19,213] := {503} tii[19,214] := {326} tii[19,215] := {599} tii[19,216] := {782} tii[19,217] := {600} tii[19,218] := {35, 671} tii[19,219] := {416} tii[19,220] := {153, 862} tii[19,221] := {514, 780} tii[19,222] := {172, 672} tii[19,223] := {148, 837} tii[19,224] := {291, 451} tii[19,225] := {66, 754} tii[19,226] := {523, 658} tii[19,227] := {533} tii[19,228] := {577, 853} tii[19,229] := {269, 755} tii[19,230] := {720, 831} tii[19,231] := {225, 896} tii[19,232] := {429, 746} tii[19,233] := {559} tii[19,234] := {330} tii[19,235] := {249, 740} tii[19,236] := {78, 636} tii[19,237] := {473, 779} tii[19,238] := {430, 984} tii[19,239] := {17, 597} tii[19,240] := {218, 886} tii[19,241] := {521} tii[19,242] := {183, 910} tii[19,243] := {211, 528} tii[19,244] := {481, 631} tii[19,245] := {348, 688} tii[19,246] := {644, 880} tii[19,247] := {12, 530} tii[19,248] := {353, 812} tii[19,249] := {498, 995} tii[19,250] := {497, 818} tii[19,251] := {349, 965} tii[19,252] := {40, 694} tii[19,253] := {445} tii[19,254] := {57, 566} tii[19,255] := {392, 725} tii[19,256] := {298, 934} tii[19,257] := {130, 728} tii[19,258] := {551, 852} tii[19,259] := {441, 585} tii[19,260] := {126, 864} tii[19,261] := {240, 944} tii[19,262] := {460, 874} tii[19,263] := {396, 580} tii[19,264] := {52, 762} tii[19,265] := {364, 546} tii[19,266] := {167, 799} tii[19,267] := {493, 904} tii[19,268] := {461, 979} tii[19,269] := {342, 677} tii[19,270] := {154, 949} tii[19,271] := {177, 775} tii[19,272] := {435, 986} tii[19,273] := {93, 648} tii[19,274] := {477, 767} tii[19,275] := {264, 615} tii[19,276] := {104, 913} tii[19,277] := {266, 848} tii[19,278] := {409, 760} tii[19,279] := {209, 972} tii[19,280] := {161, 953} tii[19,281] := {372, 823} tii[19,282] := {233, 854} tii[19,283] := {402, 926} tii[19,284] := {201, 544} tii[19,285] := {68, 872} tii[19,286] := {286, 877} tii[19,287] := {747} tii[19,288] := {98, 806} tii[19,289] := {157, 869} tii[19,290] := {683, 796} tii[19,291] := {36, 675} tii[19,292] := {606} tii[19,293] := {150, 859} tii[19,294] := {339, 973} tii[19,295] := {607, 845} tii[19,296] := {67, 758} tii[19,297] := {24, 613} tii[19,298] := {223, 914} tii[19,299] := {532, 665} tii[19,300] := {406, 988} tii[19,301] := {261, 950} tii[19,302] := {87, 821} tii[19,303] := {455, 625} tii[19,304] := {369, 969} tii[19,305] := {221, 974} tii[19,306] := {100, 805} tii[19,307] := {344, 975} tii[19,308] := {42, 684} tii[19,309] := {155, 951} tii[19,310] := {524, 789} tii[19,311] := {156, 868} tii[19,312] := {287, 989} tii[19,313] := {227, 977} tii[19,314] := {133, 873} tii[19,315] := {363, 696} tii[19,316] := {108, 916} tii[19,317] := {281, 943} tii[19,318] := {162, 954} tii[19,319] := {297, 992} tii[19,320] := {160, 952} tii[19,321] := {412} tii[19,322] := {519} tii[19,323] := {247, 596} tii[19,324] := {328} tii[19,325] := {361, 693} tii[19,326] := {292, 452} tii[19,327] := {179, 637} tii[19,328] := {561} tii[19,329] := {146, 567} tii[19,330] := {483, 633} tii[19,331] := {273, 729} tii[19,332] := {316, 800} tii[19,333] := {589} tii[19,334] := {170} tii[19,335] := {415} tii[19,336] := {76, 333} tii[19,337] := {117} tii[19,338] := {680} tii[19,339] := {506} tii[19,340] := {244, 744} tii[19,341] := {254} tii[19,342] := {129, 453} tii[19,343] := {92, 190} tii[19,344] := {378, 539} tii[19,345] := {617} tii[19,346] := {358, 816} tii[19,347] := {643} tii[19,348] := {331, 804} tii[19,349] := {122, 711} tii[19,350] := {48, 385} tii[19,351] := {560, 840} tii[19,352] := {304} tii[19,353] := {419} tii[19,354] := {80} tii[19,355] := {290, 612} tii[19,356] := {570, 706} tii[19,357] := {230, 384} tii[19,358] := {33, 305} tii[19,359] := {446, 867} tii[19,360] := {83, 484} tii[19,361] := {632, 899} tii[19,362] := {59, 132} tii[19,363] := {482, 788} tii[19,364] := {95, 650} tii[19,365] := {193, 793} tii[19,366] := {536} tii[19,367] := {581, 942} tii[19,368] := {114, 582} tii[19,369] := {236, 856} tii[19,370] := {487, 663} tii[19,371] := {39, 169} tii[19,372] := {27, 334} tii[19,373] := {250, 836} tii[19,374] := {257} tii[19,375] := {51, 454} tii[19,376] := {144, 723} tii[19,377] := {16, 259} tii[19,378] := {564, 828} tii[19,379] := {354, 895} tii[19,380] := {186, 320} tii[19,381] := {494, 959} tii[19,382] := {312, 902} tii[19,383] := {135, 283} tii[19,384] := {74, 548} tii[19,385] := {10, 198} tii[19,386] := {54, 627} tii[19,387] := {411} tii[19,388] := {245} tii[19,389] := {512} tii[19,390] := {504} tii[19,391] := {327} tii[19,392] := {116, 594} tii[19,393] := {213, 359} tii[19,394] := {443} tii[19,395] := {465, 619} tii[19,396] := {189, 691} tii[19,397] := {507} tii[19,398] := {47, 554} tii[19,399] := {124} tii[19,400] := {472} tii[19,401] := {176, 669} tii[19,402] := {718} tii[19,403] := {101, 778} tii[19,404] := {248} tii[19,405] := {386, 712} tii[19,406] := {141, 436} tii[19,407] := {376, 687} tii[19,408] := {97, 195} tii[19,409] := {391, 550} tii[19,410] := {618} tii[19,411] := {653, 772} tii[19,412] := {32, 478} tii[19,413] := {265, 752} tii[19,414] := {82, 654} tii[19,415] := {159, 851} tii[19,416] := {72, 724} tii[19,417] := {306, 651} tii[19,418] := {467, 794} tii[19,419] := {352} tii[19,420] := {204, 903} tii[19,421] := {65, 238} tii[19,422] := {113, 735} tii[19,423] := {572, 734} tii[19,424] := {401, 857} tii[19,425] := {309, 492} tii[19,426] := {341} tii[19,427] := {14, 421} tii[19,428] := {219, 887} tii[19,429] := {256, 598} tii[19,430] := {120, 708} tii[19,431] := {178} tii[19,432] := {647, 881} tii[19,433] := {94, 345} tii[19,434] := {55, 565} tii[19,435] := {111, 786} tii[19,436] := {263, 408} tii[19,437] := {288, 750} tii[19,438] := {185, 531} tii[19,439] := {389, 700} tii[19,440] := {7, 346} tii[19,441] := {187, 790} tii[19,442] := {28, 541} tii[19,443] := {299, 935} tii[19,444] := {319, 695} tii[19,445] := {267} tii[19,446] := {200, 371} tii[19,447] := {38, 311} tii[19,448] := {485, 797} tii[19,449] := {282, 763} tii[19,450] := {165, 798} tii[19,451] := {314, 884} tii[19,452] := {279, 940} tii[19,453] := {462, 980} tii[19,454] := {134, 457} tii[19,455] := {45, 626} tii[19,456] := {3, 278} tii[19,457] := {234, 403} tii[19,458] := {207, 825} tii[19,459] := {29, 699} tii[19,460] := {138, 285} tii[19,461] := {77, 670} tii[19,462] := {31, 526} tii[19,463] := {163, 844} tii[19,464] := {343, 652} tii[19,465] := {127, 753} tii[19,466] := {365, 968} tii[19,467] := {112, 761} tii[19,468] := {196, 543} tii[19,469] := {9, 366} tii[19,470] := {235, 858} tii[19,471] := {140, 876} tii[19,472] := {53, 764} tii[19,473] := {414} tii[19,474] := {377, 538} tii[19,475] := {418} tii[19,476] := {180} tii[19,477] := {62, 710} tii[19,478] := {642} tii[19,479] := {289, 611} tii[19,480] := {147, 274} tii[19,481] := {535} tii[19,482] := {569, 705} tii[19,483] := {107, 792} tii[19,484] := {43, 649} tii[19,485] := {136, 855} tii[19,486] := {103, 317} tii[19,487] := {486, 662} tii[19,488] := {251} tii[19,489] := {151, 835} tii[19,490] := {8, 511} tii[19,491] := {432} tii[19,492] := {145, 437} tii[19,493] := {210, 685} tii[19,494] := {563, 827} tii[19,495] := {71, 722} tii[19,496] := {224, 894} tii[19,497] := {355} tii[19,498] := {21, 623} tii[19,499] := {351, 500} tii[19,500] := {5, 439} tii[19,501] := {64, 399} tii[19,502] := {395, 731} tii[19,503] := {313, 495} tii[19,504] := {280, 463} tii[19,505] := {199, 901} tii[19,506] := {30, 698} tii[19,507] := {370, 958} tii[19,508] := {2, 367} tii[19,509] := {22, 765} tii[19,510] := {206, 375} tii[19,511] := {61, 741} tii[19,512] := {23, 609} tii[19,513] := {434, 726} tii[19,514] := {142, 610} tii[19,515] := {110, 785} tii[19,516] := {105, 813} tii[19,517] := {277, 939} tii[19,518] := {276, 624} tii[19,519] := {86, 820} tii[19,520] := {6, 456} tii[19,521] := {37, 488} tii[19,522] := {310, 657} tii[19,523] := {203, 905} tii[19,524] := {139, 464} tii[19,525] := {109, 920} tii[19,526] := {41, 824} tii[19,527] := {70, 749} tii[19,528] := {197, 917} tii[19,529] := {13, 542} tii[19,530] := {69, 875} tii[19,531] := {252} tii[19,532] := {216, 362} tii[19,533] := {152, 404} tii[19,534] := {332} tii[19,535] := {49} tii[19,536] := {215, 529} tii[19,537] := {34, 84} tii[19,538] := {447} tii[19,539] := {102, 489} tii[19,540] := {400, 583} tii[19,541] := {20, 115} tii[19,542] := {11, 90} tii[19,543] := {121} tii[19,544] := {56, 258} tii[19,545] := {212, 686} tii[19,546] := {188} tii[19,547] := {19, 232} tii[19,548] := {63, 574} tii[19,549] := {397, 732} tii[19,550] := {166, 315} tii[19,551] := {89, 208} tii[19,552] := {4, 137} tii[19,553] := {91, 527} tii[19,554] := {18, 398} tii[19,555] := {44, 656} tii[19,556] := {231, 575} tii[19,557] := {88, 373} tii[19,558] := {1, 205} tii[19,559] := {25, 573} tii[19,560] := {0, 284} cell#199 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {639} tii[19,2] := {369, 693} tii[19,3] := {800} tii[19,4] := {233, 738} tii[19,5] := {648, 892} tii[19,6] := {712, 945} tii[19,7] := {409, 870} tii[19,8] := {491, 926} tii[19,9] := {727} tii[19,10] := {462, 771} tii[19,11] := {353} tii[19,12] := {865} tii[19,13] := {803} tii[19,14] := {651} tii[19,15] := {161, 813} tii[19,16] := {411, 840} tii[19,17] := {515, 516} tii[19,18] := {733, 936} tii[19,19] := {620, 621} tii[19,20] := {792, 974} tii[19,21] := {864} tii[19,22] := {506, 897} tii[19,23] := {798} tii[19,24] := {365, 689} tii[19,25] := {601, 935} tii[19,26] := {315, 919} tii[19,27] := {846, 847} tii[19,28] := {486, 787} tii[19,29] := {681, 973} tii[19,30] := {391, 959} tii[19,31] := {598, 933} tii[19,32] := {668, 889} tii[19,33] := {669, 971} tii[19,34] := {914} tii[19,35] := {232, 876} tii[19,36] := {808, 966} tii[19,37] := {858, 991} tii[19,38] := {949} tii[19,39] := {316, 922} tii[19,40] := {912} tii[19,41] := {198, 729} tii[19,42] := {408, 953} tii[19,43] := {765, 985} tii[19,44] := {296, 823} tii[19,45] := {939, 940} tii[19,46] := {489, 982} tii[19,47] := {828, 1001} tii[19,48] := {405, 952} tii[19,49] := {832, 997} tii[19,50] := {880, 983} tii[19,51] := {473, 916} tii[19,52] := {474, 981} tii[19,53] := {881, 1005} tii[19,54] := {923, 1007} tii[19,55] := {504, 977} tii[19,56] := {588, 996} tii[19,57] := {597, 992} tii[19,58] := {665, 975} tii[19,59] := {666, 1003} tii[19,60] := {741, 1006} tii[19,61] := {126} tii[19,62] := {544} tii[19,63] := {283, 609} tii[19,64] := {370} tii[19,65] := {131, 248} tii[19,66] := {215, 347} tii[19,67] := {637} tii[19,68] := {204, 558} tii[19,69] := {554} tii[19,70] := {46, 277} tii[19,71] := {459, 767} tii[19,72] := {469, 626} tii[19,73] := {94, 386} tii[19,74] := {532, 855} tii[19,75] := {285, 647} tii[19,76] := {352, 759} tii[19,77] := {211, 572} tii[19,78] := {266} tii[19,79] := {726} tii[19,80] := {191} tii[19,81] := {421, 422} tii[19,82] := {463} tii[19,83] := {555} tii[19,84] := {318, 770} tii[19,85] := {197, 333} tii[19,86] := {525, 526} tii[19,87] := {295, 437} tii[19,88] := {267} tii[19,89] := {723} tii[19,90] := {190} tii[19,91] := {799} tii[19,92] := {556} tii[19,93] := {359} tii[19,94] := {124} tii[19,95] := {553, 834} tii[19,96] := {410, 839} tii[19,97] := {722} tii[19,98] := {278, 604} tii[19,99] := {650} tii[19,100] := {34, 364} tii[19,101] := {330, 331} tii[19,102] := {162, 654} tii[19,103] := {461} tii[19,104] := {130, 423} tii[19,105] := {505, 891} tii[19,106] := {176, 177} tii[19,107] := {480} tii[19,108] := {625, 906} tii[19,109] := {776, 777} tii[19,110] := {387, 706} tii[19,111] := {569, 715} tii[19,112] := {67, 485} tii[19,113] := {434, 435} tii[19,114] := {214, 527} tii[19,115] := {590, 944} tii[19,116] := {194, 512} tii[19,117] := {247, 420} tii[19,118] := {465, 768} tii[19,119] := {501, 890} tii[19,120] := {235, 732} tii[19,121] := {545} tii[19,122] := {180, 327} tii[19,123] := {376, 701} tii[19,124] := {292, 617} tii[19,125] := {573, 833} tii[19,126] := {574, 943} tii[19,127] := {613, 614} tii[19,128] := {312, 826} tii[19,129] := {165, 667} tii[19,130] := {346, 524} tii[19,131] := {540, 856} tii[19,132] := {440, 610} tii[19,133] := {441, 796} tii[19,134] := {863} tii[19,135] := {734} tii[19,136] := {797} tii[19,137] := {199, 548} tii[19,138] := {317, 812} tii[19,139] := {63, 456} tii[19,140] := {600, 934} tii[19,141] := {297, 673} tii[19,142] := {844, 845} tii[19,143] := {663, 793} tii[19,144] := {110, 585} tii[19,145] := {679, 972} tii[19,146] := {320, 806} tii[19,147] := {134, 454} tii[19,148] := {685, 963} tii[19,149] := {406, 869} tii[19,150] := {724} tii[19,151] := {102, 549} tii[19,152] := {567, 849} tii[19,153] := {92, 356} tii[19,154] := {404, 884} tii[19,155] := {748, 930} tii[19,156] := {238, 750} tii[19,157] := {475, 804} tii[19,158] := {476, 925} tii[19,159] := {218, 583} tii[19,160] := {168, 674} tii[19,161] := {779, 780} tii[19,162] := {749, 988} tii[19,163] := {711, 841} tii[19,164] := {306, 655} tii[19,165] := {815, 998} tii[19,166] := {307, 830} tii[19,167] := {503, 917} tii[19,168] := {322, 819} tii[19,169] := {577, 866} tii[19,170] := {578, 957} tii[19,171] := {661, 978} tii[19,172] := {490, 810} tii[19,173] := {269} tii[19,174] := {559} tii[19,175] := {276, 426} tii[19,176] := {385, 530} tii[19,177] := {355} tii[19,178] := {268} tii[19,179] := {801} tii[19,180] := {653} tii[19,181] := {452} tii[19,182] := {557} tii[19,183] := {424, 425} tii[19,184] := {188} tii[19,185] := {104, 739} tii[19,186] := {196, 518} tii[19,187] := {649, 893} tii[19,188] := {735} tii[19,189] := {15, 457} tii[19,190] := {581} tii[19,191] := {528, 529} tii[19,192] := {253, 254} tii[19,193] := {294, 623} tii[19,194] := {714, 946} tii[19,195] := {664, 794} tii[19,196] := {37, 586} tii[19,197] := {273, 606} tii[19,198] := {332, 514} tii[19,199] := {640} tii[19,200] := {561, 836} tii[19,201] := {163, 807} tii[19,202] := {258, 418} tii[19,203] := {382, 708} tii[19,204] := {702, 703} tii[19,205] := {436, 619} tii[19,206] := {471, 784} tii[19,207] := {228, 885} tii[19,208] := {106, 751} tii[19,209] := {634, 908} tii[19,210] := {536, 695} tii[19,211] := {537, 861} tii[19,212] := {913} tii[19,213] := {446} tii[19,214] := {265} tii[19,215] := {736} tii[19,216] := {809} tii[19,217] := {862} tii[19,218] := {132, 642} tii[19,219] := {547} tii[19,220] := {231, 875} tii[19,221] := {687, 965} tii[19,222] := {160, 608} tii[19,223] := {33, 552} tii[19,224] := {336, 337} tii[19,225] := {216, 754} tii[19,226] := {899, 900} tii[19,227] := {672} tii[19,228] := {761, 990} tii[19,229] := {242, 710} tii[19,230] := {747, 859} tii[19,231] := {66, 677} tii[19,232] := {764, 984} tii[19,233] := {725} tii[19,234] := {450} tii[19,235] := {230, 691} tii[19,236] := {279, 607} tii[19,237] := {507, 894} tii[19,238] := {234, 871} tii[19,239] := {83, 551} tii[19,240] := {60, 644} tii[19,241] := {802} tii[19,242] := {313, 918} tii[19,243] := {428, 429} tii[19,244] := {781, 782} tii[19,245] := {820, 962} tii[19,246] := {662, 903} tii[19,247] := {54, 448} tii[19,248] := {325, 789} tii[19,249] := {310, 927} tii[19,250] := {821, 1000} tii[19,251] := {164, 822} tii[19,252] := {149, 676} tii[19,253] := {579} tii[19,254] := {209, 511} tii[19,255] := {415, 853} tii[19,256] := {107, 756} tii[19,257] := {388, 709} tii[19,258] := {596, 947} tii[19,259] := {851, 852} tii[19,260] := {378, 868} tii[19,261] := {379, 958} tii[19,262] := {877, 1004} tii[19,263] := {716, 717} tii[19,264] := {223, 740} tii[19,265] := {791, 898} tii[19,266] := {496, 772} tii[19,267] := {497, 911} tii[19,268] := {224, 887} tii[19,269] := {686, 964} tii[19,270] := {407, 951} tii[19,271] := {314, 766} tii[19,272] := {236, 879} tii[19,273] := {287, 603} tii[19,274] := {509, 902} tii[19,275] := {752, 931} tii[19,276] := {477, 915} tii[19,277] := {416, 854} tii[19,278] := {753, 989} tii[19,279] := {478, 980} tii[19,280] := {566, 993} tii[19,281] := {817, 999} tii[19,282] := {592, 838} tii[19,283] := {593, 948} tii[19,284] := {680, 896} tii[19,285] := {390, 873} tii[19,286] := {743, 987} tii[19,287] := {872} tii[19,288] := {62, 646} tii[19,289] := {109, 758} tii[19,290] := {818, 909} tii[19,291] := {133, 645} tii[19,292] := {867} tii[19,293] := {101, 731} tii[19,294] := {319, 920} tii[19,295] := {746, 942} tii[19,296] := {217, 757} tii[19,297] := {91, 543} tii[19,298] := {167, 825} tii[19,299] := {904, 905} tii[19,300] := {402, 960} tii[19,301] := {237, 882} tii[19,302] := {304, 814} tii[19,303] := {857, 938} tii[19,304] := {305, 929} tii[19,305] := {502, 976} tii[19,306] := {157, 805} tii[19,307] := {321, 924} tii[19,308] := {142, 636} tii[19,309] := {575, 950} tii[19,310] := {688, 969} tii[19,311] := {239, 883} tii[19,312] := {576, 995} tii[19,313] := {660, 1002} tii[19,314] := {394, 874} tii[19,315] := {827, 967} tii[19,316] := {488, 921} tii[19,317] := {395, 961} tii[19,318] := {563, 994} tii[19,319] := {413, 956} tii[19,320] := {587, 954} tii[19,321] := {78} tii[19,322] := {284} tii[19,323] := {82, 173} tii[19,324] := {49} tii[19,325] := {148, 261} tii[19,326] := {25, 76} tii[19,327] := {47, 135} tii[19,328] := {372} tii[19,329] := {27, 93} tii[19,330] := {290, 445} tii[19,331] := {95, 219} tii[19,332] := {154, 308} tii[19,333] := {189} tii[19,334] := {125} tii[19,335] := {85} tii[19,336] := {245, 246} tii[19,337] := {77} tii[19,338] := {460} tii[19,339] := {271} tii[19,340] := {81, 329} tii[19,341] := {368} tii[19,342] := {344, 345} tii[19,343] := {115, 116} tii[19,344] := {51, 123} tii[19,345] := {380} tii[19,346] := {147, 433} tii[19,347] := {466} tii[19,348] := {128, 419} tii[19,349] := {23, 201} tii[19,350] := {172, 328} tii[19,351] := {371, 692} tii[19,352] := {449} tii[19,353] := {195} tii[19,354] := {45} tii[19,355] := {89, 181} tii[19,356] := {377, 541} tii[19,357] := {521, 522} tii[19,358] := {117, 244} tii[19,359] := {212, 523} tii[19,360] := {260, 432} tii[19,361] := {444, 790} tii[19,362] := {72, 73} tii[19,363] := {289, 612} tii[19,364] := {10, 145} tii[19,365] := {56, 299} tii[19,366] := {293} tii[19,367] := {349, 720} tii[19,368] := {348, 519} tii[19,369] := {99, 400} tii[19,370] := {301, 442} tii[19,371] := {42, 114} tii[19,372] := {113, 275} tii[19,373] := {80, 361} tii[19,374] := {546} tii[19,375] := {184, 384} tii[19,376] := {26, 207} tii[19,377] := {71, 192} tii[19,378] := {373, 698} tii[19,379] := {146, 482} tii[19,380] := {615, 616} tii[19,381] := {264, 684} tii[19,382] := {153, 493} tii[19,383] := {531, 697} tii[19,384] := {263, 464} tii[19,385] := {43, 137} tii[19,386] := {351, 564} tii[19,387] := {354} tii[19,388] := {187} tii[19,389] := {652} tii[19,390] := {136} tii[19,391] := {451} tii[19,392] := {103, 517} tii[19,393] := {251, 252} tii[19,394] := {580} tii[19,395] := {87, 186} tii[19,396] := {169, 622} tii[19,397] := {274} tii[19,398] := {200, 513} tii[19,399] := {79} tii[19,400] := {638} tii[19,401] := {159, 605} tii[19,402] := {562} tii[19,403] := {16, 280} tii[19,404] := {358} tii[19,405] := {412, 835} tii[19,406] := {338, 339} tii[19,407] := {141, 259} tii[19,408] := {119, 120} tii[19,409] := {699, 700} tii[19,410] := {383} tii[19,411] := {472, 635} tii[19,412] := {144, 417} tii[19,413] := {241, 707} tii[19,414] := {298, 618} tii[19,415] := {38, 389} tii[19,416] := {8, 210} tii[19,417] := {323, 783} tii[19,418] := {500, 907} tii[19,419] := {479} tii[19,420] := {69, 498} tii[19,421] := {74, 175} tii[19,422] := {398, 694} tii[19,423] := {393, 538} tii[19,424] := {399, 860} tii[19,425] := {627, 628} tii[19,426] := {641} tii[19,427] := {84, 363} tii[19,428] := {61, 453} tii[19,429] := {599, 932} tii[19,430] := {229, 690} tii[19,431] := {272} tii[19,432] := {468, 778} tii[19,433] := {256, 257} tii[19,434] := {208, 510} tii[19,435] := {18, 286} tii[19,436] := {704, 705} tii[19,437] := {88, 340} tii[19,438] := {670, 888} tii[19,439] := {414, 848} tii[19,440] := {55, 270} tii[19,441] := {324, 788} tii[19,442] := {150, 484} tii[19,443] := {108, 582} tii[19,444] := {671, 970} tii[19,445] := {381} tii[19,446] := {624, 775} tii[19,447] := {122, 249} tii[19,448] := {300, 629} tii[19,449] := {745, 986} tii[19,450] := {494, 769} tii[19,451] := {495, 910} tii[19,452] := {112, 591} tii[19,453] := {226, 763} tii[19,454] := {589, 837} tii[19,455] := {225, 560} tii[19,456] := {30, 203} tii[19,457] := {534, 535} tii[19,458] := {659, 968} tii[19,459] := {311, 658} tii[19,460] := {539, 696} tii[19,461] := {158, 643} tii[19,462] := {143, 447} tii[19,463] := {36, 374} tii[19,464] := {508, 901} tii[19,465] := {240, 755} tii[19,466] := {171, 682} tii[19,467] := {396, 737} tii[19,468] := {678, 895} tii[19,469] := {58, 281} tii[19,470] := {397, 886} tii[19,471] := {565, 955} tii[19,472] := {403, 742} tii[19,473] := {202} tii[19,474] := {139, 262} tii[19,475] := {362} tii[19,476] := {127} tii[19,477] := {6, 366} tii[19,478] := {657} tii[19,479] := {206, 343} tii[19,480] := {182, 183} tii[19,481] := {483} tii[19,482] := {571, 721} tii[19,483] := {19, 487} tii[19,484] := {1, 288} tii[19,485] := {39, 594} tii[19,486] := {121, 250} tii[19,487] := {492, 632} tii[19,488] := {360} tii[19,489] := {32, 550} tii[19,490] := {48, 455} tii[19,491] := {728} tii[19,492] := {341, 342} tii[19,493] := {140, 431} tii[19,494] := {568, 850} tii[19,495] := {7, 375} tii[19,496] := {65, 675} tii[19,497] := {481} tii[19,498] := {96, 584} tii[19,499] := {785, 786} tii[19,500] := {28, 357} tii[19,501] := {185, 335} tii[19,502] := {392, 719} tii[19,503] := {630, 631} tii[19,504] := {713, 843} tii[19,505] := {68, 683} tii[19,506] := {155, 656} tii[19,507] := {156, 831} tii[19,508] := {13, 282} tii[19,509] := {227, 744} tii[19,510] := {633, 774} tii[19,511] := {100, 730} tii[19,512] := {90, 542} tii[19,513] := {602, 941} tii[19,514] := {105, 520} tii[19,515] := {17, 470} tii[19,516] := {166, 824} tii[19,517] := {111, 762} tii[19,518] := {760, 937} tii[19,519] := {302, 811} tii[19,520] := {29, 367} tii[19,521] := {151, 427} tii[19,522] := {326, 795} tii[19,523] := {303, 928} tii[19,524] := {595, 842} tii[19,525] := {467, 979} tii[19,526] := {309, 816} tii[19,527] := {35, 570} tii[19,528] := {170, 829} tii[19,529] := {57, 458} tii[19,530] := {401, 878} tii[19,531] := {24} tii[19,532] := {11, 44} tii[19,533] := {3, 31} tii[19,534] := {129} tii[19,535] := {22} tii[19,536] := {53, 118} tii[19,537] := {40, 41} tii[19,538] := {213} tii[19,539] := {12, 59} tii[19,540] := {222, 350} tii[19,541] := {20, 70} tii[19,542] := {9, 50} tii[19,543] := {193} tii[19,544] := {178, 179} tii[19,545] := {52, 255} tii[19,546] := {291} tii[19,547] := {75, 174} tii[19,548] := {4, 98} tii[19,549] := {221, 533} tii[19,550] := {438, 439} tii[19,551] := {443, 611} tii[19,552] := {21, 86} tii[19,553] := {64, 430} tii[19,554] := {97, 334} tii[19,555] := {2, 152} tii[19,556] := {243, 718} tii[19,557] := {499, 773} tii[19,558] := {14, 138} tii[19,559] := {0, 220} tii[19,560] := {5, 205} cell#200 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {146} tii[24,2] := {203} tii[24,3] := {233} tii[24,4] := {174} tii[24,5] := {123} tii[24,6] := {226} tii[24,7] := {166} tii[24,8] := {249} tii[24,9] := {198} tii[24,10] := {176} tii[24,11] := {244} tii[24,12] := {213} tii[24,13] := {143} tii[24,14] := {261} tii[24,15] := {253} tii[24,16] := {238} tii[24,17] := {269} tii[24,18] := {273} tii[24,19] := {145} tii[24,20] := {89} tii[24,21] := {202} tii[24,22] := {135} tii[24,23] := {232} tii[24,24] := {173} tii[24,25] := {148} tii[24,26] := {60} tii[24,27] := {225} tii[24,28] := {189} tii[24,29] := {112} tii[24,30] := {104} tii[24,31] := {248} tii[24,32] := {87} tii[24,33] := {240} tii[24,34] := {55} tii[24,35] := {219} tii[24,36] := {133} tii[24,37] := {257} tii[24,38] := {153} tii[24,39] := {265} tii[24,40] := {197} tii[24,41] := {175} tii[24,42] := {243} tii[24,43] := {212} tii[24,44] := {142} tii[24,45] := {260} tii[24,46] := {149} tii[24,47] := {254} tii[24,48] := {239} tii[24,49] := {190} tii[24,50] := {113} tii[24,51] := {270} tii[24,52] := {208} tii[24,53] := {105} tii[24,54] := {274} tii[24,55] := {263} tii[24,56] := {251} tii[24,57] := {272} tii[24,58] := {237} tii[24,59] := {277} tii[24,60] := {279} tii[24,61] := {114} tii[24,62] := {59} tii[24,63] := {177} tii[24,64] := {103} tii[24,65] := {214} tii[24,66] := {144} tii[24,67] := {116} tii[24,68] := {37} tii[24,69] := {201} tii[24,70] := {159} tii[24,71] := {79} tii[24,72] := {71} tii[24,73] := {231} tii[24,74] := {57} tii[24,75] := {222} tii[24,76] := {33} tii[24,77] := {199} tii[24,78] := {101} tii[24,79] := {245} tii[24,80] := {124} tii[24,81] := {255} tii[24,82] := {172} tii[24,83] := {20} tii[24,84] := {147} tii[24,85] := {224} tii[24,86] := {44} tii[24,87] := {188} tii[24,88] := {111} tii[24,89] := {247} tii[24,90] := {117} tii[24,91] := {36} tii[24,92] := {241} tii[24,93] := {18} tii[24,94] := {220} tii[24,95] := {160} tii[24,96] := {80} tii[24,97] := {70} tii[24,98] := {258} tii[24,99] := {181} tii[24,100] := {73} tii[24,101] := {93} tii[24,102] := {266} tii[24,103] := {56} tii[24,104] := {252} tii[24,105] := {32} tii[24,106] := {100} tii[24,107] := {236} tii[24,108] := {264} tii[24,109] := {26} tii[24,110] := {217} tii[24,111] := {126} tii[24,112] := {271} tii[24,113] := {141} tii[24,114] := {278} tii[24,115] := {167} tii[24,116] := {138} tii[24,117] := {216} tii[24,118] := {169} tii[24,119] := {106} tii[24,120] := {235} tii[24,121] := {107} tii[24,122] := {234} tii[24,123] := {215} tii[24,124] := {140} tii[24,125] := {75} tii[24,126] := {250} tii[24,127] := {168} tii[24,128] := {51} tii[24,129] := {262} tii[24,130] := {76} tii[24,131] := {242} tii[24,132] := {109} tii[24,133] := {47} tii[24,134] := {221} tii[24,135] := {259} tii[24,136] := {206} tii[24,137] := {139} tii[24,138] := {31} tii[24,139] := {267} tii[24,140] := {157} tii[24,141] := {16} tii[24,142] := {275} tii[24,143] := {223} tii[24,144] := {200} tii[24,145] := {246} tii[24,146] := {179} tii[24,147] := {256} tii[24,148] := {156} tii[24,149] := {268} tii[24,150] := {276} tii[24,151] := {91} tii[24,152] := {137} tii[24,153] := {122} tii[24,154] := {90} tii[24,155] := {97} tii[24,156] := {165} tii[24,157] := {136} tii[24,158] := {120} tii[24,159] := {187} tii[24,160] := {83} tii[24,161] := {163} tii[24,162] := {182} tii[24,163] := {151} tii[24,164] := {38} tii[24,165] := {129} tii[24,166] := {192} tii[24,167] := {72} tii[24,168] := {58} tii[24,169] := {150} tii[24,170] := {99} tii[24,171] := {211} tii[24,172] := {34} tii[24,173] := {191} tii[24,174] := {115} tii[24,175] := {102} tii[24,176] := {92} tii[24,177] := {207} tii[24,178] := {125} tii[24,179] := {85} tii[24,180] := {230} tii[24,181] := {53} tii[24,182] := {131} tii[24,183] := {227} tii[24,184] := {46} tii[24,185] := {155} tii[24,186] := {171} tii[24,187] := {121} tii[24,188] := {9} tii[24,189] := {164} tii[24,190] := {98} tii[24,191] := {25} tii[24,192] := {19} tii[24,193] := {119} tii[24,194] := {67} tii[24,195] := {186} tii[24,196] := {8} tii[24,197] := {162} tii[24,198] := {82} tii[24,199] := {43} tii[24,200] := {63} tii[24,201] := {61} tii[24,202] := {180} tii[24,203] := {35} tii[24,204] := {118} tii[24,205] := {17} tii[24,206] := {69} tii[24,207] := {42} tii[24,208] := {210} tii[24,209] := {161} tii[24,210] := {81} tii[24,211] := {12} tii[24,212] := {40} tii[24,213] := {94} tii[24,214] := {204} tii[24,215] := {183} tii[24,216] := {74} tii[24,217] := {110} tii[24,218] := {48} tii[24,219] := {196} tii[24,220] := {30} tii[24,221] := {229} tii[24,222] := {50} tii[24,223] := {13} tii[24,224] := {6} tii[24,225] := {77} tii[24,226] := {228} tii[24,227] := {1} tii[24,228] := {96} tii[24,229] := {218} tii[24,230] := {64} tii[24,231] := {88} tii[24,232] := {134} tii[24,233] := {65} tii[24,234] := {86} tii[24,235] := {41} tii[24,236] := {158} tii[24,237] := {132} tii[24,238] := {54} tii[24,239] := {152} tii[24,240] := {39} tii[24,241] := {84} tii[24,242] := {23} tii[24,243] := {185} tii[24,244] := {130} tii[24,245] := {52} tii[24,246] := {21} tii[24,247] := {178} tii[24,248] := {154} tii[24,249] := {45} tii[24,250] := {28} tii[24,251] := {170} tii[24,252] := {49} tii[24,253] := {11} tii[24,254] := {209} tii[24,255] := {78} tii[24,256] := {27} tii[24,257] := {10} tii[24,258] := {108} tii[24,259] := {15} tii[24,260] := {205} tii[24,261] := {14} tii[24,262] := {195} tii[24,263] := {128} tii[24,264] := {7} tii[24,265] := {2} tii[24,266] := {95} tii[24,267] := {194} tii[24,268] := {193} tii[24,269] := {184} tii[24,270] := {127} tii[24,271] := {66} tii[24,272] := {68} tii[24,273] := {62} tii[24,274] := {24} tii[24,275] := {22} tii[24,276] := {29} tii[24,277] := {4} tii[24,278] := {3} tii[24,279] := {5} tii[24,280] := {0} cell#201 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {656} tii[17,2] := {345, 737} tii[17,3] := {232, 887} tii[17,4] := {778} tii[17,5] := {550} tii[17,6] := {298, 846} tii[17,7] := {409, 410, 664, 1028} tii[17,8] := {524, 525, 764, 1120} tii[17,9] := {886} tii[17,10] := {397, 949} tii[17,11] := {771} tii[17,12] := {251, 503, 624, 1027} tii[17,13] := {856, 857} tii[17,14] := {370, 601, 756, 1119} tii[17,15] := {499, 1025} tii[17,16] := {584, 585, 935, 1117} tii[17,17] := {322, 985} tii[17,18] := {890} tii[17,19] := {211, 950} tii[17,20] := {672} tii[17,21] := {516, 517, 786, 1102} tii[17,22] := {637, 638, 877, 1168} tii[17,23] := {287, 1065} tii[17,24] := {984} tii[17,25] := {617} tii[17,26] := {200, 980} tii[17,27] := {297, 1037} tii[17,28] := {883} tii[17,29] := {171, 394, 733, 1101} tii[17,30] := {437, 438, 728, 1154} tii[17,31] := {261, 262, 1045, 1046} tii[17,32] := {959, 960} tii[17,33] := {275, 483, 870, 1167} tii[17,34] := {596, 597, 827, 1202} tii[17,35] := {725} tii[17,36] := {543, 544, 832, 1189} tii[17,37] := {389, 1098} tii[17,38] := {427, 428, 922, 1145} tii[17,39] := {821, 822} tii[17,40] := {464, 465, 1022, 1164} tii[17,41] := {714, 715, 923, 1225} tii[17,42] := {799, 800, 1004, 1236} tii[17,43] := {1063} tii[17,44] := {396, 1108} tii[17,45] := {978} tii[17,46] := {250, 502, 836, 1152} tii[17,47] := {1041, 1042} tii[17,48] := {369, 599, 971, 1200} tii[17,49] := {926} tii[17,50] := {337, 610, 783, 1187} tii[17,51] := {498, 1151} tii[17,52] := {237, 652, 703, 1143} tii[17,53] := {582, 583, 1093, 1199} tii[17,54] := {1005, 1006} tii[17,55] := {474, 704, 924, 1223} tii[17,56] := {1073, 1074} tii[17,57] := {555, 803, 1001, 1234} tii[17,58] := {607, 1185} tii[17,59] := {697, 698, 1141, 1221} tii[17,60] := {790, 791, 1124, 1237} tii[17,61] := {777} tii[17,62] := {231, 1018} tii[17,63] := {139, 845} tii[17,64] := {549} tii[17,65] := {407, 408, 840, 1135} tii[17,66] := {522, 523, 932, 1180} tii[17,67] := {202, 1088} tii[17,68] := {885} tii[17,69] := {210, 948} tii[17,70] := {504} tii[17,71] := {130, 1017} tii[17,72] := {770} tii[17,73] := {102, 294, 623, 1026} tii[17,74] := {339, 340, 785, 1177} tii[17,75] := {854, 855} tii[17,76] := {184, 185, 1084, 1085} tii[17,77] := {196, 372, 755, 1118} tii[17,78] := {476, 477, 875, 1209} tii[17,79] := {611} tii[17,80] := {290, 1024} tii[17,81] := {433, 434, 888, 1207} tii[17,82] := {326, 327, 966, 1176} tii[17,83] := {358, 359, 934, 1116} tii[17,84] := {705, 706} tii[17,85] := {592, 593, 967, 1231} tii[17,86] := {676, 677, 1039, 1244} tii[17,87] := {133, 1140} tii[17,88] := {982} tii[17,89] := {395} tii[17,90] := {295, 1036} tii[17,91] := {78, 1087} tii[17,92] := {248, 249, 663, 1208} tii[17,93] := {881} tii[17,94] := {168, 393, 732, 1099} tii[17,95] := {119, 120, 1137, 1138} tii[17,96] := {367, 368, 762, 1232} tii[17,97] := {955, 956} tii[17,98] := {272, 481, 869, 1165} tii[17,99] := {39, 1060} tii[17,100] := {828} tii[17,101] := {243, 496, 660, 1148} tii[17,102] := {497} tii[17,103] := {335, 336, 774, 1229} tii[17,104] := {387, 1097} tii[17,105] := {156, 535, 578, 1090} tii[17,106] := {235, 236, 861, 1206} tii[17,107] := {580, 581} tii[17,108] := {64, 65, 1109, 1110} tii[17,109] := {460, 461, 1021, 1163} tii[17,110] := {914, 915} tii[17,111] := {362, 579, 823, 1196} tii[17,112] := {472, 473, 862, 1247} tii[17,113] := {104, 105, 1155, 1156} tii[17,114] := {993, 994} tii[17,115] := {442, 682, 906, 1215} tii[17,116] := {553, 554, 952, 1252} tii[17,117] := {246, 432, 884, 1243} tii[17,118] := {606} tii[17,119] := {492, 1147} tii[17,120] := {159, 325, 961, 1228} tii[17,121] := {695, 696} tii[17,122] := {365, 591, 962, 1255} tii[17,123] := {572, 573, 1089, 1195} tii[17,124] := {110, 230, 1033, 1210} tii[17,125] := {788, 789} tii[17,126] := {666, 667, 1062, 1218} tii[17,127] := {445, 675, 1034, 1257} tii[17,128] := {563, 779, 1094, 1259} tii[17,129] := {1064} tii[17,130] := {209, 1002} tii[17,131] := {979} tii[17,132] := {101, 439, 661, 1153} tii[17,133] := {1043, 1044} tii[17,134] := {195, 528, 824, 1201} tii[17,135] := {289, 1072} tii[17,136] := {927} tii[17,137] := {164, 538, 615, 1188} tii[17,138] := {93, 495, 630, 1144} tii[17,139] := {356, 357, 987, 1134} tii[17,140] := {1007, 1008} tii[17,141] := {268, 631, 730, 1224} tii[17,142] := {1075, 1076} tii[17,143] := {346, 741, 835, 1235} tii[17,144] := {829} tii[17,145] := {98, 501, 651, 1213} tii[17,146] := {385, 1131} tii[17,147] := {916, 917} tii[17,148] := {48, 386, 744, 1182} tii[17,149] := {192, 620, 745, 1241} tii[17,150] := {457, 458, 1066, 1175} tii[17,151] := {26, 286, 841, 1171} tii[17,152] := {547, 548, 1012, 1204} tii[17,153] := {995, 996} tii[17,154] := {258, 729, 842, 1250} tii[17,155] := {909, 1069} tii[17,156] := {349, 833, 936, 1254} tii[17,157] := {494, 1173} tii[17,158] := {576, 577, 1127, 1205} tii[17,159] := {670, 671, 1082, 1227} tii[17,160] := {557, 782, 1013, 1239} tii[17,161] := {155} tii[17,162] := {441} tii[17,163] := {167, 309} tii[17,164] := {271, 419} tii[17,165] := {233} tii[17,166] := {154, 773} tii[17,167] := {551} tii[17,168] := {333} tii[17,169] := {440} tii[17,170] := {100, 411} tii[17,171] := {307, 308, 546, 938} tii[17,172] := {92, 665} tii[17,173] := {470} tii[17,174] := {194, 526} tii[17,175] := {417, 418, 644, 1054} tii[17,176] := {147, 148, 571, 765} tii[17,177] := {163, 513} tii[17,178] := {220, 406, 447, 839} tii[17,179] := {539} tii[17,180] := {267, 634} tii[17,181] := {149, 306, 355, 752} tii[17,182] := {632, 633} tii[17,183] := {319, 521, 533, 974} tii[17,184] := {420, 421, 629, 880} tii[17,185] := {324} tii[17,186] := {203, 983} tii[17,187] := {152, 787} tii[17,188] := {674} tii[17,189] := {431} tii[17,190] := {505} tii[17,191] := {85, 519} tii[17,192] := {131, 882} tii[17,193] := {341, 342, 616, 1100} tii[17,194] := {224, 225, 694, 878} tii[17,195] := {590} tii[17,196] := {144, 640} tii[17,197] := {186, 187, 957, 958} tii[17,198] := {478, 479, 717, 1166} tii[17,199] := {655} tii[17,200] := {332} tii[17,201] := {138, 626} tii[17,202] := {172, 398, 515, 940} tii[17,203] := {435, 436, 724, 1149} tii[17,204] := {612} tii[17,205] := {77, 775} tii[17,206] := {316, 317, 570, 965} tii[17,207] := {750, 751} tii[17,208] := {218, 758} tii[17,209] := {328, 329, 819, 1091} tii[17,210] := {469} tii[17,211] := {126, 302, 405, 868} tii[17,212] := {276, 491, 636, 1056} tii[17,213] := {707, 708} tii[17,214] := {594, 595, 820, 1197} tii[17,215] := {117, 118, 863, 864} tii[17,216] := {647, 648} tii[17,217] := {380, 381, 739, 977} tii[17,218] := {678, 679, 911, 1216} tii[17,219] := {175, 176, 763, 953} tii[17,220] := {208, 735} tii[17,221] := {338, 542, 614, 1096} tii[17,222] := {721} tii[17,223] := {191, 400, 511, 964} tii[17,224] := {305, 872} tii[17,225] := {238, 426, 709, 1020} tii[17,226] := {475, 710, 713, 1162} tii[17,227] := {813, 814} tii[17,228] := {488, 489, 844, 1058} tii[17,229] := {900, 901} tii[17,230] := {556, 798, 809, 1192} tii[17,231] := {180, 321, 600, 943} tii[17,232] := {687, 688, 892, 1159} tii[17,233] := {424} tii[17,234] := {79, 1126} tii[17,235] := {796} tii[17,236] := {229, 897} tii[17,237] := {296} tii[17,238] := {540} tii[17,239] := {44, 628} tii[17,240] := {40, 1061} tii[17,241] := {169, 170, 545, 1190} tii[17,242] := {711} tii[17,243] := {312, 313, 810, 975} tii[17,244] := {87, 760} tii[17,245] := {67, 68, 1111, 1112} tii[17,246] := {273, 274, 642, 1226} tii[17,247] := {84, 736} tii[17,248] := {19, 1011} tii[17,249] := {129, 889} tii[17,250] := {429} tii[17,251] := {103, 299, 627, 1029} tii[17,252] := {388} tii[17,253] := {244, 245, 653, 1214} tii[17,254] := {776} tii[17,255] := {413, 414, 693, 1052} tii[17,256] := {143, 873} tii[17,257] := {182, 183, 968, 969} tii[17,258] := {865, 866} tii[17,259] := {157, 158, 746, 1183} tii[17,260] := {462, 463} tii[17,261] := {33, 34, 1079, 1080} tii[17,262] := {588} tii[17,263] := {74, 214, 512, 970} tii[17,264] := {197, 383, 759, 1121} tii[17,265] := {363, 364, 747, 1242} tii[17,266] := {54, 55, 1132, 1133} tii[17,267] := {252, 253, 876, 1040} tii[17,268] := {443, 444, 849, 1248} tii[17,269] := {766, 767} tii[17,270] := {282, 283, 847, 1059} tii[17,271] := {166, 334, 772, 1233} tii[17,272] := {830} tii[17,273] := {493} tii[17,274] := {391} tii[17,275] := {247, 500, 662, 1150} tii[17,276] := {8, 928} tii[17,277] := {137, 838} tii[17,278] := {95, 234, 858, 1211} tii[17,279] := {270, 471, 859, 1251} tii[17,280] := {353, 354, 619, 1115} tii[17,281] := {125, 301, 622, 1051} tii[17,282] := {918, 919} tii[17,283] := {160, 537, 586, 1092} tii[17,284] := {574, 575} tii[17,285] := {508} tii[17,286] := {217, 973} tii[17,287] := {366, 587, 825, 1198} tii[17,288] := {16, 17, 1009, 1010} tii[17,289] := {997, 998} tii[17,290] := {58, 153, 944, 1203} tii[17,291] := {343, 344, 826, 1105} tii[17,292] := {668, 669} tii[17,293] := {348, 552, 945, 1256} tii[17,294] := {718, 719} tii[17,295] := {378, 379, 947, 1123} tii[17,296] := {446, 691, 908, 1217} tii[17,297] := {28, 29, 1077, 1078} tii[17,298] := {111, 423, 482, 1032} tii[17,299] := {452, 657, 1023, 1258} tii[17,300] := {912, 913} tii[17,301] := {13, 51, 1003, 1130} tii[17,302] := {564, 565, 988, 1193} tii[17,303] := {99, 293, 723, 1212} tii[17,304] := {608} tii[17,305] := {207, 937} tii[17,306] := {190, 399, 731, 1113} tii[17,307] := {304, 1053} tii[17,308] := {49, 204, 817, 1181} tii[17,309] := {193, 403, 818, 1240} tii[17,310] := {699, 700} tii[17,311] := {27, 132, 904, 1170} tii[17,312] := {179, 534, 598, 1103} tii[17,313] := {259, 506, 905, 1249} tii[17,314] := {792, 793} tii[17,315] := {486, 487, 1035, 1169} tii[17,316] := {680, 895} tii[17,317] := {350, 613, 992, 1253} tii[17,318] := {685, 686, 1068, 1219} tii[17,319] := {15, 80, 802, 1128} tii[17,320] := {454, 727, 894, 1245} tii[17,321] := {323} tii[17,322] := {673} tii[17,323] := {151, 941} tii[17,324] := {430} tii[17,325] := {22, 518} tii[17,326] := {589} tii[17,327] := {222, 223, 853, 1016} tii[17,328] := {46, 639} tii[17,329] := {43, 625} tii[17,330] := {331} tii[17,331] := {53, 212, 514, 939} tii[17,332] := {654} tii[17,333] := {76, 933} tii[17,334] := {314, 315, 743, 1086} tii[17,335] := {86, 757} tii[17,336] := {748, 749} tii[17,337] := {468} tii[17,338] := {37, 140, 404, 867} tii[17,339] := {128, 285, 635, 1055} tii[17,340] := {115, 116, 1014, 1015} tii[17,341] := {645, 646} tii[17,342] := {173, 174, 931, 1083} tii[17,343] := {198, 199, 738, 976} tii[17,344] := {20, 981} tii[17,345] := {83, 734} tii[17,346] := {291} tii[17,347] := {720} tii[17,348] := {165, 390, 541, 1095} tii[17,349] := {73, 213, 510, 963} tii[17,350] := {263, 264, 692, 1139} tii[17,351] := {142, 871} tii[17,352] := {35, 36, 1047, 1048} tii[17,353] := {94, 425, 466, 1019} tii[17,354] := {401} tii[17,355] := {811, 812} tii[17,356] := {269, 467, 712, 1161} tii[17,357] := {254, 255, 874, 1136} tii[17,358] := {280, 281, 843, 1057} tii[17,359] := {59, 60, 1106, 1107} tii[17,360] := {898, 899} tii[17,361] := {602, 603} tii[17,362] := {347, 567, 797, 1191} tii[17,363] := {57, 320, 371, 942} tii[17,364] := {30, 97, 1038, 1146} tii[17,365] := {804, 805} tii[17,366] := {450, 451, 891, 1158} tii[17,367] := {722} tii[17,368] := {206} tii[17,369] := {52, 392, 609, 1186} tii[17,370] := {135, 837} tii[17,371] := {188, 189, 569, 1179} tii[17,372] := {815, 816} tii[17,373] := {122, 300, 621, 1049} tii[17,374] := {303} tii[17,375] := {215, 972} tii[17,376] := {24, 288, 701, 1142} tii[17,377] := {127, 509, 702, 1222} tii[17,378] := {902, 903} tii[17,379] := {10, 201, 794, 1125} tii[17,380] := {177, 178, 761, 1178} tii[17,381] := {484, 485} tii[17,382] := {107, 422, 480, 1030} tii[17,383] := {181, 618, 795, 1238} tii[17,384] := {374, 375, 946, 1122} tii[17,385] := {801, 991} tii[17,386] := {62, 161, 951, 1184} tii[17,387] := {683, 684} tii[17,388] := {559, 560, 986, 1194} tii[17,389] := {260, 726, 896, 1246} tii[17,390] := {3, 134, 681, 1067} tii[17,391] := {689, 893} tii[17,392] := {351, 780, 834, 1230} tii[17,393] := {82, 784} tii[17,394] := {72, 352, 536, 1114} tii[17,395] := {141, 925} tii[17,396] := {278, 279, 907, 1081} tii[17,397] := {56, 384, 527, 1104} tii[17,398] := {14, 205, 740, 1129} tii[17,399] := {448, 449, 929, 1174} tii[17,400] := {453, 659, 930, 1220} tii[17,401] := {106} tii[17,402] := {66, 150} tii[17,403] := {242} tii[17,404] := {50, 558} tii[17,405] := {121, 228} tii[17,406] := {361} tii[17,407] := {89, 90, 459, 650} tii[17,408] := {47, 146, 373, 531} tii[17,409] := {241} tii[17,410] := {41, 658} tii[17,411] := {71, 318} tii[17,412] := {226, 227, 456, 860} tii[17,413] := {360} tii[17,414] := {69, 70, 753, 754} tii[17,415] := {91, 221, 277, 649} tii[17,416] := {529, 530} tii[17,417] := {112, 113, 643, 852} tii[17,418] := {61, 162, 532, 742} tii[17,419] := {292} tii[17,420] := {2, 831} tii[17,421] := {45, 416} tii[17,422] := {265, 266, 507, 1050} tii[17,423] := {6, 7, 920, 921} tii[17,424] := {402} tii[17,425] := {256, 257, 716, 1031} tii[17,426] := {75, 219, 311, 769} tii[17,427] := {11, 12, 999, 1000} tii[17,428] := {604, 605} tii[17,429] := {4, 25, 910, 1071} tii[17,430] := {114, 240, 490, 851} tii[17,431] := {806, 807} tii[17,432] := {0, 21, 808, 990} tii[17,433] := {136} tii[17,434] := {23, 520} tii[17,435] := {123, 124, 455, 1160} tii[17,436] := {216} tii[17,437] := {108, 109, 641, 1157} tii[17,438] := {38, 145, 412, 879} tii[17,439] := {376, 377} tii[17,440] := {32, 96, 848, 1172} tii[17,441] := {561, 562} tii[17,442] := {63, 330, 382, 954} tii[17,443] := {5, 42, 690, 1070} tii[17,444] := {568, 781} tii[17,445] := {9, 415} tii[17,446] := {18, 88, 310, 768} tii[17,447] := {31, 239, 284, 850} tii[17,448] := {1, 81, 566, 989} cell#202 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {68} tii[24,2] := {138} tii[24,3] := {181} tii[24,4] := {108} tii[24,5] := {36} tii[24,6] := {174} tii[24,7] := {66} tii[24,8] := {209} tii[24,9] := {147} tii[24,10] := {107} tii[24,11] := {203} tii[24,12] := {141} tii[24,13] := {140} tii[24,14] := {229} tii[24,15] := {225} tii[24,16] := {202} tii[24,17] := {244} tii[24,18] := {256} tii[24,19] := {148} tii[24,20] := {70} tii[24,21] := {204} tii[24,22] := {105} tii[24,23] := {230} tii[24,24] := {183} tii[24,25] := {146} tii[24,26] := {44} tii[24,27] := {226} tii[24,28] := {178} tii[24,29] := {177} tii[24,30] := {76} tii[24,31] := {245} tii[24,32] := {80} tii[24,33] := {242} tii[24,34] := {115} tii[24,35] := {224} tii[24,36] := {116} tii[24,37] := {258} tii[24,38] := {152} tii[24,39] := {267} tii[24,40] := {210} tii[24,41] := {182} tii[24,42] := {243} tii[24,43] := {207} tii[24,44] := {206} tii[24,45] := {259} tii[24,46] := {161} tii[24,47] := {255} tii[24,48] := {241} tii[24,49] := {191} tii[24,50] := {190} tii[24,51] := {269} tii[24,52] := {218} tii[24,53] := {217} tii[24,54] := {273} tii[24,55] := {266} tii[24,56] := {254} tii[24,57] := {275} tii[24,58] := {246} tii[24,59] := {277} tii[24,60] := {279} tii[24,61] := {123} tii[24,62] := {45} tii[24,63] := {185} tii[24,64] := {78} tii[24,65] := {221} tii[24,66] := {164} tii[24,67] := {121} tii[24,68] := {31} tii[24,69] := {216} tii[24,70] := {157} tii[24,71] := {156} tii[24,72] := {59} tii[24,73] := {239} tii[24,74] := {62} tii[24,75] := {236} tii[24,76] := {96} tii[24,77] := {213} tii[24,78] := {97} tii[24,79] := {252} tii[24,80] := {132} tii[24,81] := {262} tii[24,82] := {197} tii[24,83] := {11} tii[24,84] := {162} tii[24,85] := {237} tii[24,86] := {27} tii[24,87] := {193} tii[24,88] := {192} tii[24,89] := {253} tii[24,90] := {137} tii[24,91] := {30} tii[24,92] := {249} tii[24,93] := {56} tii[24,94] := {232} tii[24,95] := {173} tii[24,96] := {172} tii[24,97] := {57} tii[24,98] := {265} tii[24,99] := {201} tii[24,100] := {200} tii[24,101] := {91} tii[24,102] := {270} tii[24,103] := {61} tii[24,104] := {260} tii[24,105] := {94} tii[24,106] := {95} tii[24,107] := {247} tii[24,108] := {272} tii[24,109] := {129} tii[24,110] := {240} tii[24,111] := {130} tii[24,112] := {276} tii[24,113] := {167} tii[24,114] := {278} tii[24,115] := {163} tii[24,116] := {120} tii[24,117] := {215} tii[24,118] := {155} tii[24,119] := {154} tii[24,120] := {238} tii[24,121] := {98} tii[24,122] := {235} tii[24,123] := {212} tii[24,124] := {134} tii[24,125] := {133} tii[24,126] := {251} tii[24,127] := {169} tii[24,128] := {168} tii[24,129] := {261} tii[24,130] := {60} tii[24,131] := {248} tii[24,132] := {93} tii[24,133] := {92} tii[24,134] := {231} tii[24,135] := {264} tii[24,136] := {222} tii[24,137] := {128} tii[24,138] := {127} tii[24,139] := {271} tii[24,140] := {166} tii[24,141] := {89} tii[24,142] := {274} tii[24,143] := {234} tii[24,144] := {211} tii[24,145] := {250} tii[24,146] := {196} tii[24,147] := {263} tii[24,148] := {165} tii[24,149] := {268} tii[24,150] := {257} tii[24,151] := {14} tii[24,152] := {34} tii[24,153] := {37} tii[24,154] := {13} tii[24,155] := {16} tii[24,156] := {67} tii[24,157] := {33} tii[24,158] := {35} tii[24,159] := {101} tii[24,160] := {63} tii[24,161] := {64} tii[24,162] := {100} tii[24,163] := {71} tii[24,164] := {17} tii[24,165] := {39} tii[24,166] := {106} tii[24,167] := {41} tii[24,168] := {42} tii[24,169] := {69} tii[24,170] := {15} tii[24,171] := {142} tii[24,172] := {73} tii[24,173] := {103} tii[24,174] := {102} tii[24,175] := {74} tii[24,176] := {65} tii[24,177] := {139} tii[24,178] := {112} tii[24,179] := {79} tii[24,180] := {179} tii[24,181] := {113} tii[24,182] := {114} tii[24,183] := {175} tii[24,184] := {149} tii[24,185] := {150} tii[24,186] := {184} tii[24,187] := {110} tii[24,188] := {1} tii[24,189] := {145} tii[24,190] := {72} tii[24,191] := {8} tii[24,192] := {10} tii[24,193] := {109} tii[24,194] := {38} tii[24,195] := {180} tii[24,196] := {24} tii[24,197] := {144} tii[24,198] := {143} tii[24,199] := {25} tii[24,200] := {50} tii[24,201] := {104} tii[24,202] := {176} tii[24,203] := {29} tii[24,204] := {122} tii[24,205] := {54} tii[24,206] := {55} tii[24,207] := {20} tii[24,208] := {208} tii[24,209] := {159} tii[24,210] := {158} tii[24,211] := {87} tii[24,212] := {75} tii[24,213] := {88} tii[24,214] := {205} tii[24,215] := {189} tii[24,216] := {188} tii[24,217] := {126} tii[24,218] := {151} tii[24,219] := {214} tii[24,220] := {9} tii[24,221] := {228} tii[24,222] := {23} tii[24,223] := {22} tii[24,224] := {46} tii[24,225] := {47} tii[24,226] := {227} tii[24,227] := {18} tii[24,228] := {83} tii[24,229] := {233} tii[24,230] := {43} tii[24,231] := {84} tii[24,232] := {119} tii[24,233] := {51} tii[24,234] := {81} tii[24,235] := {21} tii[24,236] := {160} tii[24,237] := {118} tii[24,238] := {117} tii[24,239] := {153} tii[24,240] := {77} tii[24,241] := {99} tii[24,242] := {12} tii[24,243] := {195} tii[24,244] := {136} tii[24,245] := {135} tii[24,246] := {58} tii[24,247] := {187} tii[24,248] := {171} tii[24,249] := {170} tii[24,250] := {131} tii[24,251] := {199} tii[24,252] := {28} tii[24,253] := {2} tii[24,254] := {220} tii[24,255] := {53} tii[24,256] := {52} tii[24,257] := {26} tii[24,258] := {86} tii[24,259] := {85} tii[24,260] := {219} tii[24,261] := {90} tii[24,262] := {223} tii[24,263] := {125} tii[24,264] := {48} tii[24,265] := {19} tii[24,266] := {82} tii[24,267] := {194} tii[24,268] := {186} tii[24,269] := {198} tii[24,270] := {124} tii[24,271] := {4} tii[24,272] := {3} tii[24,273] := {32} tii[24,274] := {6} tii[24,275] := {40} tii[24,276] := {111} tii[24,277] := {0} tii[24,278] := {7} tii[24,279] := {49} tii[24,280] := {5} cell#203 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {125} tii[10,2] := {173} tii[10,3] := {198} tii[10,4] := {150} tii[10,5] := {140} tii[10,6] := {62} tii[10,7] := {196} tii[10,8] := {91} tii[10,9] := {218} tii[10,10] := {163} tii[10,11] := {135} tii[10,12] := {191} tii[10,13] := {216} tii[10,14] := {233} tii[10,15] := {204} tii[10,16] := {180} tii[10,17] := {228} tii[10,18] := {238} tii[10,19] := {175} tii[10,20] := {165} tii[10,21] := {83} tii[10,22] := {217} tii[10,23] := {116} tii[10,24] := {234} tii[10,25] := {186} tii[10,26] := {214} tii[10,27] := {160} tii[10,28] := {141} tii[10,29] := {63} tii[10,30] := {232} tii[10,31] := {92} tii[10,32] := {244} tii[10,33] := {44} tii[10,34] := {222} tii[10,35] := {164} tii[10,36] := {28} tii[10,37] := {202} tii[10,38] := {192} tii[10,39] := {136} tii[10,40] := {68} tii[10,41] := {241} tii[10,42] := {86} tii[10,43] := {246} tii[10,44] := {185} tii[10,45] := {213} tii[10,46] := {159} tii[10,47] := {130} tii[10,48] := {226} tii[10,49] := {243} tii[10,50] := {249} tii[10,51] := {237} tii[10,52] := {220} tii[10,53] := {248} tii[10,54] := {251} tii[10,55] := {223} tii[10,56] := {203} tii[10,57] := {242} tii[10,58] := {178} tii[10,59] := {247} tii[10,60] := {250} tii[10,61] := {101} tii[10,62] := {39} tii[10,63] := {58} tii[10,64] := {123} tii[10,65] := {152} tii[10,66] := {97} tii[10,67] := {47} tii[10,68] := {115} tii[10,69] := {55} tii[10,70] := {71} tii[10,71] := {79} tii[10,72] := {77} tii[10,73] := {148} tii[10,74] := {33} tii[10,75] := {138} tii[10,76] := {103} tii[10,77] := {176} tii[10,78] := {20} tii[10,79] := {121} tii[10,80] := {109} tii[10,81] := {167} tii[10,82] := {50} tii[10,83] := {153} tii[10,84] := {67} tii[10,85] := {162} tii[10,86] := {146} tii[10,87] := {133} tii[10,88] := {190} tii[10,89] := {208} tii[10,90] := {105} tii[10,91] := {46} tii[10,92] := {114} tii[10,93] := {76} tii[10,94] := {70} tii[10,95] := {102} tii[10,96] := {32} tii[10,97] := {99} tii[10,98] := {45} tii[10,99] := {174} tii[10,100] := {137} tii[10,101] := {19} tii[10,102] := {49} tii[10,103] := {127} tii[10,104] := {69} tii[10,105] := {29} tii[10,106] := {199} tii[10,107] := {166} tii[10,108] := {108} tii[10,109] := {147} tii[10,110] := {66} tii[10,111] := {87} tii[10,112] := {177} tii[10,113] := {161} tii[10,114] := {184} tii[10,115] := {84} tii[10,116] := {23} tii[10,117] := {42} tii[10,118] := {171} tii[10,119] := {158} tii[10,120] := {14} tii[10,121] := {189} tii[10,122] := {132} tii[10,123] := {117} tii[10,124] := {212} tii[10,125] := {37} tii[10,126] := {7} tii[10,127] := {225} tii[10,128] := {104} tii[10,129] := {207} tii[10,130] := {52} tii[10,131] := {112} tii[10,132] := {168} tii[10,133] := {131} tii[10,134] := {209} tii[10,135] := {73} tii[10,136] := {183} tii[10,137] := {194} tii[10,138] := {157} tii[10,139] := {211} tii[10,140] := {155} tii[10,141] := {129} tii[10,142] := {224} tii[10,143] := {235} tii[10,144] := {119} tii[10,145] := {98} tii[10,146] := {126} tii[10,147] := {122} tii[10,148] := {61} tii[10,149] := {197} tii[10,150] := {151} tii[10,151] := {90} tii[10,152] := {219} tii[10,153] := {41} tii[10,154] := {172} tii[10,155] := {111} tii[10,156] := {200} tii[10,157] := {35} tii[10,158] := {110} tii[10,159] := {206} tii[10,160] := {59} tii[10,161] := {195} tii[10,162] := {22} tii[10,163] := {142} tii[10,164] := {53} tii[10,165] := {182} tii[10,166] := {230} tii[10,167] := {74} tii[10,168] := {193} tii[10,169] := {139} tii[10,170] := {13} tii[10,171] := {240} tii[10,172] := {156} tii[10,173] := {96} tii[10,174] := {227} tii[10,175] := {85} tii[10,176] := {205} tii[10,177] := {43} tii[10,178] := {215} tii[10,179] := {118} tii[10,180] := {181} tii[10,181] := {229} tii[10,182] := {17} tii[10,183] := {179} tii[10,184] := {154} tii[10,185] := {239} tii[10,186] := {169} tii[10,187] := {113} tii[10,188] := {245} tii[10,189] := {106} tii[10,190] := {210} tii[10,191] := {145} tii[10,192] := {236} tii[10,193] := {231} tii[10,194] := {201} tii[10,195] := {170} tii[10,196] := {26} tii[10,197] := {40} tii[10,198] := {16} tii[10,199] := {57} tii[10,200] := {56} tii[10,201] := {21} tii[10,202] := {25} tii[10,203] := {34} tii[10,204] := {12} tii[10,205] := {80} tii[10,206] := {128} tii[10,207] := {78} tii[10,208] := {48} tii[10,209] := {5} tii[10,210] := {60} tii[10,211] := {65} tii[10,212] := {15} tii[10,213] := {31} tii[10,214] := {38} tii[10,215] := {8} tii[10,216] := {24} tii[10,217] := {94} tii[10,218] := {100} tii[10,219] := {36} tii[10,220] := {11} tii[10,221] := {4} tii[10,222] := {89} tii[10,223] := {144} tii[10,224] := {188} tii[10,225] := {51} tii[10,226] := {82} tii[10,227] := {1} tii[10,228] := {72} tii[10,229] := {64} tii[10,230] := {30} tii[10,231] := {54} tii[10,232] := {93} tii[10,233] := {10} tii[10,234] := {18} tii[10,235] := {124} tii[10,236] := {143} tii[10,237] := {88} tii[10,238] := {107} tii[10,239] := {3} tii[10,240] := {81} tii[10,241] := {187} tii[10,242] := {221} tii[10,243] := {95} tii[10,244] := {75} tii[10,245] := {27} tii[10,246] := {149} tii[10,247] := {6} tii[10,248] := {134} tii[10,249] := {120} tii[10,250] := {9} tii[10,251] := {2} tii[10,252] := {0} cell#204 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {85} tii[40,2] := {147} tii[40,3] := {177} tii[40,4] := {189} tii[40,5] := {112} tii[40,6] := {71} tii[40,7] := {168} tii[40,8] := {117} tii[40,9] := {192} tii[40,10] := {143} tii[40,11] := {200} tii[40,12] := {136} tii[40,13] := {125} tii[40,14] := {184} tii[40,15] := {160} tii[40,16] := {90} tii[40,17] := {202} tii[40,18] := {181} tii[40,19] := {111} tii[40,20] := {209} tii[40,21] := {156} tii[40,22] := {197} tii[40,23] := {167} tii[40,24] := {157} tii[40,25] := {191} tii[40,26] := {211} tii[40,27] := {173} tii[40,28] := {174} tii[40,29] := {204} tii[40,30] := {215} tii[40,31] := {206} tii[40,32] := {210} tii[40,33] := {216} tii[40,34] := {217} tii[40,35] := {207} tii[40,36] := {219} tii[40,37] := {220} tii[40,38] := {221} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {16} tii[40,42] := {47} tii[40,43] := {69} tii[40,44] := {44} tii[40,45] := {34} tii[40,46] := {7} tii[40,47] := {91} tii[40,48] := {73} tii[40,49] := {15} tii[40,50] := {120} tii[40,51] := {95} tii[40,52] := {58} tii[40,53] := {70} tii[40,54] := {36} tii[40,55] := {99} tii[40,56] := {116} tii[40,57] := {37} tii[40,58] := {52} tii[40,59] := {20} tii[40,60] := {142} tii[40,61] := {122} tii[40,62] := {54} tii[40,63] := {96} tii[40,64] := {86} tii[40,65] := {126} tii[40,66] := {138} tii[40,67] := {105} tii[40,68] := {104} tii[40,69] := {144} tii[40,70] := {163} tii[40,71] := {103} tii[40,72] := {158} tii[40,73] := {162} tii[40,74] := {148} tii[40,75] := {182} tii[40,76] := {188} tii[40,77] := {60} tii[40,78] := {19} tii[40,79] := {101} tii[40,80] := {33} tii[40,81] := {123} tii[40,82] := {87} tii[40,83] := {97} tii[40,84] := {62} tii[40,85] := {26} tii[40,86] := {128} tii[40,87] := {139} tii[40,88] := {63} tii[40,89] := {40} tii[40,90] := {82} tii[40,91] := {43} tii[40,92] := {145} tii[40,93] := {164} tii[40,94] := {84} tii[40,95] := {124} tii[40,96] := {46} tii[40,97] := {149} tii[40,98] := {113} tii[40,99] := {39} tii[40,100] := {159} tii[40,101] := {68} tii[40,102] := {28} tii[40,103] := {131} tii[40,104] := {132} tii[40,105] := {57} tii[40,106] := {165} tii[40,107] := {180} tii[40,108] := {130} tii[40,109] := {61} tii[40,110] := {175} tii[40,111] := {93} tii[40,112] := {179} tii[40,113] := {80} tii[40,114] := {169} tii[40,115] := {81} tii[40,116] := {195} tii[40,117] := {102} tii[40,118] := {199} tii[40,119] := {114} tii[40,120] := {89} tii[40,121] := {151} tii[40,122] := {109} tii[40,123] := {64} tii[40,124] := {166} tii[40,125] := {146} tii[40,126] := {137} tii[40,127] := {98} tii[40,128] := {170} tii[40,129] := {176} tii[40,130] := {154} tii[40,131] := {155} tii[40,132] := {121} tii[40,133] := {75} tii[40,134] := {183} tii[40,135] := {153} tii[40,136] := {194} tii[40,137] := {115} tii[40,138] := {190} tii[40,139] := {141} tii[40,140] := {65} tii[40,141] := {193} tii[40,142] := {185} tii[40,143] := {134} tii[40,144] := {135} tii[40,145] := {205} tii[40,146] := {152} tii[40,147] := {110} tii[40,148] := {208} tii[40,149] := {186} tii[40,150] := {196} tii[40,151] := {172} tii[40,152] := {201} tii[40,153] := {178} tii[40,154] := {203} tii[40,155] := {213} tii[40,156] := {198} tii[40,157] := {214} tii[40,158] := {187} tii[40,159] := {212} tii[40,160] := {218} tii[40,161] := {1} tii[40,162] := {5} tii[40,163] := {6} tii[40,164] := {14} tii[40,165] := {2} tii[40,166] := {29} tii[40,167] := {11} tii[40,168] := {24} tii[40,169] := {25} tii[40,170] := {17} tii[40,171] := {18} tii[40,172] := {42} tii[40,173] := {32} tii[40,174] := {30} tii[40,175] := {8} tii[40,176] := {12} tii[40,177] := {35} tii[40,178] := {3} tii[40,179] := {66} tii[40,180] := {49} tii[40,181] := {50} tii[40,182] := {51} tii[40,183] := {74} tii[40,184] := {45} tii[40,185] := {67} tii[40,186] := {27} tii[40,187] := {59} tii[40,188] := {92} tii[40,189] := {76} tii[40,190] := {78} tii[40,191] := {77} tii[40,192] := {21} tii[40,193] := {100} tii[40,194] := {53} tii[40,195] := {118} tii[40,196] := {127} tii[40,197] := {38} tii[40,198] := {55} tii[40,199] := {22} tii[40,200] := {10} tii[40,201] := {79} tii[40,202] := {72} tii[40,203] := {94} tii[40,204] := {48} tii[40,205] := {88} tii[40,206] := {13} tii[40,207] := {106} tii[40,208] := {119} tii[40,209] := {41} tii[40,210] := {107} tii[40,211] := {108} tii[40,212] := {129} tii[40,213] := {83} tii[40,214] := {23} tii[40,215] := {140} tii[40,216] := {56} tii[40,217] := {150} tii[40,218] := {133} tii[40,219] := {161} tii[40,220] := {171} tii[40,221] := {0} tii[40,222] := {4} tii[40,223] := {9} tii[40,224] := {31} cell#205 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {229} tii[37,2] := {61, 387} tii[37,3] := {152, 469} tii[37,4] := {210, 513} tii[37,5] := {294} tii[37,6] := {169} tii[37,7] := {49, 438} tii[37,8] := {151, 274} tii[37,9] := {125, 504} tii[37,10] := {219, 328} tii[37,11] := {163, 543} tii[37,12] := {357} tii[37,13] := {92, 481} tii[37,14] := {292} tii[37,15] := {331} tii[37,16] := {67, 390} tii[37,17] := {186, 533} tii[37,18] := {293, 405} tii[37,19] := {135, 433} tii[37,20] := {228, 565} tii[37,21] := {142, 518} tii[37,22] := {173, 480} tii[37,23] := {248, 557} tii[37,24] := {258, 508} tii[37,25] := {143, 507} tii[37,26] := {289, 582} tii[37,27] := {301, 575} tii[37,28] := {345, 556} tii[37,29] := {346, 593} tii[37,30] := {397, 600} tii[37,31] := {358} tii[37,32] := {20, 482} tii[37,33] := {235} tii[37,34] := {213, 335} tii[37,35] := {73, 534} tii[37,36] := {283, 385} tii[37,37] := {106, 566} tii[37,38] := {413} tii[37,39] := {206} tii[37,40] := {46, 519} tii[37,41] := {355} tii[37,42] := {389} tii[37,43] := {31, 442} tii[37,44] := {179, 312} tii[37,45] := {124, 558} tii[37,46] := {356, 457} tii[37,47] := {81, 477} tii[37,48] := {260, 354} tii[37,49] := {161, 583} tii[37,50] := {265} tii[37,51] := {86, 546} tii[37,52] := {303} tii[37,53] := {113, 517} tii[37,54] := {245, 366} tii[37,55] := {184, 576} tii[37,56] := {266, 375} tii[37,57] := {193, 538} tii[37,58] := {87, 537} tii[37,59] := {320, 410} tii[37,60] := {224, 594} tii[37,61] := {306, 417} tii[37,62] := {238, 589} tii[37,63] := {234, 455} tii[37,64] := {280, 574} tii[37,65] := {373, 456} tii[37,66] := {281, 601} tii[37,67] := {422, 491} tii[37,68] := {338, 606} tii[37,69] := {460} tii[37,70] := {89, 547} tii[37,71] := {411} tii[37,72] := {441} tii[37,73] := {185, 577} tii[37,74] := {66, 484} tii[37,75] := {412, 497} tii[37,76] := {134, 515} tii[37,77] := {226, 595} tii[37,78] := {376} tii[37,79] := {139, 568} tii[37,80] := {172, 545} tii[37,81] := {418} tii[37,82] := {117, 464} tii[37,83] := {247, 590} tii[37,84] := {257, 562} tii[37,85] := {140, 561} tii[37,86] := {377, 468} tii[37,87] := {194, 499} tii[37,88] := {287, 602} tii[37,89] := {463} tii[37,90] := {175, 501} tii[37,91] := {300, 598} tii[37,92] := {108, 529} tii[37,93] := {343, 588} tii[37,94] := {415, 503} tii[37,95] := {255, 530} tii[37,96] := {344, 607} tii[37,97] := {378, 532} tii[37,98] := {309, 552} tii[37,99] := {395, 610} tii[37,100] := {200, 584} tii[37,101] := {239, 567} tii[37,102] := {307, 599} tii[37,103] := {318, 580} tii[37,104] := {201, 579} tii[37,105] := {350, 608} tii[37,106] := {304, 555} tii[37,107] := {360, 605} tii[37,108] := {401, 597} tii[37,109] := {371, 573} tii[37,110] := {232, 572} tii[37,111] := {402, 611} tii[37,112] := {421, 587} tii[37,113] := {202, 586} tii[37,114] := {446, 612} tii[37,115] := {414, 609} tii[37,116] := {451, 604} tii[37,117] := {452, 613} tii[37,118] := {486, 603} tii[37,119] := {487, 614} tii[37,120] := {521, 615} tii[37,121] := {112} tii[37,122] := {36, 215} tii[37,123] := {59, 270} tii[37,124] := {171} tii[37,125] := {110} tii[37,126] := {122} tii[37,127] := {13, 275} tii[37,128] := {99, 214} tii[37,129] := {75, 159} tii[37,130] := {29, 329} tii[37,131] := {156, 269} tii[37,132] := {164} tii[37,133] := {34, 333} tii[37,134] := {211} tii[37,135] := {56, 273} tii[37,136] := {58, 381} tii[37,137] := {14, 276} tii[37,138] := {165, 282} tii[37,139] := {102, 326} tii[37,140] := {98, 330} tii[37,141] := {101, 429} tii[37,142] := {62, 379} tii[37,143] := {157, 380} tii[37,144] := {209, 428} tii[37,145] := {237} tii[37,146] := {145} tii[37,147] := {182} tii[37,148] := {119, 250} tii[37,149] := {9, 336} tii[37,150] := {127, 222} tii[37,151] := {196, 291} tii[37,152] := {19, 386} tii[37,153] := {230} tii[37,154] := {203} tii[37,155] := {271} tii[37,156] := {120} tii[37,157] := {24, 391} tii[37,158] := {240} tii[37,159] := {32, 334} tii[37,160] := {178, 308} tii[37,161] := {231, 347} tii[37,162] := {74, 158} tii[37,163] := {204, 319} tii[37,164] := {45, 434} tii[37,165] := {11, 340} tii[37,166] := {82, 383} tii[37,167] := {259, 352} tii[37,168] := {212} tii[37,169] := {243, 361} tii[37,170] := {64, 388} tii[37,171] := {100, 217} tii[37,172] := {80, 471} tii[37,173] := {50, 430} tii[37,174] := {170, 284} tii[37,175] := {168, 403} tii[37,176] := {137, 431} tii[37,177] := {317, 404} tii[37,178] := {121, 327} tii[37,179] := {162, 470} tii[37,180] := {367, 448} tii[37,181] := {262} tii[37,182] := {53, 443} tii[37,183] := {302} tii[37,184] := {118, 365} tii[37,185] := {85, 478} tii[37,186] := {263, 374} tii[37,187] := {27, 399} tii[37,188] := {195, 408} tii[37,189] := {363} tii[37,190] := {176, 416} tii[37,191] := {116, 439} tii[37,192] := {40, 339} tii[37,193] := {132, 509} tii[37,194] := {109, 453} tii[37,195] := {297, 425} tii[37,196] := {198, 473} tii[37,197] := {93, 472} tii[37,198] := {256, 454} tii[37,199] := {264, 465} tii[37,200] := {227, 505} tii[37,201] := {310, 489} tii[37,202] := {54, 432} tii[37,203] := {242, 461} tii[37,204] := {189, 539} tii[37,205] := {167, 493} tii[37,206] := {316, 494} tii[37,207] := {288, 535} tii[37,208] := {144, 523} tii[37,209] := {369, 524} tii[37,210] := {396, 548} tii[37,211] := {299} tii[37,212] := {246} tii[37,213] := {1, 393} tii[37,214] := {187, 285} tii[37,215] := {6, 437} tii[37,216] := {295} tii[37,217] := {7, 444} tii[37,218] := {180} tii[37,219] := {332} tii[37,220] := {12, 392} tii[37,221] := {18, 479} tii[37,222] := {2, 400} tii[37,223] := {126, 221} tii[37,224] := {296, 406} tii[37,225] := {43, 436} tii[37,226] := {272} tii[37,227] := {30, 440} tii[37,228] := {153, 278} tii[37,229] := {42, 510} tii[37,230] := {21, 474} tii[37,231] := {236, 348} tii[37,232] := {83, 475} tii[37,233] := {181, 384} tii[37,234] := {105, 506} tii[37,235] := {322} tii[37,236] := {148} tii[37,237] := {22, 485} tii[37,238] := {362} tii[37,239] := {65, 420} tii[37,240] := {323, 427} tii[37,241] := {97, 199} tii[37,242] := {133, 459} tii[37,243] := {44, 516} tii[37,244] := {10, 450} tii[37,245] := {419} tii[37,246] := {244} tii[37,247] := {114, 462} tii[37,248] := {63, 483} tii[37,249] := {129, 253} tii[37,250] := {359, 467} tii[37,251] := {15, 398} tii[37,252] := {79, 540} tii[37,253] := {207, 321} tii[37,254] := {60, 495} tii[37,255] := {136, 512} tii[37,256] := {47, 511} tii[37,257] := {192, 496} tii[37,258] := {324, 502} tii[37,259] := {149, 353} tii[37,260] := {160, 536} tii[37,261] := {249, 526} tii[37,262] := {23, 476} tii[37,263] := {364} tii[37,264] := {174, 500} tii[37,265] := {190, 314} tii[37,266] := {298, 426} tii[37,267] := {128, 563} tii[37,268] := {107, 527} tii[37,269] := {254, 528} tii[37,270] := {183, 409} tii[37,271] := {88, 549} tii[37,272] := {267, 466} tii[37,273] := {311, 550} tii[37,274] := {223, 559} tii[37,275] := {208, 490} tii[37,276] := {337, 569} tii[37,277] := {51, 522} tii[37,278] := {84, 544} tii[37,279] := {26, 492} tii[37,280] := {115, 520} tii[37,281] := {131, 564} tii[37,282] := {39, 449} tii[37,283] := {197, 542} tii[37,284] := {90, 541} tii[37,285] := {225, 560} tii[37,286] := {52, 514} tii[37,287] := {241, 531} tii[37,288] := {77, 424} tii[37,289] := {188, 581} tii[37,290] := {315, 554} tii[37,291] := {166, 553} tii[37,292] := {70, 498} tii[37,293] := {286, 578} tii[37,294] := {368, 571} tii[37,295] := {141, 570} tii[37,296] := {394, 585} tii[37,297] := {91, 551} tii[37,298] := {251, 592} tii[37,299] := {349, 591} tii[37,300] := {445, 596} tii[37,301] := {72} tii[37,302] := {38, 104} tii[37,303] := {17, 155} tii[37,304] := {68} tii[37,305] := {37, 103} tii[37,306] := {150} tii[37,307] := {5, 218} tii[37,308] := {57, 154} tii[37,309] := {111, 220} tii[37,310] := {69, 268} tii[37,311] := {28, 216} tii[37,312] := {35, 325} tii[37,313] := {95} tii[37,314] := {55, 138} tii[37,315] := {177} tii[37,316] := {76, 191} tii[37,317] := {3, 279} tii[37,318] := {146, 261} tii[37,319] := {96, 290} tii[37,320] := {305} tii[37,321] := {233, 372} tii[37,322] := {130, 252} tii[37,323] := {16, 277} tii[37,324] := {25, 382} tii[37,325] := {205, 423} tii[37,326] := {123, 351} tii[37,327] := {147, 447} tii[37,328] := {78, 313} tii[37,329] := {71, 407} tii[37,330] := {94, 488} tii[37,331] := {0, 342} tii[37,332] := {4, 341} tii[37,333] := {8, 435} tii[37,334] := {41, 370} tii[37,335] := {33, 458} tii[37,336] := {48, 525} cell#206 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {176} tii[24,2] := {224} tii[24,3] := {241} tii[24,4] := {169} tii[24,5] := {86} tii[24,6] := {214} tii[24,7] := {119} tii[24,8] := {239} tii[24,9] := {202} tii[24,10] := {165} tii[24,11] := {235} tii[24,12] := {194} tii[24,13] := {193} tii[24,14] := {254} tii[24,15] := {248} tii[24,16] := {230} tii[24,17] := {263} tii[24,18] := {268} tii[24,19] := {126} tii[24,20] := {48} tii[24,21] := {181} tii[24,22] := {76} tii[24,23] := {222} tii[24,24] := {168} tii[24,25] := {124} tii[24,26] := {22} tii[24,27] := {213} tii[24,28] := {157} tii[24,29] := {156} tii[24,30] := {41} tii[24,31] := {238} tii[24,32] := {45} tii[24,33] := {232} tii[24,34] := {69} tii[24,35] := {208} tii[24,36] := {70} tii[24,37] := {251} tii[24,38] := {104} tii[24,39] := {259} tii[24,40] := {201} tii[24,41] := {164} tii[24,42] := {234} tii[24,43] := {192} tii[24,44] := {191} tii[24,45] := {253} tii[24,46] := {122} tii[24,47] := {247} tii[24,48] := {229} tii[24,49] := {153} tii[24,50] := {152} tii[24,51] := {262} tii[24,52] := {185} tii[24,53] := {184} tii[24,54] := {267} tii[24,55] := {257} tii[24,56] := {244} tii[24,57] := {270} tii[24,58] := {226} tii[24,59] := {273} tii[24,60] := {276} tii[24,61] := {81} tii[24,62] := {23} tii[24,63] := {141} tii[24,64] := {43} tii[24,65] := {198} tii[24,66] := {125} tii[24,67] := {79} tii[24,68] := {9} tii[24,69] := {180} tii[24,70] := {110} tii[24,71] := {109} tii[24,72] := {20} tii[24,73] := {221} tii[24,74] := {21} tii[24,75] := {211} tii[24,76] := {38} tii[24,77] := {177} tii[24,78] := {39} tii[24,79] := {236} tii[24,80] := {65} tii[24,81] := {249} tii[24,82] := {167} tii[24,83] := {7} tii[24,84] := {123} tii[24,85] := {212} tii[24,86] := {15} tii[24,87] := {155} tii[24,88] := {154} tii[24,89] := {237} tii[24,90] := {78} tii[24,91] := {17} tii[24,92] := {231} tii[24,93] := {31} tii[24,94] := {207} tii[24,95] := {107} tii[24,96] := {106} tii[24,97] := {32} tii[24,98] := {250} tii[24,99] := {143} tii[24,100] := {142} tii[24,101] := {53} tii[24,102] := {258} tii[24,103] := {36} tii[24,104] := {245} tii[24,105] := {58} tii[24,106] := {59} tii[24,107] := {227} tii[24,108] := {260} tii[24,109] := {90} tii[24,110] := {206} tii[24,111] := {91} tii[24,112] := {265} tii[24,113] := {131} tii[24,114] := {271} tii[24,115] := {200} tii[24,116] := {163} tii[24,117] := {233} tii[24,118] := {190} tii[24,119] := {189} tii[24,120] := {252} tii[24,121] := {121} tii[24,122] := {246} tii[24,123] := {228} tii[24,124] := {151} tii[24,125] := {150} tii[24,126] := {261} tii[24,127] := {183} tii[24,128] := {182} tii[24,129] := {266} tii[24,130] := {99} tii[24,131] := {256} tii[24,132] := {138} tii[24,133] := {137} tii[24,134] := {243} tii[24,135] := {269} tii[24,136] := {225} tii[24,137] := {174} tii[24,138] := {173} tii[24,139] := {272} tii[24,140] := {204} tii[24,141] := {203} tii[24,142] := {275} tii[24,143] := {264} tii[24,144] := {255} tii[24,145] := {274} tii[24,146] := {242} tii[24,147] := {277} tii[24,148] := {240} tii[24,149] := {278} tii[24,150] := {279} tii[24,151] := {100} tii[24,152] := {139} tii[24,153] := {144} tii[24,154] := {47} tii[24,155] := {108} tii[24,156] := {175} tii[24,157] := {74} tii[24,158] := {82} tii[24,159] := {205} tii[24,160] := {114} tii[24,161] := {115} tii[24,162] := {148} tii[24,163] := {134} tii[24,164] := {18} tii[24,165] := {96} tii[24,166] := {162} tii[24,167] := {34} tii[24,168] := {37} tii[24,169] := {127} tii[24,170] := {54} tii[24,171] := {197} tii[24,172] := {60} tii[24,173] := {161} tii[24,174] := {160} tii[24,175] := {61} tii[24,176] := {118} tii[24,177] := {188} tii[24,178] := {93} tii[24,179] := {63} tii[24,180] := {220} tii[24,181] := {97} tii[24,182] := {98} tii[24,183] := {217} tii[24,184] := {135} tii[24,185] := {136} tii[24,186] := {172} tii[24,187] := {89} tii[24,188] := {1} tii[24,189] := {120} tii[24,190] := {57} tii[24,191] := {5} tii[24,192] := {6} tii[24,193] := {83} tii[24,194] := {27} tii[24,195] := {159} tii[24,196] := {12} tii[24,197] := {117} tii[24,198] := {116} tii[24,199] := {13} tii[24,200] := {25} tii[24,201] := {75} tii[24,202] := {149} tii[24,203] := {16} tii[24,204] := {80} tii[24,205] := {29} tii[24,206] := {30} tii[24,207] := {10} tii[24,208] := {196} tii[24,209] := {112} tii[24,210] := {111} tii[24,211] := {50} tii[24,212] := {40} tii[24,213] := {51} tii[24,214] := {187} tii[24,215] := {147} tii[24,216] := {146} tii[24,217] := {85} tii[24,218] := {103} tii[24,219] := {179} tii[24,220] := {35} tii[24,221] := {219} tii[24,222] := {56} tii[24,223] := {55} tii[24,224] := {87} tii[24,225] := {88} tii[24,226] := {216} tii[24,227] := {128} tii[24,228] := {129} tii[24,229] := {210} tii[24,230] := {166} tii[24,231] := {49} tii[24,232] := {77} tii[24,233] := {28} tii[24,234] := {46} tii[24,235] := {11} tii[24,236] := {113} tii[24,237] := {72} tii[24,238] := {71} tii[24,239] := {105} tii[24,240] := {42} tii[24,241] := {44} tii[24,242] := {3} tii[24,243] := {158} tii[24,244] := {68} tii[24,245] := {67} tii[24,246] := {19} tii[24,247] := {145} tii[24,248] := {102} tii[24,249] := {101} tii[24,250] := {64} tii[24,251] := {140} tii[24,252] := {62} tii[24,253] := {2} tii[24,254] := {195} tii[24,255] := {95} tii[24,256] := {94} tii[24,257] := {14} tii[24,258] := {133} tii[24,259] := {132} tii[24,260] := {186} tii[24,261] := {52} tii[24,262] := {178} tii[24,263] := {171} tii[24,264] := {170} tii[24,265] := {130} tii[24,266] := {199} tii[24,267] := {218} tii[24,268] := {215} tii[24,269] := {209} tii[24,270] := {223} tii[24,271] := {66} tii[24,272] := {26} tii[24,273] := {73} tii[24,274] := {8} tii[24,275] := {33} tii[24,276] := {92} tii[24,277] := {0} tii[24,278] := {4} tii[24,279] := {24} tii[24,280] := {84} cell#207 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {417} tii[27,2] := {444} tii[27,3] := {329} tii[27,4] := {496} tii[27,5] := {515} tii[27,6] := {516} tii[27,7] := {439} tii[27,8] := {494} tii[27,9] := {536} tii[27,10] := {549} tii[27,11] := {552} tii[27,12] := {524} tii[27,13] := {556} tii[27,14] := {546} tii[27,15] := {558} tii[27,16] := {559} tii[27,17] := {48} tii[27,18] := {368} tii[27,19] := {395} tii[27,20] := {200} tii[27,21] := {117} tii[27,22] := {183} tii[27,23] := {133} tii[27,24] := {214} tii[27,25] := {418} tii[27,26] := {316} tii[27,27] := {441} tii[27,28] := {442} tii[27,29] := {220} tii[27,30] := {221} tii[27,31] := {340} tii[27,32] := {138} tii[27,33] := {298} tii[27,34] := {299} tii[27,35] := {410} tii[27,36] := {207} tii[27,37] := {434} tii[27,38] := {485} tii[27,39] := {393} tii[27,40] := {498} tii[27,41] := {330} tii[27,42] := {422} tii[27,43] := {428} tii[27,44] := {344} tii[27,45] := {522} tii[27,46] := {405} tii[27,47] := {468} tii[27,48] := {499} tii[27,49] := {523} tii[27,50] := {467} tii[27,51] := {88} tii[27,52] := {259} tii[27,53] := {169} tii[27,54] := {242} tii[27,55] := {273} tii[27,56] := {189} tii[27,57] := {136} tii[27,58] := {461} tii[27,59] := {483} tii[27,60] := {143} tii[27,61] := {317} tii[27,62] := {392} tii[27,63] := {372} tii[27,64] := {193} tii[27,65] := {283} tii[27,66] := {284} tii[27,67] := {225} tii[27,68] := {484} tii[27,69] := {209} tii[27,70] := {456} tii[27,71] := {267} tii[27,72] := {356} tii[27,73] := {357} tii[27,74] := {303} tii[27,75] := {191} tii[27,76] := {215} tii[27,77] := {479} tii[27,78] := {371} tii[27,79] := {443} tii[27,80] := {255} tii[27,81] := {162} tii[27,82] := {281} tii[27,83] := {517} tii[27,84] := {440} tii[27,85] := {525} tii[27,86] := {385} tii[27,87] := {341} tii[27,88] := {282} tii[27,89] := {463} tii[27,90] := {320} tii[27,91] := {132} tii[27,92] := {236} tii[27,93] := {354} tii[27,94] := {540} tii[27,95] := {397} tii[27,96] := {470} tii[27,97] := {453} tii[27,98] := {355} tii[27,99] := {411} tii[27,100] := {503} tii[27,101] := {486} tii[27,102] := {334} tii[27,103] := {376} tii[27,104] := {526} tii[27,105] := {510} tii[27,106] := {448} tii[27,107] := {325} tii[27,108] := {404} tii[27,109] := {541} tii[27,110] := {502} tii[27,111] := {427} tii[27,112] := {475} tii[27,113] := {249} tii[27,114] := {420} tii[27,115] := {253} tii[27,116] := {338} tii[27,117] := {339} tii[27,118] := {322} tii[27,119] := {408} tii[27,120] := {409} tii[27,121] := {512} tii[27,122] := {310} tii[27,123] := {462} tii[27,124] := {369} tii[27,125] := {274} tii[27,126] := {542} tii[27,127] := {497} tii[27,128] := {482} tii[27,129] := {435} tii[27,130] := {537} tii[27,131] := {390} tii[27,132] := {391} tii[27,133] := {421} tii[27,134] := {248} tii[27,135] := {550} tii[27,136] := {529} tii[27,137] := {447} tii[27,138] := {505} tii[27,139] := {493} tii[27,140] := {351} tii[27,141] := {454} tii[27,142] := {455} tii[27,143] := {437} tii[27,144] := {438} tii[27,145] := {538} tii[27,146] := {464} tii[27,147] := {543} tii[27,148] := {398} tii[27,149] := {519} tii[27,150] := {425} tii[27,151] := {491} tii[27,152] := {492} tii[27,153] := {551} tii[27,154] := {528} tii[27,155] := {548} tii[27,156] := {504} tii[27,157] := {532} tii[27,158] := {533} tii[27,159] := {514} tii[27,160] := {480} tii[27,161] := {488} tii[27,162] := {530} tii[27,163] := {521} tii[27,164] := {553} tii[27,165] := {513} tii[27,166] := {544} tii[27,167] := {500} tii[27,168] := {557} tii[27,169] := {545} tii[27,170] := {539} tii[27,171] := {555} tii[27,172] := {554} tii[27,173] := {24} tii[27,174] := {145} tii[27,175] := {75} tii[27,176] := {7} tii[27,177] := {125} tii[27,178] := {16} tii[27,179] := {47} tii[27,180] := {37} tii[27,181] := {201} tii[27,182] := {114} tii[27,183] := {50} tii[27,184] := {115} tii[27,185] := {59} tii[27,186] := {60} tii[27,187] := {180} tii[27,188] := {105} tii[27,189] := {181} tii[27,190] := {226} tii[27,191] := {163} tii[27,192] := {178} tii[27,193] := {271} tii[27,194] := {137} tii[27,195] := {243} tii[27,196] := {272} tii[27,197] := {87} tii[27,198] := {19} tii[27,199] := {258} tii[27,200] := {94} tii[27,201] := {167} tii[27,202] := {36} tii[27,203] := {154} tii[27,204] := {240} tii[27,205] := {134} tii[27,206] := {86} tii[27,207] := {160} tii[27,208] := {28} tii[27,209] := {315} tii[27,210] := {164} tii[27,211] := {194} tii[27,212] := {394} tii[27,213] := {260} tii[27,214] := {90} tii[27,215] := {112} tii[27,216] := {218} tii[27,217] := {69} tii[27,218] := {285} tii[27,219] := {165} tii[27,220] := {219} tii[27,221] := {53} tii[27,222] := {11} tii[27,223] := {237} tii[27,224] := {263} tii[27,225] := {46} tii[27,226] := {153} tii[27,227] := {85} tii[27,228] := {179} tii[27,229] := {296} tii[27,230] := {99} tii[27,231] := {100} tii[27,232] := {297} tii[27,233] := {106} tii[27,234] := {358} tii[27,235] := {238} tii[27,236] := {116} tii[27,237] := {446} tii[27,238] := {276} tii[27,239] := {323} tii[27,240] := {52} tii[27,241] := {217} tii[27,242] := {286} tii[27,243] := {92} tii[27,244] := {79} tii[27,245] := {78} tii[27,246] := {478} tii[27,247] := {182} tii[27,248] := {400} tii[27,249] := {268} tii[27,250] := {192} tii[27,251] := {350} tii[27,252] := {327} tii[27,253] := {234} tii[27,254] := {379} tii[27,255] := {107} tii[27,256] := {304} tii[27,257] := {40} tii[27,258] := {152} tii[27,259] := {246} tii[27,260] := {431} tii[27,261] := {328} tii[27,262] := {130} tii[27,263] := {190} tii[27,264] := {108} tii[27,265] := {370} tii[27,266] := {161} tii[27,267] := {254} tii[27,268] := {280} tii[27,269] := {279} tii[27,270] := {147} tii[27,271] := {148} tii[27,272] := {319} tii[27,273] := {353} tii[27,274] := {131} tii[27,275] := {235} tii[27,276] := {352} tii[27,277] := {487} tii[27,278] := {342} tii[27,279] := {195} tii[27,280] := {332} tii[27,281] := {375} tii[27,282] := {277} tii[27,283] := {331} tii[27,284] := {170} tii[27,285] := {171} tii[27,286] := {511} tii[27,287] := {381} tii[27,288] := {293} tii[27,289] := {291} tii[27,290] := {109} tii[27,291] := {449} tii[27,292] := {402} tii[27,293] := {401} tii[27,294] := {264} tii[27,295] := {324} tii[27,296] := {251} tii[27,297] := {426} tii[27,298] := {359} tii[27,299] := {472} tii[27,300] := {363} tii[27,301] := {244} tii[27,302] := {473} tii[27,303] := {382} tii[27,304] := {386} tii[27,305] := {466} tii[27,306] := {309} tii[27,307] := {377} tii[27,308] := {450} tii[27,309] := {509} tii[27,310] := {429} tii[27,311] := {41} tii[27,312] := {68} tii[27,313] := {135} tii[27,314] := {55} tii[27,315] := {95} tii[27,316] := {139} tii[27,317] := {222} tii[27,318] := {110} tii[27,319] := {223} tii[27,320] := {318} tii[27,321] := {155} tii[27,322] := {30} tii[27,323] := {300} tii[27,324] := {208} tii[27,325] := {149} tii[27,326] := {150} tii[27,327] := {81} tii[27,328] := {301} tii[27,329] := {142} tii[27,330] := {93} tii[27,331] := {168} tii[27,332] := {343} tii[27,333] := {278} tii[27,334] := {72} tii[27,335] := {123} tii[27,336] := {206} tii[27,337] := {294} tii[27,338] := {383} tii[27,339] := {156} tii[27,340] := {241} tii[27,341] := {360} tii[27,342] := {122} tii[27,343] := {252} tii[27,344] := {384} tii[27,345] := {307} tii[27,346] := {187} tii[27,347] := {250} tii[27,348] := {216} tii[27,349] := {96} tii[27,350] := {157} tii[27,351] := {419} tii[27,352] := {312} tii[27,353] := {336} tii[27,354] := {337} tii[27,355] := {188} tii[27,356] := {295} tii[27,357] := {58} tii[27,358] := {128} tii[27,359] := {202} tii[27,360] := {203} tii[27,361] := {373} tii[27,362] := {406} tii[27,363] := {407} tii[27,364] := {387} tii[27,365] := {224} tii[27,366] := {518} tii[27,367] := {197} tii[27,368] := {396} tii[27,369] := {335} tii[27,370] := {113} tii[27,371] := {423} tii[27,372] := {388} tii[27,373] := {256} tii[27,374] := {101} tii[27,375] := {347} tii[27,376] := {158} tii[27,377] := {227} tii[27,378] := {228} tii[27,379] := {177} tii[27,380] := {451} tii[27,381] := {348} tii[27,382] := {432} tii[27,383] := {535} tii[27,384] := {176} tii[27,385] := {89} tii[27,386] := {184} tii[27,387] := {302} tii[27,388] := {266} tii[27,389] := {489} tii[27,390] := {378} tii[27,391] := {311} tii[27,392] := {452} tii[27,393] := {412} tii[27,394] := {469} tii[27,395] := {321} tii[27,396] := {507} tii[27,397] := {54} tii[27,398] := {213} tii[27,399] := {364} tii[27,400] := {433} tii[27,401] := {305} tii[27,402] := {415} tii[27,403] := {508} tii[27,404] := {333} tii[27,405] := {436} tii[27,406] := {231} tii[27,407] := {292} tii[27,408] := {501} tii[27,409] := {366} tii[27,410] := {403} tii[27,411] := {232} tii[27,412] := {424} tii[27,413] := {490} tii[27,414] := {474} tii[27,415] := {414} tii[27,416] := {270} tii[27,417] := {471} tii[27,418] := {534} tii[27,419] := {210} tii[27,420] := {261} tii[27,421] := {262} tii[27,422] := {313} tii[27,423] := {445} tii[27,424] := {389} tii[27,425] := {211} tii[27,426] := {287} tii[27,427] := {288} tii[27,428] := {399} tii[27,429] := {476} tii[27,430] := {457} tii[27,431] := {374} tii[27,432] := {367} tii[27,433] := {477} tii[27,434] := {361} tii[27,435] := {459} tii[27,436] := {481} tii[27,437] := {527} tii[27,438] := {465} tii[27,439] := {416} tii[27,440] := {345} tii[27,441] := {346} tii[27,442] := {520} tii[27,443] := {495} tii[27,444] := {380} tii[27,445] := {506} tii[27,446] := {547} tii[27,447] := {460} tii[27,448] := {531} tii[27,449] := {1} tii[27,450] := {5} tii[27,451] := {6} tii[27,452] := {14} tii[27,453] := {13} tii[27,454] := {29} tii[27,455] := {10} tii[27,456] := {26} tii[27,457] := {3} tii[27,458] := {23} tii[27,459] := {65} tii[27,460] := {74} tii[27,461] := {25} tii[27,462] := {17} tii[27,463] := {51} tii[27,464] := {44} tii[27,465] := {2} tii[27,466] := {124} tii[27,467] := {66} tii[27,468] := {33} tii[27,469] := {34} tii[27,470] := {104} tii[27,471] := {18} tii[27,472] := {43} tii[27,473] := {15} tii[27,474] := {57} tii[27,475] := {186} tii[27,476] := {84} tii[27,477] := {91} tii[27,478] := {77} tii[27,479] := {38} tii[27,480] := {76} tii[27,481] := {151} tii[27,482] := {129} tii[27,483] := {97} tii[27,484] := {247} tii[27,485] := {56} tii[27,486] := {31} tii[27,487] := {83} tii[27,488] := {141} tii[27,489] := {39} tii[27,490] := {166} tii[27,491] := {73} tii[27,492] := {9} tii[27,493] := {61} tii[27,494] := {49} tii[27,495] := {205} tii[27,496] := {63} tii[27,497] := {64} tii[27,498] := {121} tii[27,499] := {126} tii[27,500] := {239} tii[27,501] := {120} tii[27,502] := {306} tii[27,503] := {35} tii[27,504] := {159} tii[27,505] := {98} tii[27,506] := {27} tii[27,507] := {140} tii[27,508] := {275} tii[27,509] := {118} tii[27,510] := {119} tii[27,511] := {70} tii[27,512] := {173} tii[27,513] := {233} tii[27,514] := {32} tii[27,515] := {204} tii[27,516] := {349} tii[27,517] := {172} tii[27,518] := {430} tii[27,519] := {362} tii[27,520] := {45} tii[27,521] := {212} tii[27,522] := {144} tii[27,523] := {308} tii[27,524] := {185} tii[27,525] := {20} tii[27,526] := {230} tii[27,527] := {229} tii[27,528] := {413} tii[27,529] := {198} tii[27,530] := {269} tii[27,531] := {71} tii[27,532] := {21} tii[27,533] := {102} tii[27,534] := {103} tii[27,535] := {67} tii[27,536] := {146} tii[27,537] := {196} tii[27,538] := {111} tii[27,539] := {174} tii[27,540] := {175} tii[27,541] := {62} tii[27,542] := {265} tii[27,543] := {42} tii[27,544] := {245} tii[27,545] := {199} tii[27,546] := {80} tii[27,547] := {365} tii[27,548] := {289} tii[27,549] := {290} tii[27,550] := {127} tii[27,551] := {257} tii[27,552] := {458} tii[27,553] := {326} tii[27,554] := {314} tii[27,555] := {0} tii[27,556] := {4} tii[27,557] := {12} tii[27,558] := {8} tii[27,559] := {22} tii[27,560] := {82} cell#208 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {500} tii[25,2] := {576} tii[25,3] := {144, 859} tii[25,4] := {621} tii[25,5] := {446} tii[25,6] := {698} tii[25,7] := {332, 1004} tii[25,8] := {480, 1050} tii[25,9] := {318, 855} tii[25,10] := {744} tii[25,11] := {694} tii[25,12] := {815} tii[25,13] := {383, 805} tii[25,14] := {561, 1001} tii[25,15] := {523, 935} tii[25,16] := {722, 1046} tii[25,17] := {853} tii[25,18] := {914} tii[25,19] := {905} tii[25,20] := {763, 996} tii[25,21] := {854, 1011} tii[25,22] := {879, 1040} tii[25,23] := {991} tii[25,24] := {1034, 1035} tii[25,25] := {746} tii[25,26] := {223, 902} tii[25,27] := {816} tii[25,28] := {574} tii[25,29] := {439, 1029} tii[25,30] := {603, 1067} tii[25,31] := {426, 947} tii[25,32] := {321, 795} tii[25,33] := {856} tii[25,34] := {813} tii[25,35] := {447} tii[25,36] := {155, 577} tii[25,37] := {916} tii[25,38] := {503, 910} tii[25,39] := {688, 1059} tii[25,40] := {562, 961} tii[25,41] := {257, 667} tii[25,42] := {644, 1013} tii[25,43] := {838, 1087} tii[25,44] := {723, 1020} tii[25,45] := {428, 750} tii[25,46] := {945} tii[25,47] := {573} tii[25,48] := {324, 630} tii[25,49] := {281, 687} tii[25,50] := {997} tii[25,51] := {992} tii[25,52] := {867, 1056} tii[25,53] := {685, 922} tii[25,54] := {471, 732} tii[25,55] := {219, 518} tii[25,56] := {408, 840} tii[25,57] := {946, 1064} tii[25,58] := {969, 1083} tii[25,59] := {837, 987} tii[25,60] := {681} tii[25,61] := {800, 818} tii[25,62] := {1054} tii[25,63] := {671, 711} tii[25,64] := {623, 843} tii[25,65] := {1078, 1079} tii[25,66] := {896, 932} tii[25,67] := {787, 999} tii[25,68] := {547, 989} tii[25,69] := {948} tii[25,70] := {998} tii[25,71] := {915} tii[25,72] := {628, 959} tii[25,73] := {808, 1074} tii[25,74] := {760, 1038} tii[25,75] := {936, 1095} tii[25,76] := {670, 903} tii[25,77] := {1017} tii[25,78] := {814} tii[25,79] := {550, 811} tii[25,80] := {1057} tii[25,81] := {1055} tii[25,82] := {958, 1090} tii[25,83] := {504, 868} tii[25,84] := {911, 1030} tii[25,85] := {715, 885} tii[25,86] := {425, 705} tii[25,87] := {1018, 1093} tii[25,88] := {1037, 1105} tii[25,89] := {645, 970} tii[25,90] := {1012, 1068} tii[25,91] := {909} tii[25,92] := {387, 766} tii[25,93] := {994, 1003} tii[25,94] := {1089} tii[25,95] := {272, 655} tii[25,96] := {901, 927} tii[25,97] := {858, 1015} tii[25,98] := {1101, 1102} tii[25,99] := {527, 882} tii[25,100] := {1049, 1063} tii[25,101] := {637, 979} tii[25,102] := {980, 1092} tii[25,103] := {1052} tii[25,104] := {1091} tii[25,105] := {1071} tii[25,106] := {1027, 1098} tii[25,107] := {1053, 1104} tii[25,108] := {1081, 1109} tii[25,109] := {1026} tii[25,110] := {1072, 1075} tii[25,111] := {1108} tii[25,112] := {1024, 1033} tii[25,113] := {1114, 1115} tii[25,114] := {990, 1082} tii[25,115] := {1096, 1103} tii[25,116] := {913, 1094} tii[25,117] := {1086, 1112} tii[25,118] := {1111} tii[25,119] := {1116, 1117} tii[25,120] := {1110, 1119} tii[25,121] := {28} tii[25,122] := {201} tii[25,123] := {96} tii[25,124] := {176} tii[25,125] := {65} tii[25,126] := {83, 751} tii[25,127] := {70} tii[25,128] := {286} tii[25,129] := {336} tii[25,130] := {158} tii[25,131] := {237, 923} tii[25,132] := {20, 514} tii[25,133] := {134} tii[25,134] := {260} tii[25,135] := {367, 988} tii[25,136] := {57, 618} tii[25,137] := {117} tii[25,138] := {143, 625} tii[25,139] := {389} tii[25,140] := {193} tii[25,141] := {86, 505} tii[25,142] := {445} tii[25,143] := {236} tii[25,144] := {194, 559} tii[25,145] := {333, 820} tii[25,146] := {296} tii[25,147] := {61, 400} tii[25,148] := {170, 607} tii[25,149] := {366} tii[25,150] := {297, 725} tii[25,151] := {481, 899} tii[25,152] := {330} tii[25,153] := {556} tii[25,154] := {414, 703} tii[25,155] := {477} tii[25,156] := {501, 730} tii[25,157] := {308, 592} tii[25,158] := {538, 793} tii[25,159] := {665, 666} tii[25,160] := {222, 673} tii[25,161] := {120} tii[25,162] := {46, 638} tii[25,163] := {335} tii[25,164] := {392} tii[25,165] := {91, 451} tii[25,166] := {128} tii[25,167] := {438, 871} tii[25,168] := {238} tii[25,169] := {107, 742} tii[25,170] := {171, 541} tii[25,171] := {209} tii[25,172] := {602, 951} tii[25,173] := {368} tii[25,174] := {319, 626} tii[25,175] := {187} tii[25,176] := {221, 749} tii[25,177] := {90, 753} tii[25,178] := {508} tii[25,179] := {280, 686} tii[25,180] := {444} tii[25,181] := {225, 506} tii[25,182] := {279} tii[25,183] := {572} tii[25,184] := {156} tii[25,185] := {192, 560} tii[25,186] := {146, 629} tii[25,187] := {558, 821} tii[25,188] := {45, 340} tii[25,189] := {440, 921} tii[25,190] := {331} tii[25,191] := {49, 641} tii[25,192] := {407, 839} tii[25,193] := {354, 608} tii[25,194] := {140, 401} tii[25,195] := {406} tii[25,196] := {169, 846} tii[25,197] := {258} tii[25,198] := {295, 726} tii[25,199] := {113, 517} tii[25,200] := {256, 731} tii[25,201] := {721, 900} tii[25,202] := {106, 422} tii[25,203] := {479} tii[25,204] := {604, 986} tii[25,205] := {198, 564} tii[25,206] := {555} tii[25,207] := {679, 702} tii[25,208] := {231} tii[25,209] := {435} tii[25,210] := {529, 817} tii[25,211] := {88, 289} tii[25,212] := {680} tii[25,213] := {244, 928} tii[25,214] := {121, 468} tii[25,215] := {549, 591} tii[25,216] := {499, 729} tii[25,217] := {301, 727} tii[25,218] := {417, 710} tii[25,219] := {358} tii[25,220] := {598} tii[25,221] := {41, 203} tii[25,222] := {622, 842} tii[25,223] := {792, 834} tii[25,224] := {168, 376} tii[25,225] := {657, 894} tii[25,226] := {664, 917} tii[25,227] := {393, 612} tii[25,228] := {239, 266} tii[25,229] := {784, 785} tii[25,230] := {427, 674} tii[25,231] := {273} tii[25,232] := {224, 752} tii[25,233] := {632} tii[25,234] := {571} tii[25,235] := {323, 569} tii[25,236] := {382} tii[25,237] := {684, 872} tii[25,238] := {436} tii[25,239] := {278, 646} tii[25,240] := {183, 640} tii[25,241] := {362, 845} tii[25,242] := {470, 661} tii[25,243] := {218, 458} tii[25,244] := {522} tii[25,245] := {836, 952} tii[25,246] := {600} tii[25,247] := {405, 775} tii[25,248] := {195, 528} tii[25,249] := {801, 819} tii[25,250] := {802} tii[25,251] := {432} tii[25,252] := {227, 452} tii[25,253] := {553} tii[25,254] := {647, 918} tii[25,255] := {682} tii[25,256] := {274, 706} tii[25,257] := {463, 925} tii[25,258] := {745, 938} tii[25,259] := {115, 416} tii[25,260] := {672, 712} tii[25,261] := {718} tii[25,262] := {357, 542} tii[25,263] := {141, 349} tii[25,264] := {624, 844} tii[25,265] := {298, 656} tii[25,266] := {898, 933} tii[25,267] := {594} tii[25,268] := {534, 825} tii[25,269] := {776, 982} tii[25,270] := {112, 262} tii[25,271] := {449, 489} tii[25,272] := {391, 782} tii[25,273] := {783, 1000} tii[25,274] := {633, 850} tii[25,275] := {887, 888} tii[25,276] := {762} tii[25,277] := {865, 873} tii[25,278] := {676} tii[25,279] := {652, 924} tii[25,280] := {675, 883} tii[25,281] := {761, 774} tii[25,282] := {831} tii[25,283] := {953, 968} tii[25,284] := {570, 950} tii[25,285] := {893, 1028} tii[25,286] := {975, 976} tii[25,287] := {650, 662} tii[25,288] := {954, 1076} tii[25,289] := {190} tii[25,290] := {512} tii[25,291] := {95, 699} tii[25,292] := {200} tii[25,293] := {334} tii[25,294] := {175, 788} tii[25,295] := {303} tii[25,296] := {482} tii[25,297] := {276} tii[25,298] := {320, 860} tii[25,299] := {635} tii[25,300] := {385} tii[25,301] := {154, 810} tii[25,302] := {94, 454} tii[25,303] := {696} tii[25,304] := {235} tii[25,305] := {437} tii[25,306] := {386, 807} tii[25,307] := {226, 754} tii[25,308] := {563, 1005} tii[25,309] := {525} tii[25,310] := {98, 704} tii[25,311] := {174, 544} tii[25,312] := {255, 884} tii[25,313] := {365} tii[25,314] := {601} tii[25,315] := {526, 937} tii[25,316] := {184, 642} tii[25,317] := {364, 847} tii[25,318] := {724, 1051} tii[25,319] := {554} tii[25,320] := {329} tii[25,321] := {151, 398} tii[25,322] := {284, 689} tii[25,323] := {803} tii[25,324] := {649, 919} tii[25,325] := {346, 965} tii[25,326] := {719} tii[25,327] := {85, 293} tii[25,328] := {253, 495} tii[25,329] := {191, 590} tii[25,330] := {476} tii[25,331] := {747, 939} tii[25,332] := {411, 841} tii[25,333] := {536, 826} tii[25,334] := {778, 983} tii[25,335] := {338, 374} tii[25,336] := {513, 737} tii[25,337] := {891, 892} tii[25,338] := {548, 796} tii[25,339] := {379} tii[25,340] := {234, 691} tii[25,341] := {322, 861} tii[25,342] := {755} tii[25,343] := {695} tii[25,344] := {384, 764} tii[25,345] := {157} tii[25,346] := {430, 692} tii[25,347] := {502} tii[25,348] := {806, 962} tii[25,349] := {557} tii[25,350] := {524, 880} tii[25,351] := {160, 580} tii[25,352] := {363, 779} tii[25,353] := {259} tii[25,354] := {271, 758} tii[25,355] := {478, 941} tii[25,356] := {316, 581} tii[25,357] := {593, 780} tii[25,358] := {643} tii[25,359] := {934, 1021} tii[25,360] := {720} tii[25,361] := {282, 648} tii[25,362] := {199, 565} tii[25,363] := {233, 516} tii[25,364] := {908} tii[25,365] := {551} tii[25,366] := {232} tii[25,367] := {678} tii[25,368] := {765, 1002} tii[25,369] := {804} tii[25,370] := {907, 920} tii[25,371] := {325, 578} tii[25,372] := {100, 466} tii[25,373] := {185, 535} tii[25,374] := {380, 823} tii[25,375] := {587, 1007} tii[25,376] := {464, 876} tii[25,377] := {857, 1014} tii[25,378] := {409, 777} tii[25,379] := {122, 469} tii[25,380] := {359} tii[25,381] := {833} tii[25,382] := {361, 620} tii[25,383] := {145, 404} tii[25,384] := {302, 728} tii[25,385] := {794, 827} tii[25,386] := {748, 940} tii[25,387] := {716} tii[25,388] := {654, 926} tii[25,389] := {881, 1047} tii[25,390] := {220, 467} tii[25,391] := {475, 668} tii[25,392] := {985, 1010} tii[25,393] := {511, 889} tii[25,394] := {97, 305} tii[25,395] := {448, 491} tii[25,396] := {756, 943} tii[25,397] := {394, 613} tii[25,398] := {182, 369} tii[25,399] := {575, 616} tii[25,400] := {977, 978} tii[25,401] := {890, 1058} tii[25,402] := {196, 530} tii[25,403] := {328} tii[25,404] := {956, 963} tii[25,405] := {866} tii[25,406] := {798} tii[25,407] := {189, 584} tii[25,408] := {119, 418} tii[25,409] := {586, 829} tii[25,410] := {769, 1006} tii[25,411] := {474} tii[25,412] := {299, 658} tii[25,413] := {864, 878} tii[25,414] := {930} tii[25,415] := {1022, 1036} tii[25,416] := {797, 972} tii[25,417] := {395, 786} tii[25,418] := {566, 611} tii[25,419] := {80, 311} tii[25,420] := {693, 1019} tii[25,421] := {981, 1073} tii[25,422] := {510, 740} tii[25,423] := {1041, 1042} tii[25,424] := {767, 781} tii[25,425] := {456, 895} tii[25,426] := {1023, 1100} tii[25,427] := {497} tii[25,428] := {862} tii[25,429] := {429, 912} tii[25,430] := {627} tii[25,431] := {683} tii[25,432] := {759} tii[25,433] := {378, 822} tii[25,434] := {599, 973} tii[25,435] := {835} tii[25,436] := {799} tii[25,437] := {431, 700} tii[25,438] := {677} tii[25,439] := {869, 1060} tii[25,440] := {995} tii[25,441] := {498, 874} tii[25,442] := {709, 1032} tii[25,443] := {931} tii[25,444] := {597, 789} tii[25,445] := {317, 589} tii[25,446] := {949, 1065} tii[25,447] := {832} tii[25,448] := {771, 1008} tii[25,449] := {971, 1088} tii[25,450] := {270, 483} tii[25,451] := {697, 741} tii[25,452] := {863, 1016} tii[25,453] := {1043, 1044} tii[25,454] := {957} tii[25,455] := {552} tii[25,456] := {1025, 1031} tii[25,457] := {906} tii[25,458] := {381, 770} tii[25,459] := {824, 966} tii[25,460] := {875, 1061} tii[25,461] := {904, 1039} tii[25,462] := {955, 967} tii[25,463] := {717} tii[25,464] := {1009} tii[25,465] := {1069, 1080} tii[25,466] := {812, 1066} tii[25,467] := {213, 539} tii[25,468] := {809, 849} tii[25,469] := {757, 944} tii[25,470] := {1084, 1085} tii[25,471] := {1045, 1099} tii[25,472] := {870, 886} tii[25,473] := {701, 1048} tii[25,474] := {1070, 1113} tii[25,475] := {993} tii[25,476] := {964, 1077} tii[25,477] := {1062} tii[25,478] := {960, 974} tii[25,479] := {1106, 1107} tii[25,480] := {1097, 1118} tii[25,481] := {3} tii[25,482] := {9} tii[25,483] := {13} tii[25,484] := {31} tii[25,485] := {5, 399} tii[25,486] := {4} tii[25,487] := {77} tii[25,488] := {26} tii[25,489] := {25, 496} tii[25,490] := {69} tii[25,491] := {18, 290} tii[25,492] := {55} tii[25,493] := {133} tii[25,494] := {58, 377} tii[25,495] := {11, 204} tii[25,496] := {81, 267} tii[25,497] := {34} tii[25,498] := {44, 631} tii[25,499] := {93} tii[25,500] := {19, 241} tii[25,501] := {14} tii[25,502] := {59} tii[25,503] := {22, 519} tii[25,504] := {105, 733} tii[25,505] := {173} tii[25,506] := {56, 313} tii[25,507] := {126} tii[25,508] := {127, 442} tii[25,509] := {42, 202} tii[25,510] := {43, 397} tii[25,511] := {149} tii[25,512] := {37} tii[25,513] := {103} tii[25,514] := {163, 830} tii[25,515] := {7, 402} tii[25,516] := {17, 132} tii[25,517] := {104, 269} tii[25,518] := {207} tii[25,519] := {208, 606} tii[25,520] := {250} tii[25,521] := {30, 292} tii[25,522] := {108, 494} tii[25,523] := {66, 351} tii[25,524] := {159, 180} tii[25,525] := {12, 211} tii[25,526] := {287, 488} tii[25,527] := {139, 373} tii[25,528] := {229} tii[25,529] := {87, 242} tii[25,530] := {162} tii[25,531] := {245, 713} tii[25,532] := {356} tii[25,533] := {118, 460} tii[25,534] := {167, 314} tii[25,535] := {40, 166} tii[25,536] := {240, 268} tii[25,537] := {215, 486} tii[25,538] := {27, 110} tii[25,539] := {390, 615} tii[25,540] := {306, 315} tii[25,541] := {153, 568} tii[25,542] := {72} tii[25,543] := {92} tii[25,544] := {99, 457} tii[25,545] := {254, 660} tii[25,546] := {36} tii[25,547] := {109} tii[25,548] := {172} tii[25,549] := {150, 396} tii[25,550] := {197} tii[25,551] := {125, 441} tii[25,552] := {89, 515} tii[25,553] := {148} tii[25,554] := {23, 520} tii[25,555] := {51, 348} tii[25,556] := {76} tii[25,557] := {345, 772} tii[25,558] := {164} tii[25,559] := {252, 493} tii[25,560] := {84, 291} tii[25,561] := {300} tii[25,562] := {68, 403} tii[25,563] := {177, 619} tii[25,564] := {249} tii[25,565] := {206, 605} tii[25,566] := {64, 350} tii[25,567] := {47, 210} tii[25,568] := {337, 372} tii[25,569] := {32, 304} tii[25,570] := {285, 487} tii[25,571] := {217, 490} tii[25,572] := {124, 413} tii[25,573] := {327} tii[25,574] := {147, 341} tii[25,575] := {228} tii[25,576] := {188, 583} tii[25,577] := {101} tii[25,578] := {63, 307} tii[25,579] := {347, 828} tii[25,580] := {462, 714} tii[25,581] := {355} tii[25,582] := {24, 247} tii[25,583] := {243} tii[25,584] := {251, 423} tii[25,585] := {82, 248} tii[25,586] := {205, 537} tii[25,587] := {473} tii[25,588] := {116, 461} tii[25,589] := {288, 663} tii[25,590] := {443, 485} tii[25,591] := {21, 135} tii[25,592] := {73, 370} tii[25,593] := {310, 610} tii[25,594] := {388, 614} tii[25,595] := {62, 179} tii[25,596] := {339, 375} tii[25,597] := {509, 739} tii[25,598] := {38, 214} tii[25,599] := {342, 791} tii[25,600] := {29, 111} tii[25,601] := {415, 424} tii[25,602] := {326} tii[25,603] := {585, 773} tii[25,604] := {343} tii[25,605] := {186, 533} tii[25,606] := {472} tii[25,607] := {567, 609} tii[25,608] := {507, 738} tii[25,609] := {79, 309} tii[25,610] := {419, 734} tii[25,611] := {453, 897} tii[25,612] := {531, 543} tii[25,613] := {129} tii[25,614] := {75} tii[25,615] := {178} tii[25,616] := {283} tii[25,617] := {152, 639} tii[25,618] := {50, 588} tii[25,619] := {131} tii[25,620] := {246} tii[25,621] := {410} tii[25,622] := {123, 521} tii[25,623] := {261, 743} tii[25,624] := {71, 412} tii[25,625] := {312, 617} tii[25,626] := {434} tii[25,627] := {230, 455} tii[25,628] := {52, 352} tii[25,629] := {161} tii[25,630] := {344} tii[25,631] := {277, 707} tii[25,632] := {465, 929} tii[25,633] := {596} tii[25,634] := {142, 353} tii[25,635] := {360, 545} tii[25,636] := {48, 212} tii[25,637] := {130, 484} tii[25,638] := {421, 736} tii[25,639] := {636, 852} tii[25,640] := {114, 263} tii[25,641] := {450, 492} tii[25,642] := {67, 181} tii[25,643] := {532, 546} tii[25,644] := {433} tii[25,645] := {275, 653} tii[25,646] := {102} tii[25,647] := {708, 877} tii[25,648] := {459} tii[25,649] := {595} tii[25,650] := {137, 420} tii[25,651] := {690, 735} tii[25,652] := {74, 371} tii[25,653] := {540, 848} tii[25,654] := {634, 851} tii[25,655] := {39, 216} tii[25,656] := {651, 669} tii[25,657] := {579, 984} tii[25,658] := {582} tii[25,659] := {659, 942} tii[25,660] := {768, 790} tii[25,661] := {0} tii[25,662] := {15} tii[25,663] := {1, 294} tii[25,664] := {2, 136} tii[25,665] := {8, 165} tii[25,666] := {54} tii[25,667] := {6, 78} tii[25,668] := {35, 265} tii[25,669] := {10, 60} tii[25,670] := {53} tii[25,671] := {33, 264} tii[25,672] := {16, 138} cell#209 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {526} tii[19,2] := {269, 758} tii[19,3] := {646} tii[19,4] := {155, 851} tii[19,5] := {484, 762} tii[19,6] := {553, 834} tii[19,7] := {267, 929} tii[19,8] := {328, 950} tii[19,9] := {611} tii[19,10] := {354, 817} tii[19,11] := {721} tii[19,12] := {722} tii[19,13] := {687} tii[19,14] := {537} tii[19,15] := {104, 894} tii[19,16] := {296, 869} tii[19,17] := {574, 824} tii[19,18] := {575, 823} tii[19,19] := {636, 883} tii[19,20] := {635, 882} tii[19,21] := {755} tii[19,22] := {379, 910} tii[19,23] := {685} tii[19,24] := {445, 850} tii[19,25] := {446, 849} tii[19,26] := {187, 960} tii[19,27] := {736, 737} tii[19,28] := {516, 903} tii[19,29] := {515, 902} tii[19,30] := {242, 976} tii[19,31] := {463, 942} tii[19,32] := {543, 967} tii[19,33] := {542, 966} tii[19,34] := {788} tii[19,35] := {154, 931} tii[19,36] := {655, 875} tii[19,37] := {714, 918} tii[19,38] := {844} tii[19,39] := {218, 961} tii[19,40] := {786} tii[19,41] := {264, 914} tii[19,42] := {265, 984} tii[19,43] := {617, 913} tii[19,44] := {326, 949} tii[19,45] := {828, 829} tii[19,46] := {325, 994} tii[19,47] := {679, 948} tii[19,48] := {293, 982} tii[19,49] := {688, 943} tii[19,50] := {744, 911} tii[19,51] := {365, 991} tii[19,52] := {364, 990} tii[19,53] := {743, 975} tii[19,54] := {799, 987} tii[19,55] := {349, 986} tii[19,56] := {417, 997} tii[19,57] := {437, 999} tii[19,58] := {505, 1005} tii[19,59] := {504, 1004} tii[19,60] := {580, 1007} tii[19,61] := {179} tii[19,62] := {436} tii[19,63] := {188, 692} tii[19,64] := {270} tii[19,65] := {77, 348} tii[19,66] := {141, 460} tii[19,67] := {479} tii[19,68] := {127, 733} tii[19,69] := {392} tii[19,70] := {27, 481} tii[19,71] := {306, 624} tii[19,72] := {312, 466} tii[19,73] := {53, 598} tii[19,74] := {380, 711} tii[19,75] := {161, 800} tii[19,76] := {223, 842} tii[19,77] := {111, 745} tii[19,78] := {645} tii[19,79] := {610} tii[19,80] := {255} tii[19,81] := {483, 763} tii[19,82] := {355} tii[19,83] := {447} tii[19,84] := {220, 816} tii[19,85] := {122, 442} tii[19,86] := {554, 835} tii[19,87] := {205, 546} tii[19,88] := {341} tii[19,89] := {566} tii[19,90] := {565} tii[19,91] := {686} tii[19,92] := {444} tii[19,93] := {259} tii[19,94] := {485} tii[19,95] := {394, 696} tii[19,96] := {295, 868} tii[19,97] := {609} tii[19,98] := {351, 794} tii[19,99] := {486} tii[19,100] := {20, 570} tii[19,101] := {393, 697} tii[19,102] := {105, 798} tii[19,103] := {353} tii[19,104] := {76, 532} tii[19,105] := {352, 793} tii[19,106] := {402, 557} tii[19,107] := {368} tii[19,108] := {469, 779} tii[19,109] := {663, 664} tii[19,110] := {423, 860} tii[19,111] := {403, 556} tii[19,112] := {43, 675} tii[19,113] := {470, 780} tii[19,114] := {140, 622} tii[19,115] := {422, 859} tii[19,116] := {125, 614} tii[19,117] := {307, 654} tii[19,118] := {308, 653} tii[19,119] := {378, 909} tii[19,120] := {131, 853} tii[19,121] := {438} tii[19,122] := {233, 589} tii[19,123] := {234, 588} tii[19,124] := {202, 693} tii[19,125] := {456, 937} tii[19,126] := {455, 936} tii[19,127] := {506, 507} tii[19,128] := {176, 889} tii[19,129] := {86, 803} tii[19,130] := {384, 750} tii[19,131] := {383, 749} tii[19,132] := {334, 814} tii[19,133] := {333, 813} tii[19,134] := {720} tii[19,135] := {577} tii[19,136] := {644} tii[19,137] := {266, 822} tii[19,138] := {219, 893} tii[19,139] := {38, 651} tii[19,140] := {443, 821} tii[19,141] := {329, 881} tii[19,142] := {701, 702} tii[19,143] := {497, 638} tii[19,144] := {70, 747} tii[19,145] := {511, 880} tii[19,146] := {193, 895} tii[19,147] := {192, 764} tii[19,148] := {528, 872} tii[19,149] := {294, 928} tii[19,150] := {567} tii[19,151] := {65, 724} tii[19,152] := {401, 703} tii[19,153] := {136, 705} tii[19,154] := {252, 924} tii[19,155] := {593, 820} tii[19,156] := {137, 854} tii[19,157] := {367, 946} tii[19,158] := {366, 945} tii[19,159] := {253, 836} tii[19,160] := {108, 804} tii[19,161] := {631, 632} tii[19,162] := {592, 915} tii[19,163] := {555, 699} tii[19,164] := {214, 886} tii[19,165] := {659, 944} tii[19,166] := {213, 885} tii[19,167] := {344, 959} tii[19,168] := {197, 897} tii[19,169] := {415, 974} tii[19,170] := {414, 973} tii[19,171] := {493, 989} tii[19,172] := {330, 951} tii[19,173] := {340} tii[19,174] := {449} tii[19,175] := {180, 533} tii[19,176] := {285, 623} tii[19,177] := {435} tii[19,178] := {647} tii[19,179] := {648} tii[19,180] := {536} tii[19,181] := {346} tii[19,182] := {448} tii[19,183] := {487, 766} tii[19,184] := {578} tii[19,185] := {66, 852} tii[19,186] := {121, 616} tii[19,187] := {488, 765} tii[19,188] := {579} tii[19,189] := {8, 652} tii[19,190] := {458} tii[19,191] := {560, 838} tii[19,192] := {498, 642} tii[19,193] := {204, 695} tii[19,194] := {559, 837} tii[19,195] := {499, 641} tii[19,196] := {23, 748} tii[19,197] := {184, 690} tii[19,198] := {395, 730} tii[19,199] := {529} tii[19,200] := {396, 729} tii[19,201] := {82, 896} tii[19,202] := {316, 669} tii[19,203] := {283, 760} tii[19,204] := {594, 595} tii[19,205] := {473, 810} tii[19,206] := {317, 668} tii[19,207] := {117, 926} tii[19,208] := {52, 855} tii[19,209] := {472, 809} tii[19,210] := {428, 867} tii[19,211] := {427, 866} tii[19,212] := {787} tii[19,213] := {525} tii[19,214] := {656} tii[19,215] := {618} tii[19,216] := {657} tii[19,217] := {719} tii[19,218] := {186, 874} tii[19,219] := {440} tii[19,220] := {153, 930} tii[19,221] := {534, 873} tii[19,222] := {100, 691} tii[19,223] := {19, 726} tii[19,224] := {584, 717} tii[19,225] := {243, 917} tii[19,226] := {770, 771} tii[19,227] := {544} tii[19,228] := {600, 916} tii[19,229] := {159, 761} tii[19,230] := {585, 716} tii[19,231] := {42, 806} tii[19,232] := {613, 912} tii[19,233] := {612} tii[19,234] := {347} tii[19,235] := {152, 757} tii[19,236] := {356, 796} tii[19,237] := {357, 795} tii[19,238] := {129, 933} tii[19,239] := {128, 825} tii[19,240] := {39, 791} tii[19,241] := {649} tii[19,242] := {216, 958} tii[19,243] := {494, 775} tii[19,244] := {670, 671} tii[19,245] := {673, 871} tii[19,246] := {495, 774} tii[19,247] := {83, 776} tii[19,248] := {222, 819} tii[19,249] := {173, 956} tii[19,250] := {672, 947} tii[19,251] := {84, 898} tii[19,252] := {174, 884} tii[19,253] := {459} tii[19,254] := {277, 742} tii[19,255] := {278, 741} tii[19,256] := {67, 857} tii[19,257] := {432, 862} tii[19,258] := {431, 861} tii[19,259] := {709, 710} tii[19,260] := {280, 972} tii[19,261] := {279, 971} tii[19,262] := {735, 968} tii[19,263] := {606, 607} tii[19,264] := {146, 923} tii[19,265] := {637, 769} tii[19,266] := {377, 908} tii[19,267] := {376, 907} tii[19,268] := {145, 922} tii[19,269] := {530, 892} tii[19,270] := {257, 983} tii[19,271] := {217, 815} tii[19,272] := {133, 934} tii[19,273] := {360, 802} tii[19,274] := {361, 801} tii[19,275] := {597, 845} tii[19,276] := {321, 993} tii[19,277] := {297, 870} tii[19,278] := {596, 939} tii[19,279] := {320, 992} tii[19,280] := {399, 1001} tii[19,281] := {661, 962} tii[19,282] := {462, 941} tii[19,283] := {461, 940} tii[19,284] := {517, 797} tii[19,285] := {244, 977} tii[19,286] := {619, 985} tii[19,287] := {731} tii[19,288] := {37, 792} tii[19,289] := {69, 858} tii[19,290] := {662, 782} tii[19,291] := {190, 876} tii[19,292] := {723} tii[19,293] := {64, 847} tii[19,294] := {191, 963} tii[19,295] := {583, 832} tii[19,296] := {250, 919} tii[19,297] := {134, 833} tii[19,298] := {107, 900} tii[19,299] := {777, 778} tii[19,300] := {249, 980} tii[19,301] := {135, 935} tii[19,302] := {212, 955} tii[19,303] := {715, 827} tii[19,304] := {211, 954} tii[19,305] := {343, 996} tii[19,306] := {101, 891} tii[19,307] := {195, 965} tii[19,308] := {194, 879} tii[19,309] := {413, 1003} tii[19,310] := {539, 878} tii[19,311] := {156, 938} tii[19,312] := {412, 1002} tii[19,313] := {492, 1006} tii[19,314] := {288, 979} tii[19,315] := {680, 877} tii[19,316] := {327, 995} tii[19,317] := {287, 978} tii[19,318] := {450, 1000} tii[19,319] := {273, 970} tii[19,320] := {418, 998} tii[19,321] := {120} tii[19,322] := {189} tii[19,323] := {48, 263} tii[19,324] := {78} tii[19,325] := {89, 373} tii[19,326] := {61, 142} tii[19,327] := {28, 304} tii[19,328] := {229} tii[19,329] := {18, 232} tii[19,330] := {165, 301} tii[19,331] := {54, 416} tii[19,332] := {75, 524} tii[19,333] := {256} tii[19,334] := {478} tii[19,335] := {123} tii[19,336] := {305, 625} tii[19,337] := {391} tii[19,338] := {350} tii[19,339] := {182} tii[19,340] := {47, 441} tii[19,341] := {268} tii[19,342] := {381, 712} tii[19,343] := {311, 467} tii[19,344] := {99, 206} tii[19,345] := {281} tii[19,346] := {88, 545} tii[19,347] := {310} tii[19,348] := {79, 531} tii[19,349] := {14, 390} tii[19,350] := {226, 573} tii[19,351] := {227, 572} tii[19,352] := {342} tii[19,353] := {126} tii[19,354] := {309} tii[19,355] := {60, 276} tii[19,356] := {236, 386} tii[19,357] := {410, 411} tii[19,358] := {162, 503} tii[19,359] := {138, 621} tii[19,360] := {299, 678} tii[19,361] := {298, 677} tii[19,362] := {235, 387} tii[19,363] := {163, 502} tii[19,364] := {7, 315} tii[19,365] := {29, 510} tii[19,366] := {203} tii[19,367] := {245, 753} tii[19,368] := {246, 754} tii[19,369] := {46, 608} tii[19,370] := {169, 335} tii[19,371] := {168, 336} tii[19,372] := {160, 626} tii[19,373] := {49, 569} tii[19,374] := {389} tii[19,375] := {224, 713} tii[19,376] := {17, 406} tii[19,377] := {110, 550} tii[19,378] := {231, 548} tii[19,379] := {87, 674} tii[19,380] := {464, 465} tii[19,381] := {171, 784} tii[19,382] := {73, 683} tii[19,383] := {382, 547} tii[19,384] := {172, 785} tii[19,385] := {72, 468} tii[19,386] := {225, 843} tii[19,387] := {434} tii[19,388] := {576} tii[19,389] := {535} tii[19,390] := {181} tii[19,391] := {345} tii[19,392] := {62, 615} tii[19,393] := {496, 639} tii[19,394] := {457} tii[19,395] := {150, 286} tii[19,396] := {109, 694} tii[19,397] := {185} tii[19,398] := {271, 728} tii[19,399] := {397} tii[19,400] := {527} tii[19,401] := {103, 689} tii[19,402] := {398} tii[19,403] := {9, 482} tii[19,404] := {260} tii[19,405] := {272, 727} tii[19,406] := {400, 704} tii[19,407] := {98, 363} tii[19,408] := {318, 476} tii[19,409] := {590, 591} tii[19,410] := {284} tii[19,411] := {319, 475} tii[19,412] := {199, 667} tii[19,413] := {158, 759} tii[19,414] := {338, 808} tii[19,415] := {24, 599} tii[19,416] := {6, 407} tii[19,417] := {200, 666} tii[19,418] := {337, 807} tii[19,419] := {369} tii[19,420] := {33, 684} tii[19,421] := {239, 430} tii[19,422] := {292, 865} tii[19,423] := {240, 429} tii[19,424] := {291, 864} tii[19,425] := {518, 519} tii[19,426] := {480} tii[19,427] := {130, 698} tii[19,428] := {40, 650} tii[19,429] := {439, 848} tii[19,430] := {151, 756} tii[19,431] := {183} tii[19,432] := {314, 628} tii[19,433] := {313, 629} tii[19,434] := {274, 740} tii[19,435] := {13, 500} tii[19,436] := {551, 552} tii[19,437] := {59, 453} tii[19,438] := {509, 789} tii[19,439] := {275, 739} tii[19,440] := {85, 630} tii[19,441] := {221, 818} tii[19,442] := {177, 781} tii[19,443] := {68, 746} tii[19,444] := {508, 901} tii[19,445] := {282} tii[19,446] := {471, 627} tii[19,447] := {166, 514} tii[19,448] := {167, 513} tii[19,449] := {582, 932} tii[19,450] := {375, 906} tii[19,451] := {374, 905} tii[19,452] := {58, 751} tii[19,453] := {147, 840} tii[19,454] := {424, 732} tii[19,455] := {148, 841} tii[19,456] := {57, 558} tii[19,457] := {425, 426} tii[19,458] := {538, 964} tii[19,459] := {178, 890} tii[19,460] := {385, 581} tii[19,461] := {102, 790} tii[19,462] := {196, 773} tii[19,463] := {26, 586} tii[19,464] := {359, 772} tii[19,465] := {157, 856} tii[19,466] := {94, 811} tii[19,467] := {290, 921} tii[19,468] := {512, 768} tii[19,469] := {93, 640} tii[19,470] := {289, 920} tii[19,471] := {451, 969} tii[19,472] := {254, 925} tii[19,473] := {258} tii[19,474] := {215, 372} tii[19,475] := {262} tii[19,476] := {489} tii[19,477] := {3, 571} tii[19,478] := {490} tii[19,479] := {149, 454} tii[19,480] := {408, 563} tii[19,481] := {371} tii[19,482] := {409, 562} tii[19,483] := {11, 676} tii[19,484] := {1, 501} tii[19,485] := {16, 752} tii[19,486] := {322, 523} tii[19,487] := {323, 522} tii[19,488] := {261} tii[19,489] := {21, 725} tii[19,490] := {81, 767} tii[19,491] := {568} tii[19,492] := {404, 707} tii[19,493] := {97, 541} tii[19,494] := {405, 706} tii[19,495] := {5, 587} tii[19,496] := {41, 805} tii[19,497] := {370} tii[19,498] := {118, 839} tii[19,499] := {633, 634} tii[19,500] := {51, 708} tii[19,501] := {237, 605} tii[19,502] := {238, 604} tii[19,503] := {520, 521} tii[19,504] := {561, 700} tii[19,505] := {31, 812} tii[19,506] := {96, 888} tii[19,507] := {95, 887} tii[19,508] := {30, 643} tii[19,509] := {119, 927} tii[19,510] := {474, 660} tii[19,511] := {63, 846} tii[19,512] := {132, 831} tii[19,513] := {452, 830} tii[19,514] := {71, 620} tii[19,515] := {12, 665} tii[19,516] := {106, 899} tii[19,517] := {56, 863} tii[19,518] := {601, 826} tii[19,519] := {210, 953} tii[19,520] := {55, 718} tii[19,521] := {207, 682} tii[19,522] := {208, 681} tii[19,523] := {209, 952} tii[19,524] := {433, 734} tii[19,525] := {358, 988} tii[19,526] := {175, 957} tii[19,527] := {25, 738} tii[19,528] := {92, 904} tii[19,529] := {91, 783} tii[19,530] := {251, 981} tii[19,531] := {50} tii[19,532] := {36, 90} tii[19,533] := {22, 116} tii[19,534] := {80} tii[19,535] := {228} tii[19,536] := {35, 198} tii[19,537] := {164, 302} tii[19,538] := {139} tii[19,539] := {10, 170} tii[19,540] := {115, 247} tii[19,541] := {114, 248} tii[19,542] := {74, 303} tii[19,543] := {124} tii[19,544] := {230, 549} tii[19,545] := {34, 362} tii[19,546] := {201} tii[19,547] := {112, 421} tii[19,548] := {4, 241} tii[19,549] := {113, 420} tii[19,550] := {331, 332} tii[19,551] := {300, 491} tii[19,552] := {45, 388} tii[19,553] := {44, 540} tii[19,554] := {143, 603} tii[19,555] := {2, 324} tii[19,556] := {144, 602} tii[19,557] := {339, 658} tii[19,558] := {32, 477} tii[19,559] := {0, 419} tii[19,560] := {15, 564} cell#210 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {87} tii[24,2] := {155} tii[24,3] := {187} tii[24,4] := {131} tii[24,5] := {116} tii[24,6] := {193} tii[24,7] := {158} tii[24,8] := {219} tii[24,9] := {169} tii[24,10] := {190} tii[24,11] := {223} tii[24,12] := {232} tii[24,13] := {172} tii[24,14] := {245} tii[24,15] := {250} tii[24,16] := {263} tii[24,17] := {265} tii[24,18] := {275} tii[24,19] := {108} tii[24,20] := {94} tii[24,21] := {179} tii[24,22] := {141} tii[24,23] := {209} tii[24,24] := {147} tii[24,25] := {177} tii[24,26] := {55} tii[24,27] := {214} tii[24,28] := {216} tii[24,29] := {148} tii[24,30] := {100} tii[24,31] := {239} tii[24,32] := {92} tii[24,33] := {242} tii[24,34] := {67} tii[24,35] := {261} tii[24,36] := {143} tii[24,37] := {262} tii[24,38] := {167} tii[24,39] := {274} tii[24,40] := {105} tii[24,41] := {136} tii[24,42] := {178} tii[24,43] := {182} tii[24,44] := {106} tii[24,45] := {206} tii[24,46] := {91} tii[24,47] := {212} tii[24,48] := {230} tii[24,49] := {142} tii[24,50] := {66} tii[24,51] := {231} tii[24,52] := {164} tii[24,53] := {37} tii[24,54] := {256} tii[24,55] := {175} tii[24,56] := {199} tii[24,57] := {200} tii[24,58] := {163} tii[24,59] := {227} tii[24,60] := {195} tii[24,61] := {132} tii[24,62] := {117} tii[24,63] := {194} tii[24,64] := {159} tii[24,65] := {221} tii[24,66] := {170} tii[24,67] := {191} tii[24,68] := {75} tii[24,69] := {224} tii[24,70] := {233} tii[24,71] := {173} tii[24,72] := {120} tii[24,73] := {247} tii[24,74] := {114} tii[24,75] := {251} tii[24,76] := {89} tii[24,77] := {264} tii[24,78] := {161} tii[24,79] := {267} tii[24,80] := {186} tii[24,81] := {276} tii[24,82] := {145} tii[24,83] := {43} tii[24,84] := {176} tii[24,85] := {213} tii[24,86] := {78} tii[24,87] := {215} tii[24,88] := {146} tii[24,89] := {237} tii[24,90] := {137} tii[24,91] := {72} tii[24,92] := {241} tii[24,93] := {50} tii[24,94] := {259} tii[24,95] := {183} tii[24,96] := {107} tii[24,97] := {121} tii[24,98] := {260} tii[24,99] := {207} tii[24,100] := {69} tii[24,101] := {149} tii[24,102] := {273} tii[24,103] := {53} tii[24,104] := {211} tii[24,105] := {35} tii[24,106] := {102} tii[24,107] := {228} tii[24,108] := {229} tii[24,109] := {18} tii[24,110] := {204} tii[24,111] := {129} tii[24,112] := {255} tii[24,113] := {83} tii[24,114] := {226} tii[24,115] := {171} tii[24,116] := {192} tii[24,117] := {225} tii[24,118] := {234} tii[24,119] := {174} tii[24,120] := {249} tii[24,121] := {154} tii[24,122] := {252} tii[24,123] := {266} tii[24,124] := {203} tii[24,125] := {135} tii[24,126] := {269} tii[24,127] := {220} tii[24,128] := {99} tii[24,129] := {277} tii[24,130] := {115} tii[24,131] := {240} tii[24,132] := {162} tii[24,133] := {90} tii[24,134] := {257} tii[24,135] := {258} tii[24,136] := {235} tii[24,137] := {188} tii[24,138] := {59} tii[24,139] := {272} tii[24,140] := {166} tii[24,141] := {31} tii[24,142] := {254} tii[24,143] := {253} tii[24,144] := {268} tii[24,145] := {270} tii[24,146] := {248} tii[24,147] := {278} tii[24,148] := {222} tii[24,149] := {271} tii[24,150] := {279} tii[24,151] := {30} tii[24,152] := {47} tii[24,153] := {56} tii[24,154] := {74} tii[24,155] := {32} tii[24,156] := {81} tii[24,157] := {119} tii[24,158] := {113} tii[24,159] := {118} tii[24,160] := {88} tii[24,161] := {160} tii[24,162] := {185} tii[24,163] := {95} tii[24,164] := {27} tii[24,165] := {60} tii[24,166] := {123} tii[24,167] := {63} tii[24,168] := {54} tii[24,169] := {152} tii[24,170] := {76} tii[24,171] := {156} tii[24,172] := {36} tii[24,173] := {201} tii[24,174] := {133} tii[24,175] := {103} tii[24,176] := {97} tii[24,177] := {217} tii[24,178] := {130} tii[24,179] := {25} tii[24,180] := {196} tii[24,181] := {15} tii[24,182] := {64} tii[24,183] := {243} tii[24,184] := {5} tii[24,185] := {85} tii[24,186] := {49} tii[24,187] := {70} tii[24,188] := {21} tii[24,189] := {104} tii[24,190] := {40} tii[24,191] := {46} tii[24,192] := {41} tii[24,193] := {138} tii[24,194] := {62} tii[24,195] := {140} tii[24,196] := {23} tii[24,197] := {184} tii[24,198] := {109} tii[24,199] := {79} tii[24,200] := {110} tii[24,201] := {71} tii[24,202] := {208} tii[24,203] := {26} tii[24,204] := {52} tii[24,205] := {16} tii[24,206] := {65} tii[24,207] := {33} tii[24,208] := {181} tii[24,209] := {101} tii[24,210] := {34} tii[24,211] := {6} tii[24,212] := {38} tii[24,213] := {86} tii[24,214] := {238} tii[24,215] := {128} tii[24,216] := {17} tii[24,217] := {48} tii[24,218] := {7} tii[24,219] := {82} tii[24,220] := {42} tii[24,221] := {139} tii[24,222] := {80} tii[24,223] := {24} tii[24,224] := {11} tii[24,225] := {111} tii[24,226] := {205} tii[24,227] := {3} tii[24,228] := {84} tii[24,229] := {125} tii[24,230] := {112} tii[24,231] := {96} tii[24,232] := {124} tii[24,233] := {61} tii[24,234] := {153} tii[24,235] := {77} tii[24,236] := {157} tii[24,237] := {202} tii[24,238] := {134} tii[24,239] := {218} tii[24,240] := {98} tii[24,241] := {93} tii[24,242] := {45} tii[24,243] := {197} tii[24,244] := {144} tii[24,245] := {68} tii[24,246] := {58} tii[24,247] := {244} tii[24,248] := {168} tii[24,249] := {39} tii[24,250] := {20} tii[24,251] := {126} tii[24,252] := {73} tii[24,253] := {22} tii[24,254] := {180} tii[24,255] := {122} tii[24,256] := {51} tii[24,257] := {28} tii[24,258] := {150} tii[24,259] := {29} tii[24,260] := {236} tii[24,261] := {8} tii[24,262] := {165} tii[24,263] := {127} tii[24,264] := {12} tii[24,265] := {4} tii[24,266] := {151} tii[24,267] := {198} tii[24,268] := {246} tii[24,269] := {210} tii[24,270] := {189} tii[24,271] := {14} tii[24,272] := {44} tii[24,273] := {57} tii[24,274] := {13} tii[24,275] := {19} tii[24,276] := {2} tii[24,277] := {9} tii[24,278] := {10} tii[24,279] := {1} tii[24,280] := {0} cell#211 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {605} tii[17,2] := {280, 692} tii[17,3] := {166, 852} tii[17,4] := {735} tii[17,5] := {496} tii[17,6] := {225, 810} tii[17,7] := {331, 332, 617, 1005} tii[17,8] := {458, 459, 721, 1104} tii[17,9] := {851} tii[17,10] := {322, 921} tii[17,11] := {727} tii[17,12] := {181, 431, 564, 1004} tii[17,13] := {821, 822} tii[17,14] := {298, 540, 712, 1103} tii[17,15] := {427, 1003} tii[17,16] := {521, 522, 908, 1102} tii[17,17] := {252, 958} tii[17,18] := {856} tii[17,19] := {146, 922} tii[17,20] := {621} tii[17,21] := {444, 445, 743, 1083} tii[17,22] := {585, 586, 841, 1156} tii[17,23] := {215, 1042} tii[17,24] := {957} tii[17,25] := {553} tii[17,26] := {133, 953} tii[17,27] := {224, 1014} tii[17,28] := {848} tii[17,29] := {107, 319, 687, 1082} tii[17,30] := {374, 375, 675, 1141} tii[17,31] := {192, 193, 1022, 1023} tii[17,32] := {931, 932} tii[17,33] := {204, 413, 833, 1155} tii[17,34] := {533, 534, 784, 1193} tii[17,35] := {673} tii[17,36] := {488, 489, 789, 1179} tii[17,37] := {314, 1080} tii[17,38] := {359, 360, 885, 1130} tii[17,39] := {772, 773} tii[17,40] := {396, 397, 998, 1153} tii[17,41] := {658, 659, 886, 1219} tii[17,42] := {754, 755, 973, 1234} tii[17,43] := {1041} tii[17,44] := {321, 1091} tii[17,45] := {952} tii[17,46] := {180, 430, 801, 1140} tii[17,47] := {1020, 1021} tii[17,48] := {297, 538, 944, 1192} tii[17,49] := {892} tii[17,50] := {268, 548, 739, 1178} tii[17,51] := {426, 1138} tii[17,52] := {170, 600, 645, 1129} tii[17,53] := {519, 520, 1073, 1190} tii[17,54] := {976, 977} tii[17,55] := {404, 646, 889, 1218} tii[17,56] := {1048, 1049} tii[17,57] := {500, 758, 970, 1233} tii[17,58] := {546, 1177} tii[17,59] := {641, 642, 1128, 1217} tii[17,60] := {745, 746, 1108, 1236} tii[17,61] := {959} tii[17,62] := {354, 995} tii[17,63] := {80, 1015} tii[17,64] := {749} tii[17,65] := {567, 568, 806, 1120} tii[17,66] := {715, 716, 903, 1172} tii[17,67] := {312, 1069} tii[17,68] := {1043} tii[17,69] := {145, 1092} tii[17,70] := {676} tii[17,71] := {213, 993} tii[17,72] := {955} tii[17,73] := {52, 222, 802, 1142} tii[17,74] := {492, 493, 742, 1166} tii[17,75] := {1026, 1027} tii[17,76] := {283, 284, 1064, 1065} tii[17,77] := {128, 300, 945, 1194} tii[17,78] := {662, 663, 839, 1205} tii[17,79] := {790} tii[17,80] := {219, 1139} tii[17,81] := {614, 615, 853, 1198} tii[17,82] := {478, 479, 937, 1162} tii[17,83] := {290, 291, 1074, 1191} tii[17,84] := {887, 888} tii[17,85] := {781, 782, 938, 1229} tii[17,86] := {874, 875, 1016, 1243} tii[17,87] := {216, 994} tii[17,88] := {1109} tii[17,89] := {554} tii[17,90] := {223, 1147} tii[17,91] := {134, 904} tii[17,92] := {376, 377, 616, 1119} tii[17,93] := {1040} tii[17,94] := {106, 318, 910, 1182} tii[17,95] := {194, 195, 987, 988} tii[17,96] := {535, 536, 719, 1171} tii[17,97] := {1095, 1096} tii[17,98] := {203, 411, 1032, 1222} tii[17,99] := {69, 800} tii[17,100] := {982} tii[17,101] := {177, 424, 862, 1209} tii[17,102] := {674} tii[17,103] := {490, 491, 732, 1164} tii[17,104] := {313, 1181} tii[17,105] := {98, 515, 729, 1174} tii[17,106] := {361, 362, 826, 1115} tii[17,107] := {774, 775} tii[17,108] := {116, 117, 900, 901} tii[17,109] := {394, 395, 1132, 1221} tii[17,110] := {1054, 1055} tii[17,111] := {294, 516, 980, 1240} tii[17,112] := {660, 661, 827, 1203} tii[17,113] := {182, 183, 797, 985} tii[17,114] := {1112, 1113} tii[17,115] := {383, 629, 1052, 1248} tii[17,116] := {756, 757, 925, 1226} tii[17,117] := {607, 612, 613, 1135} tii[17,118] := {788} tii[17,119] := {423, 1208} tii[17,120] := {476, 477, 708, 1070} tii[17,121] := {883, 884} tii[17,122] := {709, 779, 780, 1187} tii[17,123] := {513, 514, 1173, 1239} tii[17,124] := {352, 353, 590, 1007} tii[17,125] := {968, 969} tii[17,126] := {619, 620, 1160, 1249} tii[17,127] := {817, 872, 873, 1211} tii[17,128] := {763, 961, 962, 1238} tii[17,129] := {1127} tii[17,130] := {320, 1183} tii[17,131] := {1068} tii[17,132] := {179, 378, 1001, 1200} tii[17,133] := {1123, 1124} tii[17,134] := {296, 462, 1100, 1231} tii[17,135] := {425, 1210} tii[17,136] := {1039} tii[17,137] := {267, 480, 965, 1225} tii[17,138] := {169, 577, 850, 1197} tii[17,139] := {517, 518, 1176, 1241} tii[17,140] := {1093, 1094} tii[17,141] := {403, 578, 1056, 1247} tii[17,142] := {1143, 1144} tii[17,143] := {499, 694, 1114, 1252} tii[17,144] := {954} tii[17,145] := {364, 368, 863, 1199} tii[17,146] := {547, 1232} tii[17,147] := {1024, 1025} tii[17,148] := {254, 453, 730, 1163} tii[17,149] := {454, 527, 981, 1230} tii[17,150] := {643, 644, 1207, 1251} tii[17,151] := {164, 345, 597, 1122} tii[17,152] := {747, 748, 1196, 1256} tii[17,153] := {1087, 1088} tii[17,154] := {572, 623, 1053, 1244} tii[17,155] := {1017, 1133} tii[17,156] := {505, 736, 1111, 1253} tii[17,157] := {599, 1242} tii[17,158] := {701, 702, 1224, 1255} tii[17,159] := {807, 808, 1206, 1257} tii[17,160] := {695, 909, 1175, 1259} tii[17,161] := {97} tii[17,162] := {382} tii[17,163] := {105, 237} tii[17,164] := {202, 344} tii[17,165] := {167} tii[17,166] := {96, 731} tii[17,167] := {497} tii[17,168] := {265} tii[17,169] := {381} tii[17,170] := {51, 333} tii[17,171] := {235, 236, 495, 913} tii[17,172] := {47, 618} tii[17,173] := {401} tii[17,174] := {127, 460} tii[17,175] := {342, 343, 592, 1035} tii[17,176] := {89, 90, 512, 722} tii[17,177] := {103, 442} tii[17,178] := {154, 330, 385, 805} tii[17,179] := {481} tii[17,180] := {200, 583} tii[17,181] := {91, 234, 289, 707} tii[17,182] := {579, 580} tii[17,183] := {244, 457, 469, 948} tii[17,184] := {347, 348, 570, 846} tii[17,185] := {253} tii[17,186] := {137, 956} tii[17,187] := {94, 744} tii[17,188] := {622} tii[17,189] := {367} tii[17,190] := {433} tii[17,191] := {35, 446} tii[17,192] := {72, 847} tii[17,193] := {272, 273, 552, 1081} tii[17,194] := {156, 157, 640, 842} tii[17,195] := {526} tii[17,196] := {86, 587} tii[17,197] := {122, 123, 929, 930} tii[17,198] := {408, 409, 665, 1154} tii[17,199] := {604} tii[17,200] := {264} tii[17,201] := {77, 565} tii[17,202] := {108, 323, 443, 914} tii[17,203] := {372, 373, 672, 1136} tii[17,204] := {550} tii[17,205] := {31, 733} tii[17,206] := {241, 242, 511, 936} tii[17,207] := {705, 706} tii[17,208] := {152, 713} tii[17,209] := {258, 259, 770, 1071} tii[17,210] := {400} tii[17,211] := {67, 229, 329, 832} tii[17,212] := {205, 421, 584, 1036} tii[17,213] := {649, 650} tii[17,214] := {531, 532, 771, 1188} tii[17,215] := {62, 63, 828, 829} tii[17,216] := {593, 594} tii[17,217] := {306, 307, 693, 951} tii[17,218] := {627, 628, 876, 1212} tii[17,219] := {111, 112, 720, 927} tii[17,220] := {142, 688} tii[17,221] := {269, 487, 551, 1079} tii[17,222] := {670} tii[17,223] := {126, 325, 439, 935} tii[17,224] := {232, 834} tii[17,225] := {171, 358, 651, 997} tii[17,226] := {405, 652, 657, 1152} tii[17,227] := {766, 767} tii[17,228] := {418, 419, 809, 1037} tii[17,229] := {865, 866} tii[17,230] := {501, 753, 764, 1185} tii[17,231] := {115, 251, 539, 917} tii[17,232] := {635, 636, 859, 1148} tii[17,233] := {355} tii[17,234] := {136, 906} tii[17,235] := {750} tii[17,236] := {163, 864} tii[17,237] := {432} tii[17,238] := {484} tii[17,239] := {10, 569} tii[17,240] := {71, 798} tii[17,241] := {270, 271, 494, 1059} tii[17,242] := {654} tii[17,243] := {239, 240, 765, 949} tii[17,244] := {41, 717} tii[17,245] := {120, 121, 898, 899} tii[17,246] := {406, 407, 589, 1126} tii[17,247] := {34, 689} tii[17,248] := {30, 685} tii[17,249] := {70, 854} tii[17,250] := {366} tii[17,251] := {53, 226, 566, 1006} tii[17,252] := {549} tii[17,253] := {370, 371, 603, 1117} tii[17,254] := {734} tii[17,255] := {337, 338, 639, 1030} tii[17,256] := {85, 835} tii[17,257] := {118, 119, 939, 940} tii[17,258] := {830, 831} tii[17,259] := {256, 257, 703, 1057} tii[17,260] := {647, 648} tii[17,261] := {60, 61, 793, 794} tii[17,262] := {525} tii[17,263] := {28, 149, 440, 943} tii[17,264] := {129, 309, 714, 1105} tii[17,265] := {529, 530, 704, 1169} tii[17,266] := {109, 110, 681, 894} tii[17,267] := {184, 185, 840, 1018} tii[17,268] := {625, 626, 813, 1201} tii[17,269] := {723, 724} tii[17,270] := {209, 210, 811, 1038} tii[17,271] := {482, 485, 486, 1078} tii[17,272] := {787} tii[17,273] := {671} tii[17,274] := {316} tii[17,275] := {178, 428, 611, 1137} tii[17,276] := {15, 563} tii[17,277] := {76, 803} tii[17,278] := {356, 357, 581, 996} tii[17,279] := {582, 655, 656, 1151} tii[17,280] := {285, 286, 555, 1098} tii[17,281] := {66, 228, 561, 1029} tii[17,282] := {881, 882} tii[17,283] := {99, 475, 523, 1072} tii[17,284] := {768, 769} tii[17,285] := {435} tii[17,286] := {151, 946} tii[17,287] := {295, 524, 778, 1189} tii[17,288] := {38, 39, 679, 680} tii[17,289] := {966, 967} tii[17,290] := {249, 250, 463, 916} tii[17,291] := {276, 277, 783, 1086} tii[17,292] := {867, 868} tii[17,293] := {698, 751, 752, 1184} tii[17,294] := {666, 667} tii[17,295] := {304, 305, 920, 1106} tii[17,296] := {384, 637, 871, 1213} tii[17,297] := {78, 79, 559, 791} tii[17,298] := {56, 351, 412, 1009} tii[17,299] := {634, 857, 858, 1216} tii[17,300] := {877, 878} tii[17,301] := {138, 139, 438, 696} tii[17,302] := {506, 507, 960, 1186} tii[17,303] := {365, 369, 610, 1118} tii[17,304] := {728} tii[17,305] := {141, 911} tii[17,306] := {125, 324, 683, 1097} tii[17,307] := {231, 1033} tii[17,308] := {255, 455, 474, 1058} tii[17,309] := {456, 528, 777, 1170} tii[17,310] := {823, 824} tii[17,311] := {165, 346, 350, 984} tii[17,312] := {114, 470, 537, 1085} tii[17,313] := {574, 624, 870, 1202} tii[17,314] := {918, 919} tii[17,315] := {416, 417, 1012, 1158} tii[17,316] := {814, 999} tii[17,317] := {508, 737, 963, 1228} tii[17,318] := {632, 633, 1044, 1215} tii[17,319] := {101, 247, 310, 895} tii[17,320] := {575, 860, 1000, 1246} tii[17,321] := {473} tii[17,322] := {869} tii[17,323] := {248, 915} tii[17,324] := {609} tii[17,325] := {2, 691} tii[17,326] := {776} tii[17,327] := {335, 336, 820, 992} tii[17,328] := {14, 837} tii[17,329] := {9, 804} tii[17,330] := {483} tii[17,331] := {19, 147, 690, 1084} tii[17,332] := {855} tii[17,333] := {132, 907} tii[17,334] := {450, 451, 700, 1067} tii[17,335] := {40, 947} tii[17,336] := {941, 942} tii[17,337] := {653} tii[17,338] := {6, 83, 562, 1031} tii[17,339] := {68, 212, 836, 1157} tii[17,340] := {190, 191, 990, 991} tii[17,341] := {843, 844} tii[17,342] := {274, 275, 902, 1062} tii[17,343] := {130, 131, 923, 1107} tii[17,344] := {43, 686} tii[17,345] := {33, 912} tii[17,346] := {429} tii[17,347] := {893} tii[17,348] := {104, 315, 741, 1180} tii[17,349] := {27, 148, 684, 1099} tii[17,350] := {391, 392, 638, 1125} tii[17,351] := {84, 1034} tii[17,352] := {81, 82, 795, 796} tii[17,353] := {48, 398, 602, 1131} tii[17,354] := {556} tii[17,355] := {978, 979} tii[17,356] := {201, 399, 891, 1220} tii[17,357] := {379, 380, 838, 1121} tii[17,358] := {207, 208, 1013, 1159} tii[17,359] := {143, 144, 682, 896} tii[17,360] := {1050, 1051} tii[17,361] := {785, 786} tii[17,362] := {281, 509, 972, 1235} tii[17,363] := {20, 299, 472, 1089} tii[17,364] := {217, 218, 560, 816} tii[17,365] := {974, 975} tii[17,366] := {386, 387, 1045, 1214} tii[17,367] := {849} tii[17,368] := {317} tii[17,369] := {263, 266, 740, 1165} tii[17,370] := {75, 1002} tii[17,371] := {287, 288, 510, 1066} tii[17,372] := {933, 934} tii[17,373] := {65, 227, 799, 1149} tii[17,374] := {436} tii[17,375] := {150, 1101} tii[17,376] := {168, 340, 601, 1116} tii[17,377] := {341, 402, 890, 1204} tii[17,378] := {1010, 1011} tii[17,379] := {95, 245, 471, 1061} tii[17,380] := {278, 279, 718, 1060} tii[17,381] := {668, 669} tii[17,382] := {55, 410, 598, 1145} tii[17,383] := {448, 498, 971, 1227} tii[17,384] := {302, 303, 1090, 1195} tii[17,385] := {926, 1075} tii[17,386] := {260, 261, 467, 924} tii[17,387] := {879, 880} tii[17,388] := {503, 504, 1110, 1237} tii[17,389] := {388, 606, 1046, 1245} tii[17,390] := {49, 161, 422, 986} tii[17,391] := {818, 1047} tii[17,392] := {449, 738, 1076, 1254} tii[17,393] := {140, 1077} tii[17,394] := {124, 282, 905, 1168} tii[17,395] := {230, 1150} tii[17,396] := {414, 415, 1146, 1223} tii[17,397] := {113, 461, 726, 1167} tii[17,398] := {100, 246, 545, 1063} tii[17,399] := {630, 631, 1161, 1250} tii[17,400] := {573, 861, 1134, 1258} tii[17,401] := {54} tii[17,402] := {23, 92} tii[17,403] := {176} tii[17,404] := {17, 502} tii[17,405] := {64, 160} tii[17,406] := {293} tii[17,407] := {44, 45, 393, 596} tii[17,408] := {16, 88, 301, 466} tii[17,409] := {175} tii[17,410] := {8, 608} tii[17,411] := {26, 243} tii[17,412] := {158, 159, 390, 825} tii[17,413] := {292} tii[17,414] := {24, 25, 710, 711} tii[17,415] := {46, 155, 206, 595} tii[17,416] := {464, 465} tii[17,417] := {57, 58, 591, 819} tii[17,418] := {21, 102, 468, 697} tii[17,419] := {221} tii[17,420] := {4, 441} tii[17,421] := {13, 339} tii[17,422] := {198, 199, 434, 1028} tii[17,423] := {11, 12, 557, 558} tii[17,424] := {327} tii[17,425] := {188, 189, 664, 1008} tii[17,426] := {29, 153, 238, 725} tii[17,427] := {36, 37, 437, 677} tii[17,428] := {543, 544} tii[17,429] := {73, 74, 328, 571} tii[17,430] := {59, 174, 420, 815} tii[17,431] := {761, 762} tii[17,432] := {32, 135, 233, 678} tii[17,433] := {220} tii[17,434] := {3, 452} tii[17,435] := {196, 197, 389, 989} tii[17,436] := {326} tii[17,437] := {186, 187, 588, 983} tii[17,438] := {7, 87, 334, 845} tii[17,439] := {541, 542} tii[17,440] := {172, 173, 349, 812} tii[17,441] := {759, 760} tii[17,442] := {22, 262, 308, 928} tii[17,443] := {50, 162, 214, 792} tii[17,444] := {699, 964} tii[17,445] := {0, 576} tii[17,446] := {1, 42, 447, 950} tii[17,447] := {5, 211, 363, 1019} tii[17,448] := {18, 93, 311, 897} cell#212 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {80} tii[10,2] := {125} tii[10,3] := {161} tii[10,4] := {104} tii[10,5] := {130} tii[10,6] := {54} tii[10,7] := {150} tii[10,8] := {84} tii[10,9] := {184} tii[10,10] := {149} tii[10,11] := {122} tii[10,12] := {183} tii[10,13] := {176} tii[10,14] := {207} tii[10,15] := {198} tii[10,16] := {170} tii[10,17] := {222} tii[10,18] := {230} tii[10,19] := {131} tii[10,20] := {156} tii[10,21] := {75} tii[10,22] := {177} tii[10,23] := {110} tii[10,24] := {208} tii[10,25] := {175} tii[10,26] := {206} tii[10,27] := {147} tii[10,28] := {179} tii[10,29] := {97} tii[10,30] := {201} tii[10,31] := {135} tii[10,32] := {225} tii[10,33] := {92} tii[10,34] := {217} tii[10,35] := {200} tii[10,36] := {68} tii[10,37] := {195} tii[10,38] := {224} tii[10,39] := {172} tii[10,40] := {120} tii[10,41] := {236} tii[10,42] := {144} tii[10,43] := {240} tii[10,44] := {215} tii[10,45] := {234} tii[10,46] := {193} tii[10,47] := {188} tii[10,48] := {241} tii[10,49] := {212} tii[10,50] := {228} tii[10,51] := {227} tii[10,52] := {211} tii[10,53] := {239} tii[10,54] := {244} tii[10,55] := {237} tii[10,56] := {226} tii[10,57] := {247} tii[10,58] := {213} tii[10,59] := {249} tii[10,60] := {251} tii[10,61] := {59} tii[10,62] := {14} tii[10,63] := {29} tii[10,64] := {78} tii[10,65] := {113} tii[10,66] := {62} tii[10,67] := {37} tii[10,68] := {103} tii[10,69] := {25} tii[10,70] := {63} tii[10,71] := {45} tii[10,72] := {38} tii[10,73] := {100} tii[10,74] := {24} tii[10,75] := {124} tii[10,76] := {64} tii[10,77] := {138} tii[10,78] := {12} tii[10,79] := {83} tii[10,80] := {96} tii[10,81] := {160} tii[10,82] := {44} tii[10,83] := {115} tii[10,84] := {60} tii[10,85] := {148} tii[10,86] := {107} tii[10,87] := {121} tii[10,88] := {182} tii[10,89] := {202} tii[10,90] := {101} tii[10,91] := {74} tii[10,92] := {155} tii[10,93] := {40} tii[10,94] := {109} tii[10,95] := {66} tii[10,96] := {69} tii[10,97] := {56} tii[10,98] := {39} tii[10,99] := {126} tii[10,100] := {174} tii[10,101] := {48} tii[10,102] := {94} tii[10,103] := {86} tii[10,104] := {65} tii[10,105] := {22} tii[10,106] := {162} tii[10,107] := {205} tii[10,108] := {146} tii[10,109] := {108} tii[10,110] := {118} tii[10,111] := {81} tii[10,112] := {140} tii[10,113] := {197} tii[10,114] := {173} tii[10,115] := {76} tii[10,116] := {50} tii[10,117] := {35} tii[10,118] := {133} tii[10,119] := {145} tii[10,120] := {33} tii[10,121] := {221} tii[10,122] := {169} tii[10,123] := {111} tii[10,124] := {204} tii[10,125] := {72} tii[10,126] := {18} tii[10,127] := {218} tii[10,128] := {165} tii[10,129] := {232} tii[10,130] := {93} tii[10,131] := {102} tii[10,132] := {163} tii[10,133] := {127} tii[10,134] := {203} tii[10,135] := {116} tii[10,136] := {216} tii[10,137] := {157} tii[10,138] := {194} tii[10,139] := {235} tii[10,140] := {152} tii[10,141] := {189} tii[10,142] := {242} tii[10,143] := {246} tii[10,144] := {166} tii[10,145] := {58} tii[10,146] := {88} tii[10,147] := {77} tii[10,148] := {57} tii[10,149] := {151} tii[10,150] := {112} tii[10,151] := {87} tii[10,152] := {185} tii[10,153] := {36} tii[10,154] := {134} tii[10,155] := {105} tii[10,156] := {164} tii[10,157] := {70} tii[10,158] := {99} tii[10,159] := {199} tii[10,160] := {53} tii[10,161] := {158} tii[10,162] := {49} tii[10,163] := {137} tii[10,164] := {95} tii[10,165] := {171} tii[10,166] := {223} tii[10,167] := {119} tii[10,168] := {187} tii[10,169] := {129} tii[10,170] := {32} tii[10,171] := {231} tii[10,172] := {153} tii[10,173] := {142} tii[10,174] := {219} tii[10,175] := {123} tii[10,176] := {229} tii[10,177] := {73} tii[10,178] := {181} tii[10,179] := {159} tii[10,180] := {214} tii[10,181] := {243} tii[10,182] := {47} tii[10,183] := {178} tii[10,184] := {210} tii[10,185] := {248} tii[10,186] := {209} tii[10,187] := {154} tii[10,188] := {250} tii[10,189] := {167} tii[10,190] := {233} tii[10,191] := {190} tii[10,192] := {245} tii[10,193] := {192} tii[10,194] := {191} tii[10,195] := {196} tii[10,196] := {7} tii[10,197] := {17} tii[10,198] := {4} tii[10,199] := {30} tii[10,200] := {23} tii[10,201] := {13} tii[10,202] := {9} tii[10,203] := {28} tii[10,204] := {6} tii[10,205] := {43} tii[10,206] := {90} tii[10,207] := {46} tii[10,208] := {41} tii[10,209] := {3} tii[10,210] := {61} tii[10,211] := {55} tii[10,212] := {34} tii[10,213] := {21} tii[10,214] := {16} tii[10,215] := {19} tii[10,216] := {51} tii[10,217] := {85} tii[10,218] := {67} tii[10,219] := {71} tii[10,220] := {8} tii[10,221] := {10} tii[10,222] := {79} tii[10,223] := {139} tii[10,224] := {180} tii[10,225] := {91} tii[10,226] := {82} tii[10,227] := {5} tii[10,228] := {117} tii[10,229] := {98} tii[10,230] := {52} tii[10,231] := {27} tii[10,232] := {136} tii[10,233] := {31} tii[10,234] := {15} tii[10,235] := {89} tii[10,236] := {186} tii[10,237] := {128} tii[10,238] := {106} tii[10,239] := {11} tii[10,240] := {141} tii[10,241] := {220} tii[10,242] := {238} tii[10,243] := {143} tii[10,244] := {42} tii[10,245] := {26} tii[10,246] := {114} tii[10,247] := {20} tii[10,248] := {132} tii[10,249] := {168} tii[10,250] := {1} tii[10,251] := {0} tii[10,252] := {2} cell#213 , |C| = 91 special orbit = [7, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [1, 1, 1, 1, 1]] , dim = 56 cell rep = phi[[3],[1, 1, 1, 1, 1]]+phi[[],[4, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 21*X+35*X^2 TII subcells: tii[29,1] := {80} tii[29,2] := {68} tii[29,3] := {78} tii[29,4] := {69, 87} tii[29,5] := {63} tii[29,6] := {71} tii[29,7] := {64, 85} tii[29,8] := {81} tii[29,9] := {70, 89} tii[29,10] := {65, 90} tii[29,11] := {49} tii[29,12] := {54} tii[29,13] := {50, 77} tii[29,14] := {72} tii[29,15] := {53, 84} tii[29,16] := {51, 88} tii[29,17] := {56} tii[29,18] := {40, 76} tii[29,19] := {36, 83} tii[29,20] := {24, 86} tii[29,21] := {33} tii[29,22] := {41} tii[29,23] := {34, 62} tii[29,24] := {55} tii[29,25] := {39, 75} tii[29,26] := {35, 82} tii[29,27] := {43} tii[29,28] := {26, 61} tii[29,29] := {23, 74} tii[29,30] := {15, 79} tii[29,31] := {29} tii[29,32] := {17, 47} tii[29,33] := {14, 58} tii[29,34] := {10, 67} tii[29,35] := {6, 59} tii[29,36] := {20} tii[29,37] := {27} tii[29,38] := {21, 48} tii[29,39] := {42} tii[29,40] := {25, 60} tii[29,41] := {22, 73} tii[29,42] := {28} tii[29,43] := {16, 46} tii[29,44] := {13, 57} tii[29,45] := {9, 66} tii[29,46] := {18} tii[29,47] := {11, 32} tii[29,48] := {8, 44} tii[29,49] := {5, 52} tii[29,50] := {3, 45} tii[29,51] := {12} tii[29,52] := {7, 19} tii[29,53] := {4, 30} tii[29,54] := {2, 37} tii[29,55] := {1, 31} tii[29,56] := {0, 38} cell#214 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {154} tii[16,2] := {204, 205} tii[16,3] := {226, 227} tii[16,4] := {147} tii[16,5] := {113} tii[16,6] := {191, 192} tii[16,7] := {139, 140} tii[16,8] := {223, 224} tii[16,9] := {211, 212} tii[16,10] := {183, 184} tii[16,11] := {242, 243} tii[16,12] := {253, 254} tii[16,13] := {116} tii[16,14] := {82} tii[16,15] := {165, 166} tii[16,16] := {108, 109} tii[16,17] := {201, 202} tii[16,18] := {53} tii[16,19] := {189, 190} tii[16,20] := {158, 159} tii[16,21] := {75, 76} tii[16,22] := {221, 222} tii[16,23] := {102, 103} tii[16,24] := {237, 238} tii[16,25] := {209, 210} tii[16,26] := {181, 182} tii[16,27] := {240, 241} tii[16,28] := {152, 153} tii[16,29] := {251, 252} tii[16,30] := {256, 257} tii[16,31] := {85} tii[16,32] := {54} tii[16,33] := {133, 134} tii[16,34] := {77, 78} tii[16,35] := {175, 176} tii[16,36] := {30} tii[16,37] := {163, 164} tii[16,38] := {126, 127} tii[16,39] := {49, 50} tii[16,40] := {199, 200} tii[16,41] := {71, 72} tii[16,42] := {216, 217} tii[16,43] := {24} tii[16,44] := {187, 188} tii[16,45] := {40, 41} tii[16,46] := {156, 157} tii[16,47] := {219, 220} tii[16,48] := {121, 122} tii[16,49] := {61, 62} tii[16,50] := {235, 236} tii[16,51] := {86, 87} tii[16,52] := {245, 246} tii[16,53] := {162, 208} tii[16,54] := {125, 180} tii[16,55] := {198, 239} tii[16,56] := {93, 151} tii[16,57] := {215, 250} tii[16,58] := {70, 146} tii[16,59] := {230, 258} tii[16,60] := {248, 259} tii[16,61] := {56} tii[16,62] := {31} tii[16,63] := {100, 101} tii[16,64] := {51, 52} tii[16,65] := {144, 145} tii[16,66] := {14} tii[16,67] := {131, 132} tii[16,68] := {95, 96} tii[16,69] := {28, 29} tii[16,70] := {173, 174} tii[16,71] := {47, 48} tii[16,72] := {194, 195} tii[16,73] := {11} tii[16,74] := {160, 161} tii[16,75] := {123, 124} tii[16,76] := {20, 21} tii[16,77] := {196, 197} tii[16,78] := {91, 92} tii[16,79] := {36, 37} tii[16,80] := {213, 214} tii[16,81] := {57, 58} tii[16,82] := {228, 229} tii[16,83] := {4} tii[16,84] := {130, 186} tii[16,85] := {9, 10} tii[16,86] := {94, 155} tii[16,87] := {172, 218} tii[16,88] := {18, 19} tii[16,89] := {66, 120} tii[16,90] := {193, 234} tii[16,91] := {45, 112} tii[16,92] := {33, 34} tii[16,93] := {206, 247} tii[16,94] := {17, 55} tii[16,95] := {231, 255} tii[16,96] := {99, 177} tii[16,97] := {67, 148} tii[16,98] := {143, 203} tii[16,99] := {44, 114} tii[16,100] := {169, 225} tii[16,101] := {26, 90} tii[16,102] := {185, 244} tii[16,103] := {13, 65} tii[16,104] := {207, 249} tii[16,105] := {232, 233} tii[16,106] := {119} tii[16,107] := {149, 150} tii[16,108] := {81} tii[16,109] := {178, 179} tii[16,110] := {106, 107} tii[16,111] := {135, 136} tii[16,112] := {42} tii[16,113] := {170, 171} tii[16,114] := {63, 64} tii[16,115] := {167, 168} tii[16,116] := {88, 89} tii[16,117] := {117, 118} tii[16,118] := {12} tii[16,119] := {141, 142} tii[16,120] := {22, 23} tii[16,121] := {137, 138} tii[16,122] := {38, 39} tii[16,123] := {128, 129} tii[16,124] := {59, 60} tii[16,125] := {35, 84} tii[16,126] := {0} tii[16,127] := {110, 111} tii[16,128] := {2, 3} tii[16,129] := {7, 8} tii[16,130] := {104, 105} tii[16,131] := {15, 16} tii[16,132] := {97, 98} tii[16,133] := {46, 115} tii[16,134] := {6, 32} tii[16,135] := {1, 25} tii[16,136] := {79, 80} tii[16,137] := {73, 74} tii[16,138] := {68, 69} tii[16,139] := {27, 83} tii[16,140] := {5, 43} cell#215 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {117} tii[16,2] := {52, 168} tii[16,3] := {83, 195} tii[16,4] := {148} tii[16,5] := {116} tii[16,6] := {44, 190} tii[16,7] := {143, 144} tii[16,8] := {69, 209} tii[16,9] := {72, 206} tii[16,10] := {100, 189} tii[16,11] := {101, 223} tii[16,12] := {127, 233} tii[16,13] := {175} tii[16,14] := {146} tii[16,15] := {20, 207} tii[16,16] := {170, 172} tii[16,17] := {39, 224} tii[16,18] := {132} tii[16,19] := {42, 221} tii[16,20] := {66, 204} tii[16,21] := {156, 158} tii[16,22] := {67, 235} tii[16,23] := {180, 182} tii[16,24] := {95, 241} tii[16,25] := {70, 230} tii[16,26] := {96, 218} tii[16,27] := {98, 245} tii[16,28] := {121, 210} tii[16,29] := {123, 250} tii[16,30] := {149, 256} tii[16,31] := {162} tii[16,32] := {134} tii[16,33] := {7, 201} tii[16,34] := {160, 161} tii[16,35] := {16, 217} tii[16,36] := {112} tii[16,37] := {19, 216} tii[16,38] := {36, 197} tii[16,39] := {140, 141} tii[16,40] := {37, 229} tii[16,41] := {166, 167} tii[16,42] := {59, 237} tii[16,43] := {81} tii[16,44] := {40, 227} tii[16,45] := {110, 111} tii[16,46] := {62, 214} tii[16,47] := {64, 240} tii[16,48] := {89, 203} tii[16,49] := {138, 139} tii[16,50] := {91, 249} tii[16,51] := {109, 164} tii[16,52] := {118, 255} tii[16,53] := {26, 215} tii[16,54] := {49, 196} tii[16,55] := {50, 228} tii[16,56] := {76, 186} tii[16,57] := {77, 238} tii[16,58] := {47, 163} tii[16,59] := {106, 244} tii[16,60] := {73, 234} tii[16,61] := {176} tii[16,62] := {147} tii[16,63] := {1, 208} tii[16,64] := {171, 173} tii[16,65] := {5, 225} tii[16,66] := {133} tii[16,67] := {6, 222} tii[16,68] := {13, 205} tii[16,69] := {157, 159} tii[16,70] := {14, 236} tii[16,71] := {181, 183} tii[16,72] := {29, 242} tii[16,73] := {103} tii[16,74] := {17, 231} tii[16,75] := {32, 219} tii[16,76] := {129, 131} tii[16,77] := {34, 246} tii[16,78] := {53, 211} tii[16,79] := {153, 155} tii[16,80] := {55, 251} tii[16,81] := {126, 178} tii[16,82] := {85, 257} tii[16,83] := {71} tii[16,84] := {10, 226} tii[16,85] := {97, 99} tii[16,86] := {24, 213} tii[16,87] := {25, 239} tii[16,88] := {122, 124} tii[16,89] := {45, 202} tii[16,90] := {46, 248} tii[16,91] := {21, 187} tii[16,92] := {94, 150} tii[16,93] := {75, 254} tii[16,94] := {60, 136} tii[16,95] := {43, 243} tii[16,96] := {18, 232} tii[16,97] := {33, 220} tii[16,98] := {35, 247} tii[16,99] := {54, 212} tii[16,100] := {56, 252} tii[16,101] := {28, 200} tii[16,102] := {86, 258} tii[16,103] := {11, 179} tii[16,104] := {74, 253} tii[16,105] := {87, 259} tii[16,106] := {88} tii[16,107] := {61, 115} tii[16,108] := {84} tii[16,109] := {31, 145} tii[16,110] := {113, 114} tii[16,111] := {82, 142} tii[16,112] := {102} tii[16,113] := {23, 174} tii[16,114] := {128, 130} tii[16,115] := {68, 169} tii[16,116] := {152, 154} tii[16,117] := {125, 177} tii[16,118] := {51} tii[16,119] := {9, 193} tii[16,120] := {79, 80} tii[16,121] := {38, 191} tii[16,122] := {107, 108} tii[16,123] := {93, 198} tii[16,124] := {78, 137} tii[16,125] := {48, 104} tii[16,126] := {41} tii[16,127] := {2, 185} tii[16,128] := {63, 65} tii[16,129] := {90, 92} tii[16,130] := {15, 184} tii[16,131] := {58, 119} tii[16,132] := {57, 188} tii[16,133] := {22, 135} tii[16,134] := {30, 105} tii[16,135] := {12, 120} tii[16,136] := {0, 194} tii[16,137] := {4, 192} tii[16,138] := {27, 199} tii[16,139] := {8, 165} tii[16,140] := {3, 151} cell#216 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {159} tii[7,2] := {149} tii[7,3] := {88, 197} tii[7,4] := {112, 219} tii[7,5] := {167} tii[7,6] := {145, 192} tii[7,7] := {131} tii[7,8] := {71, 215} tii[7,9] := {94, 234} tii[7,10] := {56, 204} tii[7,11] := {148} tii[7,12] := {42, 182} tii[7,13] := {127, 172} tii[7,14] := {75, 225} tii[7,15] := {90, 237} tii[7,16] := {166} tii[7,17] := {144, 191} tii[7,18] := {123, 207} tii[7,19] := {111} tii[7,20] := {57, 232} tii[7,21] := {76, 245} tii[7,22] := {129} tii[7,23] := {44, 222} tii[7,24] := {32, 201} tii[7,25] := {106, 152} tii[7,26] := {60, 239} tii[7,27] := {73, 247} tii[7,28] := {37, 205} tii[7,29] := {147} tii[7,30] := {26, 183} tii[7,31] := {52, 226} tii[7,32] := {125, 171} tii[7,33] := {18, 161} tii[7,34] := {103, 188} tii[7,35] := {65, 238} tii[7,36] := {80, 246} tii[7,37] := {165} tii[7,38] := {143, 190} tii[7,39] := {121, 206} tii[7,40] := {115, 220} tii[7,41] := {92} tii[7,42] := {45, 241} tii[7,43] := {61, 249} tii[7,44] := {108} tii[7,45] := {34, 231} tii[7,46] := {24, 211} tii[7,47] := {87, 133} tii[7,48] := {46, 244} tii[7,49] := {59, 251} tii[7,50] := {27, 216} tii[7,51] := {128} tii[7,52] := {19, 194} tii[7,53] := {104, 151} tii[7,54] := {39, 235} tii[7,55] := {12, 174} tii[7,56] := {84, 168} tii[7,57] := {50, 243} tii[7,58] := {63, 250} tii[7,59] := {21, 196} tii[7,60] := {146} tii[7,61] := {14, 175} tii[7,62] := {30, 218} tii[7,63] := {124, 170} tii[7,64] := {9, 155} tii[7,65] := {38, 233} tii[7,66] := {101, 187} tii[7,67] := {4, 140} tii[7,68] := {96, 202} tii[7,69] := {48, 242} tii[7,70] := {62, 248} tii[7,71] := {158} tii[7,72] := {137, 179} tii[7,73] := {117, 198} tii[7,74] := {100, 213} tii[7,75] := {83, 228} tii[7,76] := {99} tii[7,77] := {119} tii[7,78] := {118} tii[7,79] := {70, 178} tii[7,80] := {139} tii[7,81] := {93, 200} tii[7,82] := {54, 157} tii[7,83] := {109, 180} tii[7,84] := {107} tii[7,85] := {49, 186} tii[7,86] := {68, 176} tii[7,87] := {132} tii[7,88] := {35, 164} tii[7,89] := {66, 210} tii[7,90] := {130, 173} tii[7,91] := {81, 224} tii[7,92] := {25, 142} tii[7,93] := {98, 208} tii[7,94] := {89} tii[7,95] := {28, 185} tii[7,96] := {55, 195} tii[7,97] := {113} tii[7,98] := {20, 163} tii[7,99] := {40, 209} tii[7,100] := {31, 162} tii[7,101] := {13, 141} tii[7,102] := {110, 153} tii[7,103] := {51, 223} tii[7,104] := {105, 189} tii[7,105] := {64, 236} tii[7,106] := {7, 135} tii[7,107] := {79, 221} tii[7,108] := {72} tii[7,109] := {15, 177} tii[7,110] := {43, 212} tii[7,111] := {95} tii[7,112] := {10, 156} tii[7,113] := {22, 199} tii[7,114] := {23, 181} tii[7,115] := {5, 136} tii[7,116] := {29, 217} tii[7,117] := {91, 134} tii[7,118] := {11, 154} tii[7,119] := {2, 120} tii[7,120] := {36, 229} tii[7,121] := {86, 169} tii[7,122] := {47, 240} tii[7,123] := {97, 203} tii[7,124] := {1, 102} tii[7,125] := {53, 230} tii[7,126] := {58} tii[7,127] := {33, 227} tii[7,128] := {77} tii[7,129] := {16, 193} tii[7,130] := {74, 114} tii[7,131] := {8, 160} tii[7,132] := {69, 150} tii[7,133] := {3, 122} tii[7,134] := {78, 184} tii[7,135] := {67, 214} tii[7,136] := {82} tii[7,137] := {41, 138} tii[7,138] := {17, 126} tii[7,139] := {6, 116} tii[7,140] := {0, 85} cell#217 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {639} tii[19,2] := {369, 693} tii[19,3] := {800} tii[19,4] := {233, 738} tii[19,5] := {648, 892} tii[19,6] := {711, 945} tii[19,7] := {409, 870} tii[19,8] := {490, 926} tii[19,9] := {727} tii[19,10] := {462, 771} tii[19,11] := {353} tii[19,12] := {865} tii[19,13] := {803} tii[19,14] := {651} tii[19,15] := {161, 813} tii[19,16] := {411, 840} tii[19,17] := {515, 516} tii[19,18] := {733, 936} tii[19,19] := {620, 621} tii[19,20] := {791, 974} tii[19,21] := {864} tii[19,22] := {506, 897} tii[19,23] := {798} tii[19,24] := {365, 689} tii[19,25] := {601, 935} tii[19,26] := {315, 919} tii[19,27] := {846, 847} tii[19,28] := {486, 787} tii[19,29] := {680, 973} tii[19,30] := {390, 959} tii[19,31] := {598, 933} tii[19,32] := {669, 889} tii[19,33] := {668, 971} tii[19,34] := {914} tii[19,35] := {232, 876} tii[19,36] := {808, 966} tii[19,37] := {857, 991} tii[19,38] := {949} tii[19,39] := {316, 922} tii[19,40] := {912} tii[19,41] := {198, 729} tii[19,42] := {408, 953} tii[19,43] := {765, 985} tii[19,44] := {296, 823} tii[19,45] := {939, 940} tii[19,46] := {488, 982} tii[19,47] := {827, 1001} tii[19,48] := {405, 952} tii[19,49] := {832, 997} tii[19,50] := {881, 983} tii[19,51] := {474, 916} tii[19,52] := {473, 981} tii[19,53] := {880, 1005} tii[19,54] := {923, 1007} tii[19,55] := {504, 977} tii[19,56] := {587, 996} tii[19,57] := {597, 992} tii[19,58] := {666, 975} tii[19,59] := {665, 1003} tii[19,60] := {741, 1006} tii[19,61] := {126} tii[19,62] := {544} tii[19,63] := {283, 609} tii[19,64] := {370} tii[19,65] := {131, 248} tii[19,66] := {215, 347} tii[19,67] := {637} tii[19,68] := {204, 558} tii[19,69] := {554} tii[19,70] := {46, 277} tii[19,71] := {459, 767} tii[19,72] := {469, 626} tii[19,73] := {94, 386} tii[19,74] := {531, 855} tii[19,75] := {285, 647} tii[19,76] := {351, 759} tii[19,77] := {211, 572} tii[19,78] := {266} tii[19,79] := {726} tii[19,80] := {191} tii[19,81] := {421, 422} tii[19,82] := {463} tii[19,83] := {555} tii[19,84] := {318, 770} tii[19,85] := {197, 333} tii[19,86] := {525, 526} tii[19,87] := {295, 437} tii[19,88] := {267} tii[19,89] := {723} tii[19,90] := {190} tii[19,91] := {799} tii[19,92] := {556} tii[19,93] := {359} tii[19,94] := {124} tii[19,95] := {553, 834} tii[19,96] := {410, 839} tii[19,97] := {722} tii[19,98] := {278, 604} tii[19,99] := {650} tii[19,100] := {34, 364} tii[19,101] := {330, 331} tii[19,102] := {162, 654} tii[19,103] := {461} tii[19,104] := {130, 423} tii[19,105] := {505, 891} tii[19,106] := {176, 177} tii[19,107] := {480} tii[19,108] := {624, 906} tii[19,109] := {776, 777} tii[19,110] := {387, 706} tii[19,111] := {569, 715} tii[19,112] := {67, 485} tii[19,113] := {434, 435} tii[19,114] := {214, 527} tii[19,115] := {589, 944} tii[19,116] := {194, 512} tii[19,117] := {247, 420} tii[19,118] := {465, 768} tii[19,119] := {501, 890} tii[19,120] := {235, 732} tii[19,121] := {545} tii[19,122] := {180, 327} tii[19,123] := {376, 701} tii[19,124] := {292, 617} tii[19,125] := {574, 833} tii[19,126] := {573, 943} tii[19,127] := {613, 614} tii[19,128] := {311, 826} tii[19,129] := {165, 667} tii[19,130] := {346, 524} tii[19,131] := {539, 856} tii[19,132] := {441, 610} tii[19,133] := {440, 796} tii[19,134] := {863} tii[19,135] := {734} tii[19,136] := {797} tii[19,137] := {199, 548} tii[19,138] := {317, 812} tii[19,139] := {63, 456} tii[19,140] := {600, 934} tii[19,141] := {297, 673} tii[19,142] := {844, 845} tii[19,143] := {663, 793} tii[19,144] := {110, 585} tii[19,145] := {678, 972} tii[19,146] := {320, 806} tii[19,147] := {134, 454} tii[19,148] := {685, 963} tii[19,149] := {406, 869} tii[19,150] := {724} tii[19,151] := {102, 549} tii[19,152] := {567, 849} tii[19,153] := {92, 356} tii[19,154] := {403, 884} tii[19,155] := {749, 930} tii[19,156] := {238, 750} tii[19,157] := {476, 804} tii[19,158] := {475, 925} tii[19,159] := {218, 583} tii[19,160] := {168, 674} tii[19,161] := {779, 780} tii[19,162] := {748, 988} tii[19,163] := {712, 841} tii[19,164] := {307, 655} tii[19,165] := {815, 998} tii[19,166] := {306, 830} tii[19,167] := {503, 917} tii[19,168] := {322, 819} tii[19,169] := {578, 866} tii[19,170] := {577, 957} tii[19,171] := {661, 978} tii[19,172] := {491, 810} tii[19,173] := {269} tii[19,174] := {559} tii[19,175] := {276, 426} tii[19,176] := {385, 530} tii[19,177] := {355} tii[19,178] := {268} tii[19,179] := {801} tii[19,180] := {653} tii[19,181] := {452} tii[19,182] := {557} tii[19,183] := {424, 425} tii[19,184] := {188} tii[19,185] := {104, 739} tii[19,186] := {196, 518} tii[19,187] := {649, 893} tii[19,188] := {735} tii[19,189] := {15, 457} tii[19,190] := {581} tii[19,191] := {528, 529} tii[19,192] := {253, 254} tii[19,193] := {294, 623} tii[19,194] := {713, 946} tii[19,195] := {664, 794} tii[19,196] := {37, 586} tii[19,197] := {273, 606} tii[19,198] := {332, 514} tii[19,199] := {640} tii[19,200] := {561, 836} tii[19,201] := {163, 807} tii[19,202] := {258, 418} tii[19,203] := {382, 708} tii[19,204] := {702, 703} tii[19,205] := {436, 619} tii[19,206] := {471, 784} tii[19,207] := {227, 885} tii[19,208] := {106, 751} tii[19,209] := {633, 908} tii[19,210] := {537, 695} tii[19,211] := {536, 861} tii[19,212] := {913} tii[19,213] := {446} tii[19,214] := {265} tii[19,215] := {736} tii[19,216] := {809} tii[19,217] := {862} tii[19,218] := {132, 642} tii[19,219] := {547} tii[19,220] := {231, 875} tii[19,221] := {687, 965} tii[19,222] := {160, 608} tii[19,223] := {33, 552} tii[19,224] := {336, 337} tii[19,225] := {216, 754} tii[19,226] := {899, 900} tii[19,227] := {672} tii[19,228] := {760, 990} tii[19,229] := {242, 710} tii[19,230] := {747, 859} tii[19,231] := {66, 677} tii[19,232] := {764, 984} tii[19,233] := {725} tii[19,234] := {450} tii[19,235] := {230, 691} tii[19,236] := {279, 607} tii[19,237] := {507, 894} tii[19,238] := {234, 871} tii[19,239] := {83, 551} tii[19,240] := {60, 644} tii[19,241] := {802} tii[19,242] := {313, 918} tii[19,243] := {428, 429} tii[19,244] := {781, 782} tii[19,245] := {821, 962} tii[19,246] := {662, 903} tii[19,247] := {54, 448} tii[19,248] := {325, 789} tii[19,249] := {309, 927} tii[19,250] := {820, 1000} tii[19,251] := {164, 822} tii[19,252] := {149, 676} tii[19,253] := {579} tii[19,254] := {209, 511} tii[19,255] := {415, 853} tii[19,256] := {107, 756} tii[19,257] := {388, 709} tii[19,258] := {595, 947} tii[19,259] := {851, 852} tii[19,260] := {379, 868} tii[19,261] := {378, 958} tii[19,262] := {877, 1004} tii[19,263] := {716, 717} tii[19,264] := {224, 740} tii[19,265] := {792, 898} tii[19,266] := {497, 772} tii[19,267] := {496, 911} tii[19,268] := {223, 887} tii[19,269] := {686, 964} tii[19,270] := {407, 951} tii[19,271] := {314, 766} tii[19,272] := {236, 879} tii[19,273] := {287, 603} tii[19,274] := {509, 902} tii[19,275] := {753, 931} tii[19,276] := {478, 915} tii[19,277] := {416, 854} tii[19,278] := {752, 989} tii[19,279] := {477, 980} tii[19,280] := {566, 993} tii[19,281] := {817, 999} tii[19,282] := {593, 838} tii[19,283] := {592, 948} tii[19,284] := {681, 896} tii[19,285] := {391, 873} tii[19,286] := {743, 987} tii[19,287] := {872} tii[19,288] := {62, 646} tii[19,289] := {109, 758} tii[19,290] := {818, 909} tii[19,291] := {133, 645} tii[19,292] := {867} tii[19,293] := {101, 731} tii[19,294] := {319, 920} tii[19,295] := {746, 942} tii[19,296] := {217, 757} tii[19,297] := {91, 543} tii[19,298] := {167, 825} tii[19,299] := {904, 905} tii[19,300] := {401, 960} tii[19,301] := {237, 882} tii[19,302] := {305, 814} tii[19,303] := {858, 938} tii[19,304] := {304, 929} tii[19,305] := {502, 976} tii[19,306] := {157, 805} tii[19,307] := {321, 924} tii[19,308] := {142, 636} tii[19,309] := {576, 950} tii[19,310] := {688, 969} tii[19,311] := {239, 883} tii[19,312] := {575, 995} tii[19,313] := {660, 1002} tii[19,314] := {395, 874} tii[19,315] := {828, 967} tii[19,316] := {489, 921} tii[19,317] := {394, 961} tii[19,318] := {563, 994} tii[19,319] := {413, 956} tii[19,320] := {588, 954} tii[19,321] := {78} tii[19,322] := {284} tii[19,323] := {82, 173} tii[19,324] := {49} tii[19,325] := {148, 261} tii[19,326] := {25, 76} tii[19,327] := {47, 135} tii[19,328] := {372} tii[19,329] := {27, 93} tii[19,330] := {290, 445} tii[19,331] := {95, 219} tii[19,332] := {154, 308} tii[19,333] := {189} tii[19,334] := {125} tii[19,335] := {85} tii[19,336] := {245, 246} tii[19,337] := {77} tii[19,338] := {460} tii[19,339] := {271} tii[19,340] := {81, 329} tii[19,341] := {368} tii[19,342] := {344, 345} tii[19,343] := {115, 116} tii[19,344] := {51, 123} tii[19,345] := {380} tii[19,346] := {147, 433} tii[19,347] := {466} tii[19,348] := {128, 419} tii[19,349] := {23, 201} tii[19,350] := {172, 328} tii[19,351] := {371, 692} tii[19,352] := {449} tii[19,353] := {195} tii[19,354] := {45} tii[19,355] := {89, 181} tii[19,356] := {377, 541} tii[19,357] := {521, 522} tii[19,358] := {117, 244} tii[19,359] := {212, 523} tii[19,360] := {260, 432} tii[19,361] := {443, 790} tii[19,362] := {72, 73} tii[19,363] := {289, 612} tii[19,364] := {10, 145} tii[19,365] := {56, 299} tii[19,366] := {293} tii[19,367] := {348, 720} tii[19,368] := {349, 519} tii[19,369] := {99, 400} tii[19,370] := {301, 442} tii[19,371] := {42, 114} tii[19,372] := {113, 275} tii[19,373] := {80, 361} tii[19,374] := {546} tii[19,375] := {184, 384} tii[19,376] := {26, 207} tii[19,377] := {71, 192} tii[19,378] := {373, 698} tii[19,379] := {146, 482} tii[19,380] := {615, 616} tii[19,381] := {263, 684} tii[19,382] := {153, 493} tii[19,383] := {532, 697} tii[19,384] := {264, 464} tii[19,385] := {43, 137} tii[19,386] := {352, 564} tii[19,387] := {354} tii[19,388] := {187} tii[19,389] := {652} tii[19,390] := {136} tii[19,391] := {451} tii[19,392] := {103, 517} tii[19,393] := {251, 252} tii[19,394] := {580} tii[19,395] := {87, 186} tii[19,396] := {169, 622} tii[19,397] := {274} tii[19,398] := {200, 513} tii[19,399] := {79} tii[19,400] := {638} tii[19,401] := {159, 605} tii[19,402] := {562} tii[19,403] := {16, 280} tii[19,404] := {358} tii[19,405] := {412, 835} tii[19,406] := {338, 339} tii[19,407] := {141, 259} tii[19,408] := {119, 120} tii[19,409] := {699, 700} tii[19,410] := {383} tii[19,411] := {472, 635} tii[19,412] := {144, 417} tii[19,413] := {241, 707} tii[19,414] := {298, 618} tii[19,415] := {38, 389} tii[19,416] := {8, 210} tii[19,417] := {323, 783} tii[19,418] := {499, 907} tii[19,419] := {479} tii[19,420] := {69, 498} tii[19,421] := {74, 175} tii[19,422] := {399, 694} tii[19,423] := {393, 538} tii[19,424] := {398, 860} tii[19,425] := {627, 628} tii[19,426] := {641} tii[19,427] := {84, 363} tii[19,428] := {61, 453} tii[19,429] := {599, 932} tii[19,430] := {229, 690} tii[19,431] := {272} tii[19,432] := {468, 778} tii[19,433] := {256, 257} tii[19,434] := {208, 510} tii[19,435] := {18, 286} tii[19,436] := {704, 705} tii[19,437] := {88, 340} tii[19,438] := {671, 888} tii[19,439] := {414, 848} tii[19,440] := {55, 270} tii[19,441] := {324, 788} tii[19,442] := {150, 484} tii[19,443] := {108, 582} tii[19,444] := {670, 970} tii[19,445] := {381} tii[19,446] := {625, 775} tii[19,447] := {122, 249} tii[19,448] := {300, 629} tii[19,449] := {745, 986} tii[19,450] := {495, 769} tii[19,451] := {494, 910} tii[19,452] := {112, 591} tii[19,453] := {225, 763} tii[19,454] := {590, 837} tii[19,455] := {226, 560} tii[19,456] := {30, 203} tii[19,457] := {534, 535} tii[19,458] := {659, 968} tii[19,459] := {312, 658} tii[19,460] := {540, 696} tii[19,461] := {158, 643} tii[19,462] := {143, 447} tii[19,463] := {36, 374} tii[19,464] := {508, 901} tii[19,465] := {240, 755} tii[19,466] := {171, 682} tii[19,467] := {397, 737} tii[19,468] := {679, 895} tii[19,469] := {58, 281} tii[19,470] := {396, 886} tii[19,471] := {565, 955} tii[19,472] := {404, 742} tii[19,473] := {202} tii[19,474] := {139, 262} tii[19,475] := {362} tii[19,476] := {127} tii[19,477] := {6, 366} tii[19,478] := {657} tii[19,479] := {206, 343} tii[19,480] := {182, 183} tii[19,481] := {483} tii[19,482] := {571, 721} tii[19,483] := {19, 487} tii[19,484] := {1, 288} tii[19,485] := {39, 594} tii[19,486] := {121, 250} tii[19,487] := {492, 632} tii[19,488] := {360} tii[19,489] := {32, 550} tii[19,490] := {48, 455} tii[19,491] := {728} tii[19,492] := {341, 342} tii[19,493] := {140, 431} tii[19,494] := {568, 850} tii[19,495] := {7, 375} tii[19,496] := {65, 675} tii[19,497] := {481} tii[19,498] := {96, 584} tii[19,499] := {785, 786} tii[19,500] := {28, 357} tii[19,501] := {185, 335} tii[19,502] := {392, 719} tii[19,503] := {630, 631} tii[19,504] := {714, 843} tii[19,505] := {68, 683} tii[19,506] := {156, 656} tii[19,507] := {155, 831} tii[19,508] := {13, 282} tii[19,509] := {228, 744} tii[19,510] := {634, 774} tii[19,511] := {100, 730} tii[19,512] := {90, 542} tii[19,513] := {602, 941} tii[19,514] := {105, 520} tii[19,515] := {17, 470} tii[19,516] := {166, 824} tii[19,517] := {111, 762} tii[19,518] := {761, 937} tii[19,519] := {303, 811} tii[19,520] := {29, 367} tii[19,521] := {151, 427} tii[19,522] := {326, 795} tii[19,523] := {302, 928} tii[19,524] := {596, 842} tii[19,525] := {467, 979} tii[19,526] := {310, 816} tii[19,527] := {35, 570} tii[19,528] := {170, 829} tii[19,529] := {57, 458} tii[19,530] := {402, 878} tii[19,531] := {24} tii[19,532] := {11, 44} tii[19,533] := {3, 31} tii[19,534] := {129} tii[19,535] := {22} tii[19,536] := {53, 118} tii[19,537] := {40, 41} tii[19,538] := {213} tii[19,539] := {12, 59} tii[19,540] := {222, 350} tii[19,541] := {20, 70} tii[19,542] := {9, 50} tii[19,543] := {193} tii[19,544] := {178, 179} tii[19,545] := {52, 255} tii[19,546] := {291} tii[19,547] := {75, 174} tii[19,548] := {4, 98} tii[19,549] := {221, 533} tii[19,550] := {438, 439} tii[19,551] := {444, 611} tii[19,552] := {21, 86} tii[19,553] := {64, 430} tii[19,554] := {97, 334} tii[19,555] := {2, 152} tii[19,556] := {243, 718} tii[19,557] := {500, 773} tii[19,558] := {14, 138} tii[19,559] := {0, 220} tii[19,560] := {5, 205} cell#218 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {146} tii[24,2] := {203} tii[24,3] := {233} tii[24,4] := {174} tii[24,5] := {123} tii[24,6] := {226} tii[24,7] := {166} tii[24,8] := {249} tii[24,9] := {198} tii[24,10] := {176} tii[24,11] := {244} tii[24,12] := {213} tii[24,13] := {143} tii[24,14] := {261} tii[24,15] := {253} tii[24,16] := {238} tii[24,17] := {269} tii[24,18] := {273} tii[24,19] := {145} tii[24,20] := {89} tii[24,21] := {202} tii[24,22] := {135} tii[24,23] := {232} tii[24,24] := {173} tii[24,25] := {148} tii[24,26] := {60} tii[24,27] := {225} tii[24,28] := {189} tii[24,29] := {112} tii[24,30] := {104} tii[24,31] := {248} tii[24,32] := {87} tii[24,33] := {240} tii[24,34] := {55} tii[24,35] := {219} tii[24,36] := {133} tii[24,37] := {257} tii[24,38] := {153} tii[24,39] := {265} tii[24,40] := {197} tii[24,41] := {175} tii[24,42] := {243} tii[24,43] := {212} tii[24,44] := {142} tii[24,45] := {260} tii[24,46] := {149} tii[24,47] := {254} tii[24,48] := {239} tii[24,49] := {190} tii[24,50] := {113} tii[24,51] := {270} tii[24,52] := {208} tii[24,53] := {105} tii[24,54] := {274} tii[24,55] := {263} tii[24,56] := {251} tii[24,57] := {272} tii[24,58] := {237} tii[24,59] := {277} tii[24,60] := {279} tii[24,61] := {114} tii[24,62] := {59} tii[24,63] := {177} tii[24,64] := {103} tii[24,65] := {214} tii[24,66] := {144} tii[24,67] := {116} tii[24,68] := {37} tii[24,69] := {201} tii[24,70] := {159} tii[24,71] := {79} tii[24,72] := {71} tii[24,73] := {231} tii[24,74] := {57} tii[24,75] := {222} tii[24,76] := {33} tii[24,77] := {199} tii[24,78] := {101} tii[24,79] := {245} tii[24,80] := {124} tii[24,81] := {255} tii[24,82] := {172} tii[24,83] := {20} tii[24,84] := {147} tii[24,85] := {224} tii[24,86] := {44} tii[24,87] := {188} tii[24,88] := {111} tii[24,89] := {247} tii[24,90] := {117} tii[24,91] := {36} tii[24,92] := {241} tii[24,93] := {18} tii[24,94] := {220} tii[24,95] := {160} tii[24,96] := {80} tii[24,97] := {70} tii[24,98] := {258} tii[24,99] := {181} tii[24,100] := {73} tii[24,101] := {93} tii[24,102] := {266} tii[24,103] := {56} tii[24,104] := {252} tii[24,105] := {32} tii[24,106] := {100} tii[24,107] := {236} tii[24,108] := {264} tii[24,109] := {26} tii[24,110] := {217} tii[24,111] := {126} tii[24,112] := {271} tii[24,113] := {141} tii[24,114] := {278} tii[24,115] := {167} tii[24,116] := {138} tii[24,117] := {216} tii[24,118] := {169} tii[24,119] := {106} tii[24,120] := {235} tii[24,121] := {107} tii[24,122] := {234} tii[24,123] := {215} tii[24,124] := {140} tii[24,125] := {75} tii[24,126] := {250} tii[24,127] := {168} tii[24,128] := {51} tii[24,129] := {262} tii[24,130] := {76} tii[24,131] := {242} tii[24,132] := {109} tii[24,133] := {47} tii[24,134] := {221} tii[24,135] := {259} tii[24,136] := {206} tii[24,137] := {139} tii[24,138] := {31} tii[24,139] := {267} tii[24,140] := {157} tii[24,141] := {16} tii[24,142] := {275} tii[24,143] := {223} tii[24,144] := {200} tii[24,145] := {246} tii[24,146] := {179} tii[24,147] := {256} tii[24,148] := {156} tii[24,149] := {268} tii[24,150] := {276} tii[24,151] := {91} tii[24,152] := {137} tii[24,153] := {122} tii[24,154] := {90} tii[24,155] := {97} tii[24,156] := {165} tii[24,157] := {136} tii[24,158] := {120} tii[24,159] := {187} tii[24,160] := {83} tii[24,161] := {163} tii[24,162] := {182} tii[24,163] := {151} tii[24,164] := {38} tii[24,165] := {129} tii[24,166] := {192} tii[24,167] := {72} tii[24,168] := {58} tii[24,169] := {150} tii[24,170] := {99} tii[24,171] := {211} tii[24,172] := {34} tii[24,173] := {191} tii[24,174] := {115} tii[24,175] := {102} tii[24,176] := {92} tii[24,177] := {207} tii[24,178] := {125} tii[24,179] := {85} tii[24,180] := {230} tii[24,181] := {53} tii[24,182] := {131} tii[24,183] := {227} tii[24,184] := {46} tii[24,185] := {155} tii[24,186] := {171} tii[24,187] := {121} tii[24,188] := {9} tii[24,189] := {164} tii[24,190] := {98} tii[24,191] := {25} tii[24,192] := {19} tii[24,193] := {119} tii[24,194] := {67} tii[24,195] := {186} tii[24,196] := {8} tii[24,197] := {162} tii[24,198] := {82} tii[24,199] := {43} tii[24,200] := {63} tii[24,201] := {61} tii[24,202] := {180} tii[24,203] := {35} tii[24,204] := {118} tii[24,205] := {17} tii[24,206] := {69} tii[24,207] := {42} tii[24,208] := {210} tii[24,209] := {161} tii[24,210] := {81} tii[24,211] := {12} tii[24,212] := {40} tii[24,213] := {94} tii[24,214] := {204} tii[24,215] := {183} tii[24,216] := {74} tii[24,217] := {110} tii[24,218] := {48} tii[24,219] := {196} tii[24,220] := {30} tii[24,221] := {229} tii[24,222] := {50} tii[24,223] := {13} tii[24,224] := {6} tii[24,225] := {77} tii[24,226] := {228} tii[24,227] := {1} tii[24,228] := {96} tii[24,229] := {218} tii[24,230] := {64} tii[24,231] := {88} tii[24,232] := {134} tii[24,233] := {65} tii[24,234] := {86} tii[24,235] := {41} tii[24,236] := {158} tii[24,237] := {132} tii[24,238] := {54} tii[24,239] := {152} tii[24,240] := {39} tii[24,241] := {84} tii[24,242] := {23} tii[24,243] := {185} tii[24,244] := {130} tii[24,245] := {52} tii[24,246] := {21} tii[24,247] := {178} tii[24,248] := {154} tii[24,249] := {45} tii[24,250] := {28} tii[24,251] := {170} tii[24,252] := {49} tii[24,253] := {11} tii[24,254] := {209} tii[24,255] := {78} tii[24,256] := {27} tii[24,257] := {10} tii[24,258] := {108} tii[24,259] := {15} tii[24,260] := {205} tii[24,261] := {14} tii[24,262] := {195} tii[24,263] := {128} tii[24,264] := {7} tii[24,265] := {2} tii[24,266] := {95} tii[24,267] := {194} tii[24,268] := {193} tii[24,269] := {184} tii[24,270] := {127} tii[24,271] := {66} tii[24,272] := {68} tii[24,273] := {62} tii[24,274] := {24} tii[24,275] := {22} tii[24,276] := {29} tii[24,277] := {4} tii[24,278] := {3} tii[24,279] := {5} tii[24,280] := {0} cell#219 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {656} tii[17,2] := {345, 737} tii[17,3] := {232, 887} tii[17,4] := {778} tii[17,5] := {550} tii[17,6] := {298, 846} tii[17,7] := {409, 410, 664, 1028} tii[17,8] := {524, 525, 763, 1120} tii[17,9] := {886} tii[17,10] := {397, 949} tii[17,11] := {771} tii[17,12] := {251, 503, 624, 1027} tii[17,13] := {856, 857} tii[17,14] := {370, 600, 756, 1119} tii[17,15] := {499, 1025} tii[17,16] := {584, 585, 935, 1117} tii[17,17] := {322, 985} tii[17,18] := {890} tii[17,19] := {211, 950} tii[17,20] := {672} tii[17,21] := {516, 517, 786, 1102} tii[17,22] := {637, 638, 876, 1168} tii[17,23] := {287, 1065} tii[17,24] := {984} tii[17,25] := {617} tii[17,26] := {200, 980} tii[17,27] := {297, 1037} tii[17,28] := {883} tii[17,29] := {171, 394, 733, 1101} tii[17,30] := {437, 438, 728, 1154} tii[17,31] := {261, 262, 1045, 1046} tii[17,32] := {959, 960} tii[17,33] := {275, 482, 870, 1167} tii[17,34] := {596, 597, 826, 1202} tii[17,35] := {725} tii[17,36] := {543, 544, 832, 1189} tii[17,37] := {389, 1098} tii[17,38] := {427, 428, 923, 1145} tii[17,39] := {821, 822} tii[17,40] := {464, 465, 1022, 1164} tii[17,41] := {714, 715, 922, 1225} tii[17,42] := {799, 800, 1003, 1236} tii[17,43] := {1063} tii[17,44] := {396, 1108} tii[17,45] := {978} tii[17,46] := {250, 502, 836, 1152} tii[17,47] := {1041, 1042} tii[17,48] := {369, 598, 971, 1200} tii[17,49] := {926} tii[17,50] := {337, 610, 783, 1187} tii[17,51] := {498, 1151} tii[17,52] := {237, 652, 704, 1143} tii[17,53] := {582, 583, 1093, 1199} tii[17,54] := {1005, 1006} tii[17,55] := {474, 703, 924, 1223} tii[17,56] := {1073, 1074} tii[17,57] := {555, 802, 1001, 1234} tii[17,58] := {607, 1185} tii[17,59] := {697, 698, 1141, 1221} tii[17,60] := {790, 791, 1124, 1237} tii[17,61] := {777} tii[17,62] := {231, 1018} tii[17,63] := {139, 845} tii[17,64] := {549} tii[17,65] := {407, 408, 840, 1135} tii[17,66] := {522, 523, 931, 1180} tii[17,67] := {202, 1088} tii[17,68] := {885} tii[17,69] := {210, 948} tii[17,70] := {504} tii[17,71] := {130, 1017} tii[17,72] := {770} tii[17,73] := {102, 294, 623, 1026} tii[17,74] := {339, 340, 785, 1177} tii[17,75] := {854, 855} tii[17,76] := {184, 185, 1084, 1085} tii[17,77] := {196, 371, 755, 1118} tii[17,78] := {476, 477, 874, 1209} tii[17,79] := {611} tii[17,80] := {290, 1024} tii[17,81] := {433, 434, 888, 1207} tii[17,82] := {326, 327, 967, 1176} tii[17,83] := {358, 359, 934, 1116} tii[17,84] := {705, 706} tii[17,85] := {592, 593, 966, 1231} tii[17,86] := {676, 677, 1038, 1244} tii[17,87] := {133, 1140} tii[17,88] := {982} tii[17,89] := {395} tii[17,90] := {295, 1036} tii[17,91] := {78, 1087} tii[17,92] := {248, 249, 663, 1208} tii[17,93] := {881} tii[17,94] := {168, 393, 732, 1099} tii[17,95] := {119, 120, 1137, 1138} tii[17,96] := {367, 368, 761, 1232} tii[17,97] := {955, 956} tii[17,98] := {272, 480, 869, 1165} tii[17,99] := {39, 1060} tii[17,100] := {828} tii[17,101] := {243, 496, 660, 1148} tii[17,102] := {497} tii[17,103] := {335, 336, 774, 1229} tii[17,104] := {387, 1097} tii[17,105] := {156, 535, 579, 1090} tii[17,106] := {235, 236, 862, 1206} tii[17,107] := {580, 581} tii[17,108] := {64, 65, 1109, 1110} tii[17,109] := {460, 461, 1021, 1163} tii[17,110] := {914, 915} tii[17,111] := {362, 578, 823, 1196} tii[17,112] := {472, 473, 861, 1247} tii[17,113] := {104, 105, 1155, 1156} tii[17,114] := {993, 994} tii[17,115] := {442, 681, 906, 1215} tii[17,116] := {553, 554, 951, 1252} tii[17,117] := {246, 432, 884, 1243} tii[17,118] := {606} tii[17,119] := {492, 1147} tii[17,120] := {159, 325, 962, 1228} tii[17,121] := {695, 696} tii[17,122] := {365, 591, 961, 1255} tii[17,123] := {572, 573, 1089, 1195} tii[17,124] := {110, 230, 1034, 1210} tii[17,125] := {788, 789} tii[17,126] := {666, 667, 1062, 1218} tii[17,127] := {445, 675, 1033, 1257} tii[17,128] := {563, 779, 1094, 1259} tii[17,129] := {1064} tii[17,130] := {209, 1002} tii[17,131] := {979} tii[17,132] := {101, 439, 661, 1153} tii[17,133] := {1043, 1044} tii[17,134] := {195, 527, 824, 1201} tii[17,135] := {289, 1072} tii[17,136] := {927} tii[17,137] := {164, 538, 615, 1188} tii[17,138] := {93, 495, 631, 1144} tii[17,139] := {356, 357, 987, 1134} tii[17,140] := {1007, 1008} tii[17,141] := {268, 630, 730, 1224} tii[17,142] := {1075, 1076} tii[17,143] := {346, 740, 835, 1235} tii[17,144] := {829} tii[17,145] := {98, 501, 651, 1213} tii[17,146] := {385, 1131} tii[17,147] := {916, 917} tii[17,148] := {48, 386, 745, 1182} tii[17,149] := {192, 620, 744, 1241} tii[17,150] := {457, 458, 1066, 1175} tii[17,151] := {26, 286, 842, 1171} tii[17,152] := {547, 548, 1012, 1204} tii[17,153] := {995, 996} tii[17,154] := {258, 729, 841, 1250} tii[17,155] := {909, 1069} tii[17,156] := {349, 833, 936, 1254} tii[17,157] := {494, 1173} tii[17,158] := {576, 577, 1127, 1205} tii[17,159] := {670, 671, 1082, 1227} tii[17,160] := {557, 782, 1013, 1239} tii[17,161] := {155} tii[17,162] := {441} tii[17,163] := {167, 309} tii[17,164] := {271, 419} tii[17,165] := {233} tii[17,166] := {154, 773} tii[17,167] := {551} tii[17,168] := {333} tii[17,169] := {440} tii[17,170] := {100, 411} tii[17,171] := {307, 308, 546, 938} tii[17,172] := {92, 665} tii[17,173] := {470} tii[17,174] := {194, 526} tii[17,175] := {417, 418, 643, 1054} tii[17,176] := {147, 148, 571, 765} tii[17,177] := {163, 513} tii[17,178] := {220, 406, 447, 839} tii[17,179] := {539} tii[17,180] := {267, 634} tii[17,181] := {149, 306, 355, 752} tii[17,182] := {632, 633} tii[17,183] := {319, 521, 532, 974} tii[17,184] := {420, 421, 629, 880} tii[17,185] := {324} tii[17,186] := {203, 983} tii[17,187] := {152, 787} tii[17,188] := {674} tii[17,189] := {431} tii[17,190] := {505} tii[17,191] := {85, 519} tii[17,192] := {131, 882} tii[17,193] := {341, 342, 616, 1100} tii[17,194] := {224, 225, 694, 878} tii[17,195] := {590} tii[17,196] := {144, 640} tii[17,197] := {186, 187, 957, 958} tii[17,198] := {478, 479, 716, 1166} tii[17,199] := {655} tii[17,200] := {332} tii[17,201] := {138, 626} tii[17,202] := {172, 398, 515, 940} tii[17,203] := {435, 436, 724, 1149} tii[17,204] := {612} tii[17,205] := {77, 775} tii[17,206] := {316, 317, 570, 965} tii[17,207] := {750, 751} tii[17,208] := {218, 758} tii[17,209] := {328, 329, 820, 1091} tii[17,210] := {469} tii[17,211] := {126, 302, 405, 868} tii[17,212] := {276, 490, 636, 1056} tii[17,213] := {707, 708} tii[17,214] := {594, 595, 819, 1197} tii[17,215] := {117, 118, 863, 864} tii[17,216] := {647, 648} tii[17,217] := {380, 381, 739, 977} tii[17,218] := {678, 679, 910, 1216} tii[17,219] := {175, 176, 764, 953} tii[17,220] := {208, 735} tii[17,221] := {338, 542, 614, 1096} tii[17,222] := {721} tii[17,223] := {191, 400, 511, 964} tii[17,224] := {305, 872} tii[17,225] := {238, 426, 710, 1020} tii[17,226] := {475, 709, 713, 1162} tii[17,227] := {813, 814} tii[17,228] := {488, 489, 844, 1058} tii[17,229] := {900, 901} tii[17,230] := {556, 798, 808, 1192} tii[17,231] := {180, 321, 601, 943} tii[17,232] := {687, 688, 892, 1159} tii[17,233] := {424} tii[17,234] := {79, 1126} tii[17,235] := {796} tii[17,236] := {229, 897} tii[17,237] := {296} tii[17,238] := {540} tii[17,239] := {44, 628} tii[17,240] := {40, 1061} tii[17,241] := {169, 170, 545, 1190} tii[17,242] := {711} tii[17,243] := {312, 313, 810, 975} tii[17,244] := {87, 760} tii[17,245] := {67, 68, 1111, 1112} tii[17,246] := {273, 274, 641, 1226} tii[17,247] := {84, 736} tii[17,248] := {19, 1011} tii[17,249] := {129, 889} tii[17,250] := {429} tii[17,251] := {103, 299, 627, 1029} tii[17,252] := {388} tii[17,253] := {244, 245, 653, 1214} tii[17,254] := {776} tii[17,255] := {413, 414, 693, 1052} tii[17,256] := {143, 873} tii[17,257] := {182, 183, 968, 969} tii[17,258] := {865, 866} tii[17,259] := {157, 158, 747, 1183} tii[17,260] := {462, 463} tii[17,261] := {33, 34, 1079, 1080} tii[17,262] := {588} tii[17,263] := {74, 214, 512, 970} tii[17,264] := {197, 382, 759, 1121} tii[17,265] := {363, 364, 746, 1242} tii[17,266] := {54, 55, 1132, 1133} tii[17,267] := {252, 253, 877, 1040} tii[17,268] := {443, 444, 848, 1248} tii[17,269] := {766, 767} tii[17,270] := {282, 283, 847, 1059} tii[17,271] := {166, 334, 772, 1233} tii[17,272] := {830} tii[17,273] := {493} tii[17,274] := {391} tii[17,275] := {247, 500, 662, 1150} tii[17,276] := {8, 928} tii[17,277] := {137, 838} tii[17,278] := {95, 234, 859, 1211} tii[17,279] := {270, 471, 858, 1251} tii[17,280] := {353, 354, 619, 1115} tii[17,281] := {125, 301, 622, 1051} tii[17,282] := {918, 919} tii[17,283] := {160, 537, 587, 1092} tii[17,284] := {574, 575} tii[17,285] := {508} tii[17,286] := {217, 973} tii[17,287] := {366, 586, 825, 1198} tii[17,288] := {16, 17, 1009, 1010} tii[17,289] := {997, 998} tii[17,290] := {58, 153, 945, 1203} tii[17,291] := {343, 344, 827, 1105} tii[17,292] := {668, 669} tii[17,293] := {348, 552, 944, 1256} tii[17,294] := {718, 719} tii[17,295] := {378, 379, 947, 1123} tii[17,296] := {446, 690, 908, 1217} tii[17,297] := {28, 29, 1077, 1078} tii[17,298] := {111, 423, 483, 1032} tii[17,299] := {452, 657, 1023, 1258} tii[17,300] := {912, 913} tii[17,301] := {13, 51, 1004, 1130} tii[17,302] := {564, 565, 988, 1193} tii[17,303] := {99, 293, 723, 1212} tii[17,304] := {608} tii[17,305] := {207, 937} tii[17,306] := {190, 399, 731, 1113} tii[17,307] := {304, 1053} tii[17,308] := {49, 204, 818, 1181} tii[17,309] := {193, 403, 817, 1240} tii[17,310] := {699, 700} tii[17,311] := {27, 132, 905, 1170} tii[17,312] := {179, 534, 599, 1103} tii[17,313] := {259, 506, 904, 1249} tii[17,314] := {792, 793} tii[17,315] := {486, 487, 1035, 1169} tii[17,316] := {680, 895} tii[17,317] := {350, 613, 992, 1253} tii[17,318] := {685, 686, 1068, 1219} tii[17,319] := {15, 80, 803, 1128} tii[17,320] := {454, 727, 894, 1245} tii[17,321] := {323} tii[17,322] := {673} tii[17,323] := {151, 941} tii[17,324] := {430} tii[17,325] := {22, 518} tii[17,326] := {589} tii[17,327] := {222, 223, 853, 1016} tii[17,328] := {46, 639} tii[17,329] := {43, 625} tii[17,330] := {331} tii[17,331] := {53, 212, 514, 939} tii[17,332] := {654} tii[17,333] := {76, 933} tii[17,334] := {314, 315, 743, 1086} tii[17,335] := {86, 757} tii[17,336] := {748, 749} tii[17,337] := {468} tii[17,338] := {37, 140, 404, 867} tii[17,339] := {128, 284, 635, 1055} tii[17,340] := {115, 116, 1014, 1015} tii[17,341] := {645, 646} tii[17,342] := {173, 174, 932, 1083} tii[17,343] := {198, 199, 738, 976} tii[17,344] := {20, 981} tii[17,345] := {83, 734} tii[17,346] := {291} tii[17,347] := {720} tii[17,348] := {165, 390, 541, 1095} tii[17,349] := {73, 213, 510, 963} tii[17,350] := {263, 264, 692, 1139} tii[17,351] := {142, 871} tii[17,352] := {35, 36, 1047, 1048} tii[17,353] := {94, 425, 467, 1019} tii[17,354] := {401} tii[17,355] := {811, 812} tii[17,356] := {269, 466, 712, 1161} tii[17,357] := {254, 255, 875, 1136} tii[17,358] := {280, 281, 843, 1057} tii[17,359] := {59, 60, 1106, 1107} tii[17,360] := {898, 899} tii[17,361] := {602, 603} tii[17,362] := {347, 566, 797, 1191} tii[17,363] := {57, 320, 372, 942} tii[17,364] := {30, 97, 1039, 1146} tii[17,365] := {804, 805} tii[17,366] := {450, 451, 891, 1158} tii[17,367] := {722} tii[17,368] := {206} tii[17,369] := {52, 392, 609, 1186} tii[17,370] := {135, 837} tii[17,371] := {188, 189, 569, 1179} tii[17,372] := {815, 816} tii[17,373] := {122, 300, 621, 1049} tii[17,374] := {303} tii[17,375] := {215, 972} tii[17,376] := {24, 288, 702, 1142} tii[17,377] := {127, 509, 701, 1222} tii[17,378] := {902, 903} tii[17,379] := {10, 201, 795, 1125} tii[17,380] := {177, 178, 762, 1178} tii[17,381] := {484, 485} tii[17,382] := {107, 422, 481, 1030} tii[17,383] := {181, 618, 794, 1238} tii[17,384] := {374, 375, 946, 1122} tii[17,385] := {801, 991} tii[17,386] := {62, 161, 952, 1184} tii[17,387] := {683, 684} tii[17,388] := {559, 560, 986, 1194} tii[17,389] := {260, 726, 896, 1246} tii[17,390] := {3, 134, 682, 1067} tii[17,391] := {689, 893} tii[17,392] := {351, 780, 834, 1230} tii[17,393] := {82, 784} tii[17,394] := {72, 352, 536, 1114} tii[17,395] := {141, 925} tii[17,396] := {278, 279, 907, 1081} tii[17,397] := {56, 384, 528, 1104} tii[17,398] := {14, 205, 741, 1129} tii[17,399] := {448, 449, 929, 1174} tii[17,400] := {453, 659, 930, 1220} tii[17,401] := {106} tii[17,402] := {66, 150} tii[17,403] := {242} tii[17,404] := {50, 558} tii[17,405] := {121, 228} tii[17,406] := {361} tii[17,407] := {89, 90, 459, 650} tii[17,408] := {47, 146, 373, 531} tii[17,409] := {241} tii[17,410] := {41, 658} tii[17,411] := {71, 318} tii[17,412] := {226, 227, 456, 860} tii[17,413] := {360} tii[17,414] := {69, 70, 753, 754} tii[17,415] := {91, 221, 277, 649} tii[17,416] := {529, 530} tii[17,417] := {112, 113, 644, 852} tii[17,418] := {61, 162, 533, 742} tii[17,419] := {292} tii[17,420] := {2, 831} tii[17,421] := {45, 416} tii[17,422] := {265, 266, 507, 1050} tii[17,423] := {6, 7, 920, 921} tii[17,424] := {402} tii[17,425] := {256, 257, 717, 1031} tii[17,426] := {75, 219, 311, 769} tii[17,427] := {11, 12, 999, 1000} tii[17,428] := {604, 605} tii[17,429] := {4, 25, 911, 1071} tii[17,430] := {114, 240, 491, 851} tii[17,431] := {806, 807} tii[17,432] := {0, 21, 809, 990} tii[17,433] := {136} tii[17,434] := {23, 520} tii[17,435] := {123, 124, 455, 1160} tii[17,436] := {216} tii[17,437] := {108, 109, 642, 1157} tii[17,438] := {38, 145, 412, 879} tii[17,439] := {376, 377} tii[17,440] := {32, 96, 849, 1172} tii[17,441] := {561, 562} tii[17,442] := {63, 330, 383, 954} tii[17,443] := {5, 42, 691, 1070} tii[17,444] := {568, 781} tii[17,445] := {9, 415} tii[17,446] := {18, 88, 310, 768} tii[17,447] := {31, 239, 285, 850} tii[17,448] := {1, 81, 567, 989} cell#220 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {68} tii[24,2] := {138} tii[24,3] := {181} tii[24,4] := {108} tii[24,5] := {36} tii[24,6] := {174} tii[24,7] := {66} tii[24,8] := {209} tii[24,9] := {147} tii[24,10] := {107} tii[24,11] := {203} tii[24,12] := {141} tii[24,13] := {140} tii[24,14] := {229} tii[24,15] := {225} tii[24,16] := {202} tii[24,17] := {244} tii[24,18] := {256} tii[24,19] := {148} tii[24,20] := {70} tii[24,21] := {204} tii[24,22] := {105} tii[24,23] := {230} tii[24,24] := {183} tii[24,25] := {146} tii[24,26] := {44} tii[24,27] := {226} tii[24,28] := {178} tii[24,29] := {177} tii[24,30] := {76} tii[24,31] := {245} tii[24,32] := {80} tii[24,33] := {242} tii[24,34] := {115} tii[24,35] := {224} tii[24,36] := {116} tii[24,37] := {258} tii[24,38] := {152} tii[24,39] := {267} tii[24,40] := {210} tii[24,41] := {182} tii[24,42] := {243} tii[24,43] := {207} tii[24,44] := {206} tii[24,45] := {259} tii[24,46] := {161} tii[24,47] := {255} tii[24,48] := {241} tii[24,49] := {191} tii[24,50] := {190} tii[24,51] := {269} tii[24,52] := {218} tii[24,53] := {217} tii[24,54] := {273} tii[24,55] := {266} tii[24,56] := {254} tii[24,57] := {275} tii[24,58] := {246} tii[24,59] := {277} tii[24,60] := {279} tii[24,61] := {123} tii[24,62] := {45} tii[24,63] := {185} tii[24,64] := {78} tii[24,65] := {221} tii[24,66] := {164} tii[24,67] := {121} tii[24,68] := {31} tii[24,69] := {216} tii[24,70] := {157} tii[24,71] := {156} tii[24,72] := {59} tii[24,73] := {239} tii[24,74] := {62} tii[24,75] := {236} tii[24,76] := {96} tii[24,77] := {213} tii[24,78] := {97} tii[24,79] := {252} tii[24,80] := {132} tii[24,81] := {262} tii[24,82] := {197} tii[24,83] := {11} tii[24,84] := {162} tii[24,85] := {237} tii[24,86] := {27} tii[24,87] := {193} tii[24,88] := {192} tii[24,89] := {253} tii[24,90] := {137} tii[24,91] := {30} tii[24,92] := {249} tii[24,93] := {56} tii[24,94] := {232} tii[24,95] := {173} tii[24,96] := {172} tii[24,97] := {57} tii[24,98] := {265} tii[24,99] := {201} tii[24,100] := {200} tii[24,101] := {91} tii[24,102] := {270} tii[24,103] := {61} tii[24,104] := {260} tii[24,105] := {94} tii[24,106] := {95} tii[24,107] := {247} tii[24,108] := {272} tii[24,109] := {129} tii[24,110] := {240} tii[24,111] := {130} tii[24,112] := {276} tii[24,113] := {167} tii[24,114] := {278} tii[24,115] := {163} tii[24,116] := {120} tii[24,117] := {215} tii[24,118] := {155} tii[24,119] := {154} tii[24,120] := {238} tii[24,121] := {98} tii[24,122] := {235} tii[24,123] := {212} tii[24,124] := {134} tii[24,125] := {133} tii[24,126] := {251} tii[24,127] := {169} tii[24,128] := {168} tii[24,129] := {261} tii[24,130] := {60} tii[24,131] := {248} tii[24,132] := {93} tii[24,133] := {92} tii[24,134] := {231} tii[24,135] := {264} tii[24,136] := {222} tii[24,137] := {128} tii[24,138] := {127} tii[24,139] := {271} tii[24,140] := {166} tii[24,141] := {89} tii[24,142] := {274} tii[24,143] := {234} tii[24,144] := {211} tii[24,145] := {250} tii[24,146] := {196} tii[24,147] := {263} tii[24,148] := {165} tii[24,149] := {268} tii[24,150] := {257} tii[24,151] := {14} tii[24,152] := {34} tii[24,153] := {37} tii[24,154] := {13} tii[24,155] := {16} tii[24,156] := {67} tii[24,157] := {33} tii[24,158] := {35} tii[24,159] := {101} tii[24,160] := {63} tii[24,161] := {64} tii[24,162] := {100} tii[24,163] := {71} tii[24,164] := {17} tii[24,165] := {39} tii[24,166] := {106} tii[24,167] := {41} tii[24,168] := {42} tii[24,169] := {69} tii[24,170] := {15} tii[24,171] := {142} tii[24,172] := {73} tii[24,173] := {103} tii[24,174] := {102} tii[24,175] := {74} tii[24,176] := {65} tii[24,177] := {139} tii[24,178] := {112} tii[24,179] := {79} tii[24,180] := {179} tii[24,181] := {113} tii[24,182] := {114} tii[24,183] := {175} tii[24,184] := {149} tii[24,185] := {150} tii[24,186] := {184} tii[24,187] := {110} tii[24,188] := {1} tii[24,189] := {145} tii[24,190] := {72} tii[24,191] := {8} tii[24,192] := {10} tii[24,193] := {109} tii[24,194] := {38} tii[24,195] := {180} tii[24,196] := {24} tii[24,197] := {144} tii[24,198] := {143} tii[24,199] := {25} tii[24,200] := {50} tii[24,201] := {104} tii[24,202] := {176} tii[24,203] := {29} tii[24,204] := {122} tii[24,205] := {54} tii[24,206] := {55} tii[24,207] := {20} tii[24,208] := {208} tii[24,209] := {159} tii[24,210] := {158} tii[24,211] := {87} tii[24,212] := {75} tii[24,213] := {88} tii[24,214] := {205} tii[24,215] := {189} tii[24,216] := {188} tii[24,217] := {126} tii[24,218] := {151} tii[24,219] := {214} tii[24,220] := {9} tii[24,221] := {228} tii[24,222] := {23} tii[24,223] := {22} tii[24,224] := {46} tii[24,225] := {47} tii[24,226] := {227} tii[24,227] := {18} tii[24,228] := {83} tii[24,229] := {233} tii[24,230] := {43} tii[24,231] := {84} tii[24,232] := {119} tii[24,233] := {51} tii[24,234] := {81} tii[24,235] := {21} tii[24,236] := {160} tii[24,237] := {118} tii[24,238] := {117} tii[24,239] := {153} tii[24,240] := {77} tii[24,241] := {99} tii[24,242] := {12} tii[24,243] := {195} tii[24,244] := {136} tii[24,245] := {135} tii[24,246] := {58} tii[24,247] := {187} tii[24,248] := {171} tii[24,249] := {170} tii[24,250] := {131} tii[24,251] := {199} tii[24,252] := {28} tii[24,253] := {2} tii[24,254] := {220} tii[24,255] := {53} tii[24,256] := {52} tii[24,257] := {26} tii[24,258] := {86} tii[24,259] := {85} tii[24,260] := {219} tii[24,261] := {90} tii[24,262] := {223} tii[24,263] := {125} tii[24,264] := {48} tii[24,265] := {19} tii[24,266] := {82} tii[24,267] := {194} tii[24,268] := {186} tii[24,269] := {198} tii[24,270] := {124} tii[24,271] := {4} tii[24,272] := {3} tii[24,273] := {32} tii[24,274] := {6} tii[24,275] := {40} tii[24,276] := {111} tii[24,277] := {0} tii[24,278] := {7} tii[24,279] := {49} tii[24,280] := {5} cell#221 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {125} tii[10,2] := {173} tii[10,3] := {198} tii[10,4] := {150} tii[10,5] := {140} tii[10,6] := {62} tii[10,7] := {196} tii[10,8] := {91} tii[10,9] := {218} tii[10,10] := {163} tii[10,11] := {135} tii[10,12] := {191} tii[10,13] := {216} tii[10,14] := {233} tii[10,15] := {204} tii[10,16] := {180} tii[10,17] := {228} tii[10,18] := {238} tii[10,19] := {175} tii[10,20] := {165} tii[10,21] := {83} tii[10,22] := {217} tii[10,23] := {116} tii[10,24] := {234} tii[10,25] := {186} tii[10,26] := {214} tii[10,27] := {160} tii[10,28] := {141} tii[10,29] := {63} tii[10,30] := {232} tii[10,31] := {92} tii[10,32] := {244} tii[10,33] := {44} tii[10,34] := {222} tii[10,35] := {164} tii[10,36] := {28} tii[10,37] := {202} tii[10,38] := {192} tii[10,39] := {136} tii[10,40] := {68} tii[10,41] := {241} tii[10,42] := {86} tii[10,43] := {246} tii[10,44] := {185} tii[10,45] := {213} tii[10,46] := {159} tii[10,47] := {130} tii[10,48] := {226} tii[10,49] := {243} tii[10,50] := {249} tii[10,51] := {237} tii[10,52] := {220} tii[10,53] := {248} tii[10,54] := {251} tii[10,55] := {223} tii[10,56] := {203} tii[10,57] := {242} tii[10,58] := {178} tii[10,59] := {247} tii[10,60] := {250} tii[10,61] := {101} tii[10,62] := {39} tii[10,63] := {58} tii[10,64] := {123} tii[10,65] := {152} tii[10,66] := {97} tii[10,67] := {47} tii[10,68] := {115} tii[10,69] := {55} tii[10,70] := {71} tii[10,71] := {79} tii[10,72] := {77} tii[10,73] := {148} tii[10,74] := {33} tii[10,75] := {138} tii[10,76] := {103} tii[10,77] := {176} tii[10,78] := {20} tii[10,79] := {121} tii[10,80] := {109} tii[10,81] := {167} tii[10,82] := {50} tii[10,83] := {153} tii[10,84] := {67} tii[10,85] := {162} tii[10,86] := {146} tii[10,87] := {133} tii[10,88] := {190} tii[10,89] := {208} tii[10,90] := {105} tii[10,91] := {46} tii[10,92] := {114} tii[10,93] := {76} tii[10,94] := {70} tii[10,95] := {102} tii[10,96] := {32} tii[10,97] := {99} tii[10,98] := {45} tii[10,99] := {174} tii[10,100] := {137} tii[10,101] := {19} tii[10,102] := {49} tii[10,103] := {127} tii[10,104] := {69} tii[10,105] := {29} tii[10,106] := {199} tii[10,107] := {166} tii[10,108] := {108} tii[10,109] := {147} tii[10,110] := {66} tii[10,111] := {87} tii[10,112] := {177} tii[10,113] := {161} tii[10,114] := {184} tii[10,115] := {84} tii[10,116] := {23} tii[10,117] := {42} tii[10,118] := {171} tii[10,119] := {158} tii[10,120] := {14} tii[10,121] := {189} tii[10,122] := {132} tii[10,123] := {117} tii[10,124] := {212} tii[10,125] := {37} tii[10,126] := {7} tii[10,127] := {225} tii[10,128] := {104} tii[10,129] := {207} tii[10,130] := {52} tii[10,131] := {112} tii[10,132] := {168} tii[10,133] := {131} tii[10,134] := {209} tii[10,135] := {73} tii[10,136] := {183} tii[10,137] := {194} tii[10,138] := {157} tii[10,139] := {211} tii[10,140] := {155} tii[10,141] := {129} tii[10,142] := {224} tii[10,143] := {235} tii[10,144] := {119} tii[10,145] := {98} tii[10,146] := {126} tii[10,147] := {122} tii[10,148] := {61} tii[10,149] := {197} tii[10,150] := {151} tii[10,151] := {90} tii[10,152] := {219} tii[10,153] := {41} tii[10,154] := {172} tii[10,155] := {111} tii[10,156] := {200} tii[10,157] := {35} tii[10,158] := {110} tii[10,159] := {206} tii[10,160] := {59} tii[10,161] := {195} tii[10,162] := {22} tii[10,163] := {142} tii[10,164] := {53} tii[10,165] := {182} tii[10,166] := {230} tii[10,167] := {74} tii[10,168] := {193} tii[10,169] := {139} tii[10,170] := {13} tii[10,171] := {240} tii[10,172] := {156} tii[10,173] := {96} tii[10,174] := {227} tii[10,175] := {85} tii[10,176] := {205} tii[10,177] := {43} tii[10,178] := {215} tii[10,179] := {118} tii[10,180] := {181} tii[10,181] := {229} tii[10,182] := {17} tii[10,183] := {179} tii[10,184] := {154} tii[10,185] := {239} tii[10,186] := {169} tii[10,187] := {113} tii[10,188] := {245} tii[10,189] := {106} tii[10,190] := {210} tii[10,191] := {145} tii[10,192] := {236} tii[10,193] := {231} tii[10,194] := {201} tii[10,195] := {170} tii[10,196] := {26} tii[10,197] := {40} tii[10,198] := {16} tii[10,199] := {57} tii[10,200] := {56} tii[10,201] := {21} tii[10,202] := {25} tii[10,203] := {34} tii[10,204] := {12} tii[10,205] := {80} tii[10,206] := {128} tii[10,207] := {78} tii[10,208] := {48} tii[10,209] := {5} tii[10,210] := {60} tii[10,211] := {65} tii[10,212] := {15} tii[10,213] := {31} tii[10,214] := {38} tii[10,215] := {8} tii[10,216] := {24} tii[10,217] := {94} tii[10,218] := {100} tii[10,219] := {36} tii[10,220] := {11} tii[10,221] := {4} tii[10,222] := {89} tii[10,223] := {144} tii[10,224] := {188} tii[10,225] := {51} tii[10,226] := {82} tii[10,227] := {1} tii[10,228] := {72} tii[10,229] := {64} tii[10,230] := {30} tii[10,231] := {54} tii[10,232] := {93} tii[10,233] := {10} tii[10,234] := {18} tii[10,235] := {124} tii[10,236] := {143} tii[10,237] := {88} tii[10,238] := {107} tii[10,239] := {3} tii[10,240] := {81} tii[10,241] := {187} tii[10,242] := {221} tii[10,243] := {95} tii[10,244] := {75} tii[10,245] := {27} tii[10,246] := {149} tii[10,247] := {6} tii[10,248] := {134} tii[10,249] := {120} tii[10,250] := {9} tii[10,251] := {2} tii[10,252] := {0} cell#222 , |C| = 224 special orbit = [7, 7, 1, 1, 1] special rep = [[3], [4, 1]] , dim = 224 cell rep = phi[[3],[4, 1]] TII depth = 7 TII multiplicity polynomial = 224*X TII subcells: tii[40,1] := {85} tii[40,2] := {147} tii[40,3] := {177} tii[40,4] := {189} tii[40,5] := {112} tii[40,6] := {71} tii[40,7] := {168} tii[40,8] := {117} tii[40,9] := {192} tii[40,10] := {143} tii[40,11] := {200} tii[40,12] := {136} tii[40,13] := {125} tii[40,14] := {184} tii[40,15] := {160} tii[40,16] := {90} tii[40,17] := {202} tii[40,18] := {181} tii[40,19] := {111} tii[40,20] := {209} tii[40,21] := {156} tii[40,22] := {197} tii[40,23] := {167} tii[40,24] := {157} tii[40,25] := {191} tii[40,26] := {211} tii[40,27] := {173} tii[40,28] := {174} tii[40,29] := {204} tii[40,30] := {215} tii[40,31] := {206} tii[40,32] := {210} tii[40,33] := {216} tii[40,34] := {217} tii[40,35] := {207} tii[40,36] := {219} tii[40,37] := {220} tii[40,38] := {221} tii[40,39] := {222} tii[40,40] := {223} tii[40,41] := {16} tii[40,42] := {47} tii[40,43] := {69} tii[40,44] := {44} tii[40,45] := {34} tii[40,46] := {7} tii[40,47] := {91} tii[40,48] := {73} tii[40,49] := {15} tii[40,50] := {120} tii[40,51] := {95} tii[40,52] := {58} tii[40,53] := {70} tii[40,54] := {36} tii[40,55] := {99} tii[40,56] := {116} tii[40,57] := {37} tii[40,58] := {52} tii[40,59] := {20} tii[40,60] := {142} tii[40,61] := {122} tii[40,62] := {54} tii[40,63] := {96} tii[40,64] := {86} tii[40,65] := {126} tii[40,66] := {138} tii[40,67] := {105} tii[40,68] := {104} tii[40,69] := {144} tii[40,70] := {163} tii[40,71] := {103} tii[40,72] := {158} tii[40,73] := {162} tii[40,74] := {148} tii[40,75] := {182} tii[40,76] := {188} tii[40,77] := {60} tii[40,78] := {19} tii[40,79] := {101} tii[40,80] := {33} tii[40,81] := {123} tii[40,82] := {87} tii[40,83] := {97} tii[40,84] := {62} tii[40,85] := {26} tii[40,86] := {128} tii[40,87] := {139} tii[40,88] := {63} tii[40,89] := {40} tii[40,90] := {82} tii[40,91] := {43} tii[40,92] := {145} tii[40,93] := {164} tii[40,94] := {84} tii[40,95] := {124} tii[40,96] := {46} tii[40,97] := {149} tii[40,98] := {113} tii[40,99] := {39} tii[40,100] := {159} tii[40,101] := {68} tii[40,102] := {28} tii[40,103] := {131} tii[40,104] := {132} tii[40,105] := {57} tii[40,106] := {165} tii[40,107] := {180} tii[40,108] := {130} tii[40,109] := {61} tii[40,110] := {175} tii[40,111] := {93} tii[40,112] := {179} tii[40,113] := {80} tii[40,114] := {169} tii[40,115] := {81} tii[40,116] := {195} tii[40,117] := {102} tii[40,118] := {199} tii[40,119] := {114} tii[40,120] := {89} tii[40,121] := {151} tii[40,122] := {109} tii[40,123] := {64} tii[40,124] := {166} tii[40,125] := {146} tii[40,126] := {137} tii[40,127] := {98} tii[40,128] := {170} tii[40,129] := {176} tii[40,130] := {154} tii[40,131] := {155} tii[40,132] := {121} tii[40,133] := {75} tii[40,134] := {183} tii[40,135] := {153} tii[40,136] := {194} tii[40,137] := {115} tii[40,138] := {190} tii[40,139] := {141} tii[40,140] := {65} tii[40,141] := {193} tii[40,142] := {185} tii[40,143] := {134} tii[40,144] := {135} tii[40,145] := {205} tii[40,146] := {152} tii[40,147] := {110} tii[40,148] := {208} tii[40,149] := {186} tii[40,150] := {196} tii[40,151] := {172} tii[40,152] := {201} tii[40,153] := {178} tii[40,154] := {203} tii[40,155] := {213} tii[40,156] := {198} tii[40,157] := {214} tii[40,158] := {187} tii[40,159] := {212} tii[40,160] := {218} tii[40,161] := {1} tii[40,162] := {5} tii[40,163] := {6} tii[40,164] := {14} tii[40,165] := {2} tii[40,166] := {29} tii[40,167] := {11} tii[40,168] := {24} tii[40,169] := {25} tii[40,170] := {17} tii[40,171] := {18} tii[40,172] := {42} tii[40,173] := {32} tii[40,174] := {30} tii[40,175] := {8} tii[40,176] := {12} tii[40,177] := {35} tii[40,178] := {3} tii[40,179] := {66} tii[40,180] := {49} tii[40,181] := {50} tii[40,182] := {51} tii[40,183] := {74} tii[40,184] := {45} tii[40,185] := {67} tii[40,186] := {27} tii[40,187] := {59} tii[40,188] := {92} tii[40,189] := {76} tii[40,190] := {78} tii[40,191] := {77} tii[40,192] := {21} tii[40,193] := {100} tii[40,194] := {53} tii[40,195] := {118} tii[40,196] := {127} tii[40,197] := {38} tii[40,198] := {55} tii[40,199] := {22} tii[40,200] := {10} tii[40,201] := {79} tii[40,202] := {72} tii[40,203] := {94} tii[40,204] := {48} tii[40,205] := {88} tii[40,206] := {13} tii[40,207] := {106} tii[40,208] := {119} tii[40,209] := {41} tii[40,210] := {107} tii[40,211] := {108} tii[40,212] := {129} tii[40,213] := {83} tii[40,214] := {23} tii[40,215] := {140} tii[40,216] := {56} tii[40,217] := {150} tii[40,218] := {133} tii[40,219] := {161} tii[40,220] := {171} tii[40,221] := {0} tii[40,222] := {4} tii[40,223] := {9} tii[40,224] := {31} cell#223 , |C| = 616 special orbit = [7, 5, 1, 1, 1, 1, 1] special rep = [[3], [3, 1, 1]] , dim = 336 cell rep = phi[[3],[3, 1, 1]]+phi[[2],[4, 1, 1]] TII depth = 5 TII multiplicity polynomial = 56*X+280*X^2 TII subcells: tii[37,1] := {229} tii[37,2] := {61, 387} tii[37,3] := {152, 469} tii[37,4] := {210, 513} tii[37,5] := {294} tii[37,6] := {169} tii[37,7] := {49, 438} tii[37,8] := {151, 274} tii[37,9] := {125, 504} tii[37,10] := {219, 328} tii[37,11] := {163, 543} tii[37,12] := {357} tii[37,13] := {92, 481} tii[37,14] := {292} tii[37,15] := {331} tii[37,16] := {67, 390} tii[37,17] := {186, 533} tii[37,18] := {293, 405} tii[37,19] := {135, 433} tii[37,20] := {228, 565} tii[37,21] := {142, 518} tii[37,22] := {173, 480} tii[37,23] := {248, 557} tii[37,24] := {258, 508} tii[37,25] := {143, 507} tii[37,26] := {289, 582} tii[37,27] := {301, 575} tii[37,28] := {345, 556} tii[37,29] := {346, 593} tii[37,30] := {397, 600} tii[37,31] := {358} tii[37,32] := {20, 482} tii[37,33] := {235} tii[37,34] := {213, 335} tii[37,35] := {73, 534} tii[37,36] := {283, 385} tii[37,37] := {106, 566} tii[37,38] := {413} tii[37,39] := {206} tii[37,40] := {46, 519} tii[37,41] := {355} tii[37,42] := {389} tii[37,43] := {31, 442} tii[37,44] := {179, 312} tii[37,45] := {124, 558} tii[37,46] := {356, 457} tii[37,47] := {81, 477} tii[37,48] := {260, 354} tii[37,49] := {161, 583} tii[37,50] := {265} tii[37,51] := {86, 546} tii[37,52] := {303} tii[37,53] := {113, 517} tii[37,54] := {245, 366} tii[37,55] := {184, 576} tii[37,56] := {266, 375} tii[37,57] := {193, 538} tii[37,58] := {87, 537} tii[37,59] := {320, 410} tii[37,60] := {224, 594} tii[37,61] := {306, 417} tii[37,62] := {238, 589} tii[37,63] := {234, 455} tii[37,64] := {280, 574} tii[37,65] := {373, 456} tii[37,66] := {281, 601} tii[37,67] := {422, 491} tii[37,68] := {338, 606} tii[37,69] := {460} tii[37,70] := {89, 547} tii[37,71] := {411} tii[37,72] := {441} tii[37,73] := {185, 577} tii[37,74] := {66, 484} tii[37,75] := {412, 497} tii[37,76] := {134, 515} tii[37,77] := {226, 595} tii[37,78] := {376} tii[37,79] := {139, 568} tii[37,80] := {172, 545} tii[37,81] := {418} tii[37,82] := {117, 464} tii[37,83] := {247, 590} tii[37,84] := {257, 562} tii[37,85] := {140, 561} tii[37,86] := {377, 468} tii[37,87] := {194, 499} tii[37,88] := {287, 602} tii[37,89] := {463} tii[37,90] := {175, 501} tii[37,91] := {300, 598} tii[37,92] := {108, 529} tii[37,93] := {343, 588} tii[37,94] := {415, 503} tii[37,95] := {255, 530} tii[37,96] := {344, 607} tii[37,97] := {378, 532} tii[37,98] := {309, 552} tii[37,99] := {395, 610} tii[37,100] := {200, 584} tii[37,101] := {239, 567} tii[37,102] := {307, 599} tii[37,103] := {318, 580} tii[37,104] := {201, 579} tii[37,105] := {350, 608} tii[37,106] := {304, 555} tii[37,107] := {360, 605} tii[37,108] := {401, 597} tii[37,109] := {371, 573} tii[37,110] := {232, 572} tii[37,111] := {402, 611} tii[37,112] := {421, 587} tii[37,113] := {202, 586} tii[37,114] := {446, 612} tii[37,115] := {414, 609} tii[37,116] := {451, 604} tii[37,117] := {452, 613} tii[37,118] := {486, 603} tii[37,119] := {487, 614} tii[37,120] := {521, 615} tii[37,121] := {112} tii[37,122] := {36, 215} tii[37,123] := {59, 270} tii[37,124] := {171} tii[37,125] := {110} tii[37,126] := {122} tii[37,127] := {13, 275} tii[37,128] := {99, 214} tii[37,129] := {75, 159} tii[37,130] := {29, 329} tii[37,131] := {156, 269} tii[37,132] := {164} tii[37,133] := {34, 333} tii[37,134] := {211} tii[37,135] := {56, 273} tii[37,136] := {58, 381} tii[37,137] := {14, 276} tii[37,138] := {165, 282} tii[37,139] := {102, 326} tii[37,140] := {98, 330} tii[37,141] := {101, 429} tii[37,142] := {62, 379} tii[37,143] := {157, 380} tii[37,144] := {209, 428} tii[37,145] := {237} tii[37,146] := {145} tii[37,147] := {182} tii[37,148] := {119, 250} tii[37,149] := {9, 336} tii[37,150] := {127, 222} tii[37,151] := {196, 291} tii[37,152] := {19, 386} tii[37,153] := {230} tii[37,154] := {203} tii[37,155] := {271} tii[37,156] := {120} tii[37,157] := {24, 391} tii[37,158] := {240} tii[37,159] := {32, 334} tii[37,160] := {178, 308} tii[37,161] := {231, 347} tii[37,162] := {74, 158} tii[37,163] := {204, 319} tii[37,164] := {45, 434} tii[37,165] := {11, 340} tii[37,166] := {82, 383} tii[37,167] := {259, 352} tii[37,168] := {212} tii[37,169] := {243, 361} tii[37,170] := {64, 388} tii[37,171] := {100, 217} tii[37,172] := {80, 471} tii[37,173] := {50, 430} tii[37,174] := {170, 284} tii[37,175] := {168, 403} tii[37,176] := {137, 431} tii[37,177] := {317, 404} tii[37,178] := {121, 327} tii[37,179] := {162, 470} tii[37,180] := {367, 448} tii[37,181] := {262} tii[37,182] := {53, 443} tii[37,183] := {302} tii[37,184] := {118, 365} tii[37,185] := {85, 478} tii[37,186] := {263, 374} tii[37,187] := {27, 399} tii[37,188] := {195, 408} tii[37,189] := {363} tii[37,190] := {176, 416} tii[37,191] := {116, 439} tii[37,192] := {40, 339} tii[37,193] := {132, 509} tii[37,194] := {109, 453} tii[37,195] := {297, 425} tii[37,196] := {198, 473} tii[37,197] := {93, 472} tii[37,198] := {256, 454} tii[37,199] := {264, 465} tii[37,200] := {227, 505} tii[37,201] := {310, 489} tii[37,202] := {54, 432} tii[37,203] := {242, 461} tii[37,204] := {189, 539} tii[37,205] := {167, 493} tii[37,206] := {316, 494} tii[37,207] := {288, 535} tii[37,208] := {144, 523} tii[37,209] := {369, 524} tii[37,210] := {396, 548} tii[37,211] := {299} tii[37,212] := {246} tii[37,213] := {1, 393} tii[37,214] := {187, 285} tii[37,215] := {6, 437} tii[37,216] := {295} tii[37,217] := {7, 444} tii[37,218] := {180} tii[37,219] := {332} tii[37,220] := {12, 392} tii[37,221] := {18, 479} tii[37,222] := {2, 400} tii[37,223] := {126, 221} tii[37,224] := {296, 406} tii[37,225] := {43, 436} tii[37,226] := {272} tii[37,227] := {30, 440} tii[37,228] := {153, 278} tii[37,229] := {42, 510} tii[37,230] := {21, 474} tii[37,231] := {236, 348} tii[37,232] := {83, 475} tii[37,233] := {181, 384} tii[37,234] := {105, 506} tii[37,235] := {322} tii[37,236] := {148} tii[37,237] := {22, 485} tii[37,238] := {362} tii[37,239] := {65, 420} tii[37,240] := {323, 427} tii[37,241] := {97, 199} tii[37,242] := {133, 459} tii[37,243] := {44, 516} tii[37,244] := {10, 450} tii[37,245] := {419} tii[37,246] := {244} tii[37,247] := {114, 462} tii[37,248] := {63, 483} tii[37,249] := {129, 253} tii[37,250] := {359, 467} tii[37,251] := {15, 398} tii[37,252] := {79, 540} tii[37,253] := {207, 321} tii[37,254] := {60, 495} tii[37,255] := {136, 512} tii[37,256] := {47, 511} tii[37,257] := {192, 496} tii[37,258] := {324, 502} tii[37,259] := {149, 353} tii[37,260] := {160, 536} tii[37,261] := {249, 526} tii[37,262] := {23, 476} tii[37,263] := {364} tii[37,264] := {174, 500} tii[37,265] := {190, 314} tii[37,266] := {298, 426} tii[37,267] := {128, 563} tii[37,268] := {107, 527} tii[37,269] := {254, 528} tii[37,270] := {183, 409} tii[37,271] := {88, 549} tii[37,272] := {267, 466} tii[37,273] := {311, 550} tii[37,274] := {223, 559} tii[37,275] := {208, 490} tii[37,276] := {337, 569} tii[37,277] := {51, 522} tii[37,278] := {84, 544} tii[37,279] := {26, 492} tii[37,280] := {115, 520} tii[37,281] := {131, 564} tii[37,282] := {39, 449} tii[37,283] := {197, 542} tii[37,284] := {90, 541} tii[37,285] := {225, 560} tii[37,286] := {52, 514} tii[37,287] := {241, 531} tii[37,288] := {77, 424} tii[37,289] := {188, 581} tii[37,290] := {315, 554} tii[37,291] := {166, 553} tii[37,292] := {70, 498} tii[37,293] := {286, 578} tii[37,294] := {368, 571} tii[37,295] := {141, 570} tii[37,296] := {394, 585} tii[37,297] := {91, 551} tii[37,298] := {251, 592} tii[37,299] := {349, 591} tii[37,300] := {445, 596} tii[37,301] := {72} tii[37,302] := {38, 104} tii[37,303] := {17, 155} tii[37,304] := {68} tii[37,305] := {37, 103} tii[37,306] := {150} tii[37,307] := {5, 218} tii[37,308] := {57, 154} tii[37,309] := {111, 220} tii[37,310] := {69, 268} tii[37,311] := {28, 216} tii[37,312] := {35, 325} tii[37,313] := {95} tii[37,314] := {55, 138} tii[37,315] := {177} tii[37,316] := {76, 191} tii[37,317] := {3, 279} tii[37,318] := {146, 261} tii[37,319] := {96, 290} tii[37,320] := {305} tii[37,321] := {233, 372} tii[37,322] := {130, 252} tii[37,323] := {16, 277} tii[37,324] := {25, 382} tii[37,325] := {205, 423} tii[37,326] := {123, 351} tii[37,327] := {147, 447} tii[37,328] := {78, 313} tii[37,329] := {71, 407} tii[37,330] := {94, 488} tii[37,331] := {0, 342} tii[37,332] := {4, 341} tii[37,333] := {8, 435} tii[37,334] := {41, 370} tii[37,335] := {33, 458} tii[37,336] := {48, 525} cell#224 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {176} tii[24,2] := {224} tii[24,3] := {241} tii[24,4] := {169} tii[24,5] := {86} tii[24,6] := {214} tii[24,7] := {119} tii[24,8] := {239} tii[24,9] := {202} tii[24,10] := {165} tii[24,11] := {235} tii[24,12] := {194} tii[24,13] := {193} tii[24,14] := {254} tii[24,15] := {248} tii[24,16] := {230} tii[24,17] := {263} tii[24,18] := {268} tii[24,19] := {126} tii[24,20] := {48} tii[24,21] := {181} tii[24,22] := {76} tii[24,23] := {222} tii[24,24] := {168} tii[24,25] := {124} tii[24,26] := {22} tii[24,27] := {213} tii[24,28] := {157} tii[24,29] := {156} tii[24,30] := {41} tii[24,31] := {238} tii[24,32] := {45} tii[24,33] := {232} tii[24,34] := {69} tii[24,35] := {208} tii[24,36] := {70} tii[24,37] := {251} tii[24,38] := {104} tii[24,39] := {259} tii[24,40] := {201} tii[24,41] := {164} tii[24,42] := {234} tii[24,43] := {192} tii[24,44] := {191} tii[24,45] := {253} tii[24,46] := {122} tii[24,47] := {247} tii[24,48] := {229} tii[24,49] := {153} tii[24,50] := {152} tii[24,51] := {262} tii[24,52] := {185} tii[24,53] := {184} tii[24,54] := {267} tii[24,55] := {257} tii[24,56] := {244} tii[24,57] := {270} tii[24,58] := {226} tii[24,59] := {273} tii[24,60] := {276} tii[24,61] := {81} tii[24,62] := {23} tii[24,63] := {141} tii[24,64] := {43} tii[24,65] := {198} tii[24,66] := {125} tii[24,67] := {79} tii[24,68] := {9} tii[24,69] := {180} tii[24,70] := {110} tii[24,71] := {109} tii[24,72] := {20} tii[24,73] := {221} tii[24,74] := {21} tii[24,75] := {211} tii[24,76] := {38} tii[24,77] := {177} tii[24,78] := {39} tii[24,79] := {236} tii[24,80] := {65} tii[24,81] := {249} tii[24,82] := {167} tii[24,83] := {7} tii[24,84] := {123} tii[24,85] := {212} tii[24,86] := {15} tii[24,87] := {155} tii[24,88] := {154} tii[24,89] := {237} tii[24,90] := {78} tii[24,91] := {17} tii[24,92] := {231} tii[24,93] := {31} tii[24,94] := {207} tii[24,95] := {107} tii[24,96] := {106} tii[24,97] := {32} tii[24,98] := {250} tii[24,99] := {143} tii[24,100] := {142} tii[24,101] := {53} tii[24,102] := {258} tii[24,103] := {36} tii[24,104] := {245} tii[24,105] := {58} tii[24,106] := {59} tii[24,107] := {227} tii[24,108] := {260} tii[24,109] := {90} tii[24,110] := {206} tii[24,111] := {91} tii[24,112] := {265} tii[24,113] := {131} tii[24,114] := {271} tii[24,115] := {200} tii[24,116] := {163} tii[24,117] := {233} tii[24,118] := {190} tii[24,119] := {189} tii[24,120] := {252} tii[24,121] := {121} tii[24,122] := {246} tii[24,123] := {228} tii[24,124] := {151} tii[24,125] := {150} tii[24,126] := {261} tii[24,127] := {183} tii[24,128] := {182} tii[24,129] := {266} tii[24,130] := {99} tii[24,131] := {256} tii[24,132] := {138} tii[24,133] := {137} tii[24,134] := {243} tii[24,135] := {269} tii[24,136] := {225} tii[24,137] := {174} tii[24,138] := {173} tii[24,139] := {272} tii[24,140] := {204} tii[24,141] := {203} tii[24,142] := {275} tii[24,143] := {264} tii[24,144] := {255} tii[24,145] := {274} tii[24,146] := {242} tii[24,147] := {277} tii[24,148] := {240} tii[24,149] := {278} tii[24,150] := {279} tii[24,151] := {100} tii[24,152] := {139} tii[24,153] := {144} tii[24,154] := {47} tii[24,155] := {108} tii[24,156] := {175} tii[24,157] := {74} tii[24,158] := {82} tii[24,159] := {205} tii[24,160] := {114} tii[24,161] := {115} tii[24,162] := {148} tii[24,163] := {134} tii[24,164] := {18} tii[24,165] := {96} tii[24,166] := {162} tii[24,167] := {34} tii[24,168] := {37} tii[24,169] := {127} tii[24,170] := {54} tii[24,171] := {197} tii[24,172] := {60} tii[24,173] := {161} tii[24,174] := {160} tii[24,175] := {61} tii[24,176] := {118} tii[24,177] := {188} tii[24,178] := {93} tii[24,179] := {63} tii[24,180] := {220} tii[24,181] := {97} tii[24,182] := {98} tii[24,183] := {217} tii[24,184] := {135} tii[24,185] := {136} tii[24,186] := {172} tii[24,187] := {89} tii[24,188] := {1} tii[24,189] := {120} tii[24,190] := {57} tii[24,191] := {5} tii[24,192] := {6} tii[24,193] := {83} tii[24,194] := {27} tii[24,195] := {159} tii[24,196] := {12} tii[24,197] := {117} tii[24,198] := {116} tii[24,199] := {13} tii[24,200] := {25} tii[24,201] := {75} tii[24,202] := {149} tii[24,203] := {16} tii[24,204] := {80} tii[24,205] := {29} tii[24,206] := {30} tii[24,207] := {10} tii[24,208] := {196} tii[24,209] := {112} tii[24,210] := {111} tii[24,211] := {50} tii[24,212] := {40} tii[24,213] := {51} tii[24,214] := {187} tii[24,215] := {147} tii[24,216] := {146} tii[24,217] := {85} tii[24,218] := {103} tii[24,219] := {179} tii[24,220] := {35} tii[24,221] := {219} tii[24,222] := {56} tii[24,223] := {55} tii[24,224] := {87} tii[24,225] := {88} tii[24,226] := {216} tii[24,227] := {128} tii[24,228] := {129} tii[24,229] := {210} tii[24,230] := {166} tii[24,231] := {49} tii[24,232] := {77} tii[24,233] := {28} tii[24,234] := {46} tii[24,235] := {11} tii[24,236] := {113} tii[24,237] := {72} tii[24,238] := {71} tii[24,239] := {105} tii[24,240] := {42} tii[24,241] := {44} tii[24,242] := {3} tii[24,243] := {158} tii[24,244] := {68} tii[24,245] := {67} tii[24,246] := {19} tii[24,247] := {145} tii[24,248] := {102} tii[24,249] := {101} tii[24,250] := {64} tii[24,251] := {140} tii[24,252] := {62} tii[24,253] := {2} tii[24,254] := {195} tii[24,255] := {95} tii[24,256] := {94} tii[24,257] := {14} tii[24,258] := {133} tii[24,259] := {132} tii[24,260] := {186} tii[24,261] := {52} tii[24,262] := {178} tii[24,263] := {171} tii[24,264] := {170} tii[24,265] := {130} tii[24,266] := {199} tii[24,267] := {218} tii[24,268] := {215} tii[24,269] := {209} tii[24,270] := {223} tii[24,271] := {66} tii[24,272] := {26} tii[24,273] := {73} tii[24,274] := {8} tii[24,275] := {33} tii[24,276] := {92} tii[24,277] := {0} tii[24,278] := {4} tii[24,279] := {24} tii[24,280] := {84} cell#225 , |C| = 560 special orbit = [5, 5, 3, 3, 1] special rep = [[2, 1], [3, 2]] , dim = 560 cell rep = phi[[2, 1],[3, 2]] TII depth = 6 TII multiplicity polynomial = 560*X TII subcells: tii[27,1] := {417} tii[27,2] := {444} tii[27,3] := {329} tii[27,4] := {496} tii[27,5] := {515} tii[27,6] := {516} tii[27,7] := {439} tii[27,8] := {494} tii[27,9] := {536} tii[27,10] := {549} tii[27,11] := {552} tii[27,12] := {524} tii[27,13] := {556} tii[27,14] := {546} tii[27,15] := {558} tii[27,16] := {559} tii[27,17] := {48} tii[27,18] := {368} tii[27,19] := {395} tii[27,20] := {200} tii[27,21] := {117} tii[27,22] := {183} tii[27,23] := {133} tii[27,24] := {214} tii[27,25] := {418} tii[27,26] := {316} tii[27,27] := {441} tii[27,28] := {442} tii[27,29] := {220} tii[27,30] := {221} tii[27,31] := {340} tii[27,32] := {138} tii[27,33] := {298} tii[27,34] := {299} tii[27,35] := {410} tii[27,36] := {207} tii[27,37] := {434} tii[27,38] := {485} tii[27,39] := {393} tii[27,40] := {498} tii[27,41] := {330} tii[27,42] := {422} tii[27,43] := {428} tii[27,44] := {344} tii[27,45] := {522} tii[27,46] := {405} tii[27,47] := {468} tii[27,48] := {499} tii[27,49] := {523} tii[27,50] := {467} tii[27,51] := {88} tii[27,52] := {259} tii[27,53] := {169} tii[27,54] := {242} tii[27,55] := {273} tii[27,56] := {189} tii[27,57] := {136} tii[27,58] := {461} tii[27,59] := {483} tii[27,60] := {143} tii[27,61] := {317} tii[27,62] := {392} tii[27,63] := {372} tii[27,64] := {193} tii[27,65] := {283} tii[27,66] := {284} tii[27,67] := {225} tii[27,68] := {484} tii[27,69] := {209} tii[27,70] := {456} tii[27,71] := {267} tii[27,72] := {356} tii[27,73] := {357} tii[27,74] := {303} tii[27,75] := {191} tii[27,76] := {215} tii[27,77] := {479} tii[27,78] := {371} tii[27,79] := {443} tii[27,80] := {255} tii[27,81] := {162} tii[27,82] := {281} tii[27,83] := {517} tii[27,84] := {440} tii[27,85] := {525} tii[27,86] := {385} tii[27,87] := {341} tii[27,88] := {282} tii[27,89] := {463} tii[27,90] := {320} tii[27,91] := {132} tii[27,92] := {236} tii[27,93] := {354} tii[27,94] := {540} tii[27,95] := {397} tii[27,96] := {470} tii[27,97] := {453} tii[27,98] := {355} tii[27,99] := {411} tii[27,100] := {503} tii[27,101] := {486} tii[27,102] := {334} tii[27,103] := {376} tii[27,104] := {526} tii[27,105] := {510} tii[27,106] := {448} tii[27,107] := {325} tii[27,108] := {404} tii[27,109] := {541} tii[27,110] := {502} tii[27,111] := {427} tii[27,112] := {475} tii[27,113] := {249} tii[27,114] := {420} tii[27,115] := {253} tii[27,116] := {338} tii[27,117] := {339} tii[27,118] := {322} tii[27,119] := {408} tii[27,120] := {409} tii[27,121] := {512} tii[27,122] := {310} tii[27,123] := {462} tii[27,124] := {369} tii[27,125] := {274} tii[27,126] := {542} tii[27,127] := {497} tii[27,128] := {482} tii[27,129] := {435} tii[27,130] := {537} tii[27,131] := {390} tii[27,132] := {391} tii[27,133] := {421} tii[27,134] := {248} tii[27,135] := {550} tii[27,136] := {529} tii[27,137] := {447} tii[27,138] := {505} tii[27,139] := {493} tii[27,140] := {351} tii[27,141] := {454} tii[27,142] := {455} tii[27,143] := {437} tii[27,144] := {438} tii[27,145] := {538} tii[27,146] := {464} tii[27,147] := {543} tii[27,148] := {398} tii[27,149] := {519} tii[27,150] := {425} tii[27,151] := {491} tii[27,152] := {492} tii[27,153] := {551} tii[27,154] := {528} tii[27,155] := {548} tii[27,156] := {504} tii[27,157] := {532} tii[27,158] := {533} tii[27,159] := {514} tii[27,160] := {480} tii[27,161] := {488} tii[27,162] := {530} tii[27,163] := {521} tii[27,164] := {553} tii[27,165] := {513} tii[27,166] := {544} tii[27,167] := {500} tii[27,168] := {557} tii[27,169] := {545} tii[27,170] := {539} tii[27,171] := {555} tii[27,172] := {554} tii[27,173] := {24} tii[27,174] := {145} tii[27,175] := {75} tii[27,176] := {7} tii[27,177] := {125} tii[27,178] := {16} tii[27,179] := {47} tii[27,180] := {37} tii[27,181] := {201} tii[27,182] := {114} tii[27,183] := {50} tii[27,184] := {115} tii[27,185] := {59} tii[27,186] := {60} tii[27,187] := {180} tii[27,188] := {105} tii[27,189] := {181} tii[27,190] := {226} tii[27,191] := {163} tii[27,192] := {178} tii[27,193] := {271} tii[27,194] := {137} tii[27,195] := {243} tii[27,196] := {272} tii[27,197] := {87} tii[27,198] := {19} tii[27,199] := {258} tii[27,200] := {94} tii[27,201] := {167} tii[27,202] := {36} tii[27,203] := {154} tii[27,204] := {240} tii[27,205] := {134} tii[27,206] := {86} tii[27,207] := {160} tii[27,208] := {28} tii[27,209] := {315} tii[27,210] := {164} tii[27,211] := {194} tii[27,212] := {394} tii[27,213] := {260} tii[27,214] := {90} tii[27,215] := {112} tii[27,216] := {218} tii[27,217] := {69} tii[27,218] := {285} tii[27,219] := {165} tii[27,220] := {219} tii[27,221] := {53} tii[27,222] := {11} tii[27,223] := {237} tii[27,224] := {263} tii[27,225] := {46} tii[27,226] := {153} tii[27,227] := {85} tii[27,228] := {179} tii[27,229] := {296} tii[27,230] := {99} tii[27,231] := {100} tii[27,232] := {297} tii[27,233] := {106} tii[27,234] := {358} tii[27,235] := {238} tii[27,236] := {116} tii[27,237] := {446} tii[27,238] := {276} tii[27,239] := {323} tii[27,240] := {52} tii[27,241] := {217} tii[27,242] := {286} tii[27,243] := {92} tii[27,244] := {79} tii[27,245] := {78} tii[27,246] := {478} tii[27,247] := {182} tii[27,248] := {400} tii[27,249] := {268} tii[27,250] := {192} tii[27,251] := {350} tii[27,252] := {327} tii[27,253] := {234} tii[27,254] := {379} tii[27,255] := {107} tii[27,256] := {304} tii[27,257] := {40} tii[27,258] := {152} tii[27,259] := {246} tii[27,260] := {431} tii[27,261] := {328} tii[27,262] := {130} tii[27,263] := {190} tii[27,264] := {108} tii[27,265] := {370} tii[27,266] := {161} tii[27,267] := {254} tii[27,268] := {280} tii[27,269] := {279} tii[27,270] := {147} tii[27,271] := {148} tii[27,272] := {319} tii[27,273] := {353} tii[27,274] := {131} tii[27,275] := {235} tii[27,276] := {352} tii[27,277] := {487} tii[27,278] := {342} tii[27,279] := {195} tii[27,280] := {332} tii[27,281] := {375} tii[27,282] := {277} tii[27,283] := {331} tii[27,284] := {170} tii[27,285] := {171} tii[27,286] := {511} tii[27,287] := {381} tii[27,288] := {293} tii[27,289] := {291} tii[27,290] := {109} tii[27,291] := {449} tii[27,292] := {402} tii[27,293] := {401} tii[27,294] := {264} tii[27,295] := {324} tii[27,296] := {251} tii[27,297] := {426} tii[27,298] := {359} tii[27,299] := {472} tii[27,300] := {363} tii[27,301] := {244} tii[27,302] := {473} tii[27,303] := {382} tii[27,304] := {386} tii[27,305] := {466} tii[27,306] := {309} tii[27,307] := {377} tii[27,308] := {450} tii[27,309] := {509} tii[27,310] := {429} tii[27,311] := {41} tii[27,312] := {68} tii[27,313] := {135} tii[27,314] := {55} tii[27,315] := {95} tii[27,316] := {139} tii[27,317] := {222} tii[27,318] := {110} tii[27,319] := {223} tii[27,320] := {318} tii[27,321] := {155} tii[27,322] := {30} tii[27,323] := {300} tii[27,324] := {208} tii[27,325] := {149} tii[27,326] := {150} tii[27,327] := {81} tii[27,328] := {301} tii[27,329] := {142} tii[27,330] := {93} tii[27,331] := {168} tii[27,332] := {343} tii[27,333] := {278} tii[27,334] := {72} tii[27,335] := {123} tii[27,336] := {206} tii[27,337] := {294} tii[27,338] := {383} tii[27,339] := {156} tii[27,340] := {241} tii[27,341] := {360} tii[27,342] := {122} tii[27,343] := {252} tii[27,344] := {384} tii[27,345] := {307} tii[27,346] := {187} tii[27,347] := {250} tii[27,348] := {216} tii[27,349] := {96} tii[27,350] := {157} tii[27,351] := {419} tii[27,352] := {312} tii[27,353] := {336} tii[27,354] := {337} tii[27,355] := {188} tii[27,356] := {295} tii[27,357] := {58} tii[27,358] := {128} tii[27,359] := {202} tii[27,360] := {203} tii[27,361] := {373} tii[27,362] := {406} tii[27,363] := {407} tii[27,364] := {387} tii[27,365] := {224} tii[27,366] := {518} tii[27,367] := {197} tii[27,368] := {396} tii[27,369] := {335} tii[27,370] := {113} tii[27,371] := {423} tii[27,372] := {388} tii[27,373] := {256} tii[27,374] := {101} tii[27,375] := {347} tii[27,376] := {158} tii[27,377] := {227} tii[27,378] := {228} tii[27,379] := {177} tii[27,380] := {451} tii[27,381] := {348} tii[27,382] := {432} tii[27,383] := {535} tii[27,384] := {176} tii[27,385] := {89} tii[27,386] := {184} tii[27,387] := {302} tii[27,388] := {266} tii[27,389] := {489} tii[27,390] := {378} tii[27,391] := {311} tii[27,392] := {452} tii[27,393] := {412} tii[27,394] := {469} tii[27,395] := {321} tii[27,396] := {507} tii[27,397] := {54} tii[27,398] := {213} tii[27,399] := {364} tii[27,400] := {433} tii[27,401] := {305} tii[27,402] := {415} tii[27,403] := {508} tii[27,404] := {333} tii[27,405] := {436} tii[27,406] := {231} tii[27,407] := {292} tii[27,408] := {501} tii[27,409] := {366} tii[27,410] := {403} tii[27,411] := {232} tii[27,412] := {424} tii[27,413] := {490} tii[27,414] := {474} tii[27,415] := {414} tii[27,416] := {270} tii[27,417] := {471} tii[27,418] := {534} tii[27,419] := {210} tii[27,420] := {261} tii[27,421] := {262} tii[27,422] := {313} tii[27,423] := {445} tii[27,424] := {389} tii[27,425] := {211} tii[27,426] := {287} tii[27,427] := {288} tii[27,428] := {399} tii[27,429] := {476} tii[27,430] := {457} tii[27,431] := {374} tii[27,432] := {367} tii[27,433] := {477} tii[27,434] := {361} tii[27,435] := {459} tii[27,436] := {481} tii[27,437] := {527} tii[27,438] := {465} tii[27,439] := {416} tii[27,440] := {345} tii[27,441] := {346} tii[27,442] := {520} tii[27,443] := {495} tii[27,444] := {380} tii[27,445] := {506} tii[27,446] := {547} tii[27,447] := {460} tii[27,448] := {531} tii[27,449] := {1} tii[27,450] := {5} tii[27,451] := {6} tii[27,452] := {14} tii[27,453] := {13} tii[27,454] := {29} tii[27,455] := {10} tii[27,456] := {26} tii[27,457] := {3} tii[27,458] := {23} tii[27,459] := {65} tii[27,460] := {74} tii[27,461] := {25} tii[27,462] := {17} tii[27,463] := {51} tii[27,464] := {44} tii[27,465] := {2} tii[27,466] := {124} tii[27,467] := {66} tii[27,468] := {33} tii[27,469] := {34} tii[27,470] := {104} tii[27,471] := {18} tii[27,472] := {43} tii[27,473] := {15} tii[27,474] := {57} tii[27,475] := {186} tii[27,476] := {84} tii[27,477] := {91} tii[27,478] := {77} tii[27,479] := {38} tii[27,480] := {76} tii[27,481] := {151} tii[27,482] := {129} tii[27,483] := {97} tii[27,484] := {247} tii[27,485] := {56} tii[27,486] := {31} tii[27,487] := {83} tii[27,488] := {141} tii[27,489] := {39} tii[27,490] := {166} tii[27,491] := {73} tii[27,492] := {9} tii[27,493] := {61} tii[27,494] := {49} tii[27,495] := {205} tii[27,496] := {63} tii[27,497] := {64} tii[27,498] := {121} tii[27,499] := {126} tii[27,500] := {239} tii[27,501] := {120} tii[27,502] := {306} tii[27,503] := {35} tii[27,504] := {159} tii[27,505] := {98} tii[27,506] := {27} tii[27,507] := {140} tii[27,508] := {275} tii[27,509] := {118} tii[27,510] := {119} tii[27,511] := {70} tii[27,512] := {173} tii[27,513] := {233} tii[27,514] := {32} tii[27,515] := {204} tii[27,516] := {349} tii[27,517] := {172} tii[27,518] := {430} tii[27,519] := {362} tii[27,520] := {45} tii[27,521] := {212} tii[27,522] := {144} tii[27,523] := {308} tii[27,524] := {185} tii[27,525] := {20} tii[27,526] := {230} tii[27,527] := {229} tii[27,528] := {413} tii[27,529] := {198} tii[27,530] := {269} tii[27,531] := {71} tii[27,532] := {21} tii[27,533] := {102} tii[27,534] := {103} tii[27,535] := {67} tii[27,536] := {146} tii[27,537] := {196} tii[27,538] := {111} tii[27,539] := {174} tii[27,540] := {175} tii[27,541] := {62} tii[27,542] := {265} tii[27,543] := {42} tii[27,544] := {245} tii[27,545] := {199} tii[27,546] := {80} tii[27,547] := {365} tii[27,548] := {289} tii[27,549] := {290} tii[27,550] := {127} tii[27,551] := {257} tii[27,552] := {458} tii[27,553] := {326} tii[27,554] := {314} tii[27,555] := {0} tii[27,556] := {4} tii[27,557] := {12} tii[27,558] := {8} tii[27,559] := {22} tii[27,560] := {82} cell#226 , |C| = 1120 special orbit = [5, 5, 3, 1, 1, 1, 1] special rep = [[2, 1], [3, 1, 1]] , dim = 672 cell rep = phi[[2, 1],[3, 1, 1]]+phi[[2],[3, 2, 1]] TII depth = 6 TII multiplicity polynomial = 224*X+448*X^2 TII subcells: tii[25,1] := {500} tii[25,2] := {576} tii[25,3] := {144, 859} tii[25,4] := {621} tii[25,5] := {446} tii[25,6] := {698} tii[25,7] := {332, 1004} tii[25,8] := {480, 1050} tii[25,9] := {318, 855} tii[25,10] := {744} tii[25,11] := {694} tii[25,12] := {815} tii[25,13] := {383, 805} tii[25,14] := {561, 1001} tii[25,15] := {523, 935} tii[25,16] := {722, 1046} tii[25,17] := {853} tii[25,18] := {914} tii[25,19] := {905} tii[25,20] := {763, 996} tii[25,21] := {854, 1011} tii[25,22] := {879, 1040} tii[25,23] := {991} tii[25,24] := {1034, 1035} tii[25,25] := {746} tii[25,26] := {223, 902} tii[25,27] := {816} tii[25,28] := {574} tii[25,29] := {439, 1029} tii[25,30] := {603, 1067} tii[25,31] := {426, 947} tii[25,32] := {321, 795} tii[25,33] := {856} tii[25,34] := {813} tii[25,35] := {447} tii[25,36] := {155, 577} tii[25,37] := {916} tii[25,38] := {503, 910} tii[25,39] := {688, 1059} tii[25,40] := {562, 961} tii[25,41] := {257, 667} tii[25,42] := {644, 1013} tii[25,43] := {838, 1087} tii[25,44] := {723, 1020} tii[25,45] := {428, 750} tii[25,46] := {945} tii[25,47] := {573} tii[25,48] := {324, 630} tii[25,49] := {281, 687} tii[25,50] := {997} tii[25,51] := {992} tii[25,52] := {867, 1056} tii[25,53] := {685, 922} tii[25,54] := {471, 732} tii[25,55] := {219, 518} tii[25,56] := {408, 840} tii[25,57] := {946, 1064} tii[25,58] := {969, 1083} tii[25,59] := {837, 987} tii[25,60] := {681} tii[25,61] := {800, 818} tii[25,62] := {1054} tii[25,63] := {671, 711} tii[25,64] := {623, 843} tii[25,65] := {1078, 1079} tii[25,66] := {896, 932} tii[25,67] := {787, 999} tii[25,68] := {547, 989} tii[25,69] := {948} tii[25,70] := {998} tii[25,71] := {915} tii[25,72] := {628, 959} tii[25,73] := {808, 1074} tii[25,74] := {760, 1038} tii[25,75] := {936, 1095} tii[25,76] := {670, 903} tii[25,77] := {1017} tii[25,78] := {814} tii[25,79] := {550, 811} tii[25,80] := {1057} tii[25,81] := {1055} tii[25,82] := {958, 1090} tii[25,83] := {504, 868} tii[25,84] := {911, 1030} tii[25,85] := {715, 885} tii[25,86] := {425, 705} tii[25,87] := {1018, 1093} tii[25,88] := {1037, 1105} tii[25,89] := {645, 970} tii[25,90] := {1012, 1068} tii[25,91] := {909} tii[25,92] := {387, 766} tii[25,93] := {994, 1003} tii[25,94] := {1089} tii[25,95] := {272, 655} tii[25,96] := {901, 927} tii[25,97] := {858, 1015} tii[25,98] := {1101, 1102} tii[25,99] := {527, 882} tii[25,100] := {1049, 1063} tii[25,101] := {637, 979} tii[25,102] := {980, 1092} tii[25,103] := {1052} tii[25,104] := {1091} tii[25,105] := {1071} tii[25,106] := {1027, 1098} tii[25,107] := {1053, 1104} tii[25,108] := {1081, 1109} tii[25,109] := {1026} tii[25,110] := {1072, 1075} tii[25,111] := {1108} tii[25,112] := {1024, 1033} tii[25,113] := {1114, 1115} tii[25,114] := {990, 1082} tii[25,115] := {1096, 1103} tii[25,116] := {913, 1094} tii[25,117] := {1086, 1112} tii[25,118] := {1111} tii[25,119] := {1116, 1117} tii[25,120] := {1110, 1119} tii[25,121] := {28} tii[25,122] := {201} tii[25,123] := {96} tii[25,124] := {176} tii[25,125] := {65} tii[25,126] := {83, 751} tii[25,127] := {70} tii[25,128] := {286} tii[25,129] := {336} tii[25,130] := {158} tii[25,131] := {237, 923} tii[25,132] := {20, 514} tii[25,133] := {134} tii[25,134] := {260} tii[25,135] := {367, 988} tii[25,136] := {57, 618} tii[25,137] := {117} tii[25,138] := {143, 625} tii[25,139] := {389} tii[25,140] := {193} tii[25,141] := {86, 505} tii[25,142] := {445} tii[25,143] := {236} tii[25,144] := {194, 559} tii[25,145] := {333, 820} tii[25,146] := {296} tii[25,147] := {61, 400} tii[25,148] := {170, 607} tii[25,149] := {366} tii[25,150] := {297, 725} tii[25,151] := {481, 899} tii[25,152] := {330} tii[25,153] := {556} tii[25,154] := {414, 703} tii[25,155] := {477} tii[25,156] := {501, 730} tii[25,157] := {308, 592} tii[25,158] := {538, 793} tii[25,159] := {665, 666} tii[25,160] := {222, 673} tii[25,161] := {120} tii[25,162] := {46, 638} tii[25,163] := {335} tii[25,164] := {392} tii[25,165] := {91, 451} tii[25,166] := {128} tii[25,167] := {438, 871} tii[25,168] := {238} tii[25,169] := {107, 742} tii[25,170] := {171, 541} tii[25,171] := {209} tii[25,172] := {602, 951} tii[25,173] := {368} tii[25,174] := {319, 626} tii[25,175] := {187} tii[25,176] := {221, 749} tii[25,177] := {90, 753} tii[25,178] := {508} tii[25,179] := {280, 686} tii[25,180] := {444} tii[25,181] := {225, 506} tii[25,182] := {279} tii[25,183] := {572} tii[25,184] := {156} tii[25,185] := {192, 560} tii[25,186] := {146, 629} tii[25,187] := {558, 821} tii[25,188] := {45, 340} tii[25,189] := {440, 921} tii[25,190] := {331} tii[25,191] := {49, 641} tii[25,192] := {407, 839} tii[25,193] := {354, 608} tii[25,194] := {140, 401} tii[25,195] := {406} tii[25,196] := {169, 846} tii[25,197] := {258} tii[25,198] := {295, 726} tii[25,199] := {113, 517} tii[25,200] := {256, 731} tii[25,201] := {721, 900} tii[25,202] := {106, 422} tii[25,203] := {479} tii[25,204] := {604, 986} tii[25,205] := {198, 564} tii[25,206] := {555} tii[25,207] := {679, 702} tii[25,208] := {231} tii[25,209] := {435} tii[25,210] := {529, 817} tii[25,211] := {88, 289} tii[25,212] := {680} tii[25,213] := {244, 928} tii[25,214] := {121, 468} tii[25,215] := {549, 591} tii[25,216] := {499, 729} tii[25,217] := {301, 727} tii[25,218] := {417, 710} tii[25,219] := {358} tii[25,220] := {598} tii[25,221] := {41, 203} tii[25,222] := {622, 842} tii[25,223] := {792, 834} tii[25,224] := {168, 376} tii[25,225] := {657, 894} tii[25,226] := {664, 917} tii[25,227] := {393, 612} tii[25,228] := {239, 266} tii[25,229] := {784, 785} tii[25,230] := {427, 674} tii[25,231] := {273} tii[25,232] := {224, 752} tii[25,233] := {632} tii[25,234] := {571} tii[25,235] := {323, 569} tii[25,236] := {382} tii[25,237] := {684, 872} tii[25,238] := {436} tii[25,239] := {278, 646} tii[25,240] := {183, 640} tii[25,241] := {362, 845} tii[25,242] := {470, 661} tii[25,243] := {218, 458} tii[25,244] := {522} tii[25,245] := {836, 952} tii[25,246] := {600} tii[25,247] := {405, 775} tii[25,248] := {195, 528} tii[25,249] := {801, 819} tii[25,250] := {802} tii[25,251] := {432} tii[25,252] := {227, 452} tii[25,253] := {553} tii[25,254] := {647, 918} tii[25,255] := {682} tii[25,256] := {274, 706} tii[25,257] := {463, 925} tii[25,258] := {745, 938} tii[25,259] := {115, 416} tii[25,260] := {672, 712} tii[25,261] := {718} tii[25,262] := {357, 542} tii[25,263] := {141, 349} tii[25,264] := {624, 844} tii[25,265] := {298, 656} tii[25,266] := {898, 933} tii[25,267] := {594} tii[25,268] := {534, 825} tii[25,269] := {776, 982} tii[25,270] := {112, 262} tii[25,271] := {449, 489} tii[25,272] := {391, 782} tii[25,273] := {783, 1000} tii[25,274] := {633, 850} tii[25,275] := {887, 888} tii[25,276] := {762} tii[25,277] := {865, 873} tii[25,278] := {676} tii[25,279] := {652, 924} tii[25,280] := {675, 883} tii[25,281] := {761, 774} tii[25,282] := {831} tii[25,283] := {953, 968} tii[25,284] := {570, 950} tii[25,285] := {893, 1028} tii[25,286] := {975, 976} tii[25,287] := {650, 662} tii[25,288] := {954, 1076} tii[25,289] := {190} tii[25,290] := {512} tii[25,291] := {95, 699} tii[25,292] := {200} tii[25,293] := {334} tii[25,294] := {175, 788} tii[25,295] := {303} tii[25,296] := {482} tii[25,297] := {276} tii[25,298] := {320, 860} tii[25,299] := {635} tii[25,300] := {385} tii[25,301] := {154, 810} tii[25,302] := {94, 454} tii[25,303] := {696} tii[25,304] := {235} tii[25,305] := {437} tii[25,306] := {386, 807} tii[25,307] := {226, 754} tii[25,308] := {563, 1005} tii[25,309] := {525} tii[25,310] := {98, 704} tii[25,311] := {174, 544} tii[25,312] := {255, 884} tii[25,313] := {365} tii[25,314] := {601} tii[25,315] := {526, 937} tii[25,316] := {184, 642} tii[25,317] := {364, 847} tii[25,318] := {724, 1051} tii[25,319] := {554} tii[25,320] := {329} tii[25,321] := {151, 398} tii[25,322] := {284, 689} tii[25,323] := {803} tii[25,324] := {649, 919} tii[25,325] := {346, 965} tii[25,326] := {719} tii[25,327] := {85, 293} tii[25,328] := {253, 495} tii[25,329] := {191, 590} tii[25,330] := {476} tii[25,331] := {747, 939} tii[25,332] := {411, 841} tii[25,333] := {536, 826} tii[25,334] := {778, 983} tii[25,335] := {338, 374} tii[25,336] := {513, 737} tii[25,337] := {891, 892} tii[25,338] := {548, 796} tii[25,339] := {379} tii[25,340] := {234, 691} tii[25,341] := {322, 861} tii[25,342] := {755} tii[25,343] := {695} tii[25,344] := {384, 764} tii[25,345] := {157} tii[25,346] := {430, 692} tii[25,347] := {502} tii[25,348] := {806, 962} tii[25,349] := {557} tii[25,350] := {524, 880} tii[25,351] := {160, 580} tii[25,352] := {363, 779} tii[25,353] := {259} tii[25,354] := {271, 758} tii[25,355] := {478, 941} tii[25,356] := {316, 581} tii[25,357] := {593, 780} tii[25,358] := {643} tii[25,359] := {934, 1021} tii[25,360] := {720} tii[25,361] := {282, 648} tii[25,362] := {199, 565} tii[25,363] := {233, 516} tii[25,364] := {908} tii[25,365] := {551} tii[25,366] := {232} tii[25,367] := {678} tii[25,368] := {765, 1002} tii[25,369] := {804} tii[25,370] := {907, 920} tii[25,371] := {325, 578} tii[25,372] := {100, 466} tii[25,373] := {185, 535} tii[25,374] := {380, 823} tii[25,375] := {587, 1007} tii[25,376] := {464, 876} tii[25,377] := {857, 1014} tii[25,378] := {409, 777} tii[25,379] := {122, 469} tii[25,380] := {359} tii[25,381] := {833} tii[25,382] := {361, 620} tii[25,383] := {145, 404} tii[25,384] := {302, 728} tii[25,385] := {794, 827} tii[25,386] := {748, 940} tii[25,387] := {716} tii[25,388] := {654, 926} tii[25,389] := {881, 1047} tii[25,390] := {220, 467} tii[25,391] := {475, 668} tii[25,392] := {985, 1010} tii[25,393] := {511, 889} tii[25,394] := {97, 305} tii[25,395] := {448, 491} tii[25,396] := {756, 943} tii[25,397] := {394, 613} tii[25,398] := {182, 369} tii[25,399] := {575, 616} tii[25,400] := {977, 978} tii[25,401] := {890, 1058} tii[25,402] := {196, 530} tii[25,403] := {328} tii[25,404] := {956, 963} tii[25,405] := {866} tii[25,406] := {798} tii[25,407] := {189, 584} tii[25,408] := {119, 418} tii[25,409] := {586, 829} tii[25,410] := {769, 1006} tii[25,411] := {474} tii[25,412] := {299, 658} tii[25,413] := {864, 878} tii[25,414] := {930} tii[25,415] := {1022, 1036} tii[25,416] := {797, 972} tii[25,417] := {395, 786} tii[25,418] := {566, 611} tii[25,419] := {80, 311} tii[25,420] := {693, 1019} tii[25,421] := {981, 1073} tii[25,422] := {510, 740} tii[25,423] := {1041, 1042} tii[25,424] := {767, 781} tii[25,425] := {456, 895} tii[25,426] := {1023, 1100} tii[25,427] := {497} tii[25,428] := {862} tii[25,429] := {429, 912} tii[25,430] := {627} tii[25,431] := {683} tii[25,432] := {759} tii[25,433] := {378, 822} tii[25,434] := {599, 973} tii[25,435] := {835} tii[25,436] := {799} tii[25,437] := {431, 700} tii[25,438] := {677} tii[25,439] := {869, 1060} tii[25,440] := {995} tii[25,441] := {498, 874} tii[25,442] := {709, 1032} tii[25,443] := {931} tii[25,444] := {597, 789} tii[25,445] := {317, 589} tii[25,446] := {949, 1065} tii[25,447] := {832} tii[25,448] := {771, 1008} tii[25,449] := {971, 1088} tii[25,450] := {270, 483} tii[25,451] := {697, 741} tii[25,452] := {863, 1016} tii[25,453] := {1043, 1044} tii[25,454] := {957} tii[25,455] := {552} tii[25,456] := {1025, 1031} tii[25,457] := {906} tii[25,458] := {381, 770} tii[25,459] := {824, 966} tii[25,460] := {875, 1061} tii[25,461] := {904, 1039} tii[25,462] := {955, 967} tii[25,463] := {717} tii[25,464] := {1009} tii[25,465] := {1069, 1080} tii[25,466] := {812, 1066} tii[25,467] := {213, 539} tii[25,468] := {809, 849} tii[25,469] := {757, 944} tii[25,470] := {1084, 1085} tii[25,471] := {1045, 1099} tii[25,472] := {870, 886} tii[25,473] := {701, 1048} tii[25,474] := {1070, 1113} tii[25,475] := {993} tii[25,476] := {964, 1077} tii[25,477] := {1062} tii[25,478] := {960, 974} tii[25,479] := {1106, 1107} tii[25,480] := {1097, 1118} tii[25,481] := {3} tii[25,482] := {9} tii[25,483] := {13} tii[25,484] := {31} tii[25,485] := {5, 399} tii[25,486] := {4} tii[25,487] := {77} tii[25,488] := {26} tii[25,489] := {25, 496} tii[25,490] := {69} tii[25,491] := {18, 290} tii[25,492] := {55} tii[25,493] := {133} tii[25,494] := {58, 377} tii[25,495] := {11, 204} tii[25,496] := {81, 267} tii[25,497] := {34} tii[25,498] := {44, 631} tii[25,499] := {93} tii[25,500] := {19, 241} tii[25,501] := {14} tii[25,502] := {59} tii[25,503] := {22, 519} tii[25,504] := {105, 733} tii[25,505] := {173} tii[25,506] := {56, 313} tii[25,507] := {126} tii[25,508] := {127, 442} tii[25,509] := {42, 202} tii[25,510] := {43, 397} tii[25,511] := {149} tii[25,512] := {37} tii[25,513] := {103} tii[25,514] := {163, 830} tii[25,515] := {7, 402} tii[25,516] := {17, 132} tii[25,517] := {104, 269} tii[25,518] := {207} tii[25,519] := {208, 606} tii[25,520] := {250} tii[25,521] := {30, 292} tii[25,522] := {108, 494} tii[25,523] := {66, 351} tii[25,524] := {159, 180} tii[25,525] := {12, 211} tii[25,526] := {287, 488} tii[25,527] := {139, 373} tii[25,528] := {229} tii[25,529] := {87, 242} tii[25,530] := {162} tii[25,531] := {245, 713} tii[25,532] := {356} tii[25,533] := {118, 460} tii[25,534] := {167, 314} tii[25,535] := {40, 166} tii[25,536] := {240, 268} tii[25,537] := {215, 486} tii[25,538] := {27, 110} tii[25,539] := {390, 615} tii[25,540] := {306, 315} tii[25,541] := {153, 568} tii[25,542] := {72} tii[25,543] := {92} tii[25,544] := {99, 457} tii[25,545] := {254, 660} tii[25,546] := {36} tii[25,547] := {109} tii[25,548] := {172} tii[25,549] := {150, 396} tii[25,550] := {197} tii[25,551] := {125, 441} tii[25,552] := {89, 515} tii[25,553] := {148} tii[25,554] := {23, 520} tii[25,555] := {51, 348} tii[25,556] := {76} tii[25,557] := {345, 772} tii[25,558] := {164} tii[25,559] := {252, 493} tii[25,560] := {84, 291} tii[25,561] := {300} tii[25,562] := {68, 403} tii[25,563] := {177, 619} tii[25,564] := {249} tii[25,565] := {206, 605} tii[25,566] := {64, 350} tii[25,567] := {47, 210} tii[25,568] := {337, 372} tii[25,569] := {32, 304} tii[25,570] := {285, 487} tii[25,571] := {217, 490} tii[25,572] := {124, 413} tii[25,573] := {327} tii[25,574] := {147, 341} tii[25,575] := {228} tii[25,576] := {188, 583} tii[25,577] := {101} tii[25,578] := {63, 307} tii[25,579] := {347, 828} tii[25,580] := {462, 714} tii[25,581] := {355} tii[25,582] := {24, 247} tii[25,583] := {243} tii[25,584] := {251, 423} tii[25,585] := {82, 248} tii[25,586] := {205, 537} tii[25,587] := {473} tii[25,588] := {116, 461} tii[25,589] := {288, 663} tii[25,590] := {443, 485} tii[25,591] := {21, 135} tii[25,592] := {73, 370} tii[25,593] := {310, 610} tii[25,594] := {388, 614} tii[25,595] := {62, 179} tii[25,596] := {339, 375} tii[25,597] := {509, 739} tii[25,598] := {38, 214} tii[25,599] := {342, 791} tii[25,600] := {29, 111} tii[25,601] := {415, 424} tii[25,602] := {326} tii[25,603] := {585, 773} tii[25,604] := {343} tii[25,605] := {186, 533} tii[25,606] := {472} tii[25,607] := {567, 609} tii[25,608] := {507, 738} tii[25,609] := {79, 309} tii[25,610] := {419, 734} tii[25,611] := {453, 897} tii[25,612] := {531, 543} tii[25,613] := {129} tii[25,614] := {75} tii[25,615] := {178} tii[25,616] := {283} tii[25,617] := {152, 639} tii[25,618] := {50, 588} tii[25,619] := {131} tii[25,620] := {246} tii[25,621] := {410} tii[25,622] := {123, 521} tii[25,623] := {261, 743} tii[25,624] := {71, 412} tii[25,625] := {312, 617} tii[25,626] := {434} tii[25,627] := {230, 455} tii[25,628] := {52, 352} tii[25,629] := {161} tii[25,630] := {344} tii[25,631] := {277, 707} tii[25,632] := {465, 929} tii[25,633] := {596} tii[25,634] := {142, 353} tii[25,635] := {360, 545} tii[25,636] := {48, 212} tii[25,637] := {130, 484} tii[25,638] := {421, 736} tii[25,639] := {636, 852} tii[25,640] := {114, 263} tii[25,641] := {450, 492} tii[25,642] := {67, 181} tii[25,643] := {532, 546} tii[25,644] := {433} tii[25,645] := {275, 653} tii[25,646] := {102} tii[25,647] := {708, 877} tii[25,648] := {459} tii[25,649] := {595} tii[25,650] := {137, 420} tii[25,651] := {690, 735} tii[25,652] := {74, 371} tii[25,653] := {540, 848} tii[25,654] := {634, 851} tii[25,655] := {39, 216} tii[25,656] := {651, 669} tii[25,657] := {579, 984} tii[25,658] := {582} tii[25,659] := {659, 942} tii[25,660] := {768, 790} tii[25,661] := {0} tii[25,662] := {15} tii[25,663] := {1, 294} tii[25,664] := {2, 136} tii[25,665] := {8, 165} tii[25,666] := {54} tii[25,667] := {6, 78} tii[25,668] := {35, 265} tii[25,669] := {10, 60} tii[25,670] := {53} tii[25,671] := {33, 264} tii[25,672] := {16, 138} cell#227 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {526} tii[19,2] := {269, 758} tii[19,3] := {646} tii[19,4] := {155, 851} tii[19,5] := {484, 762} tii[19,6] := {553, 834} tii[19,7] := {267, 929} tii[19,8] := {328, 950} tii[19,9] := {611} tii[19,10] := {354, 817} tii[19,11] := {721} tii[19,12] := {722} tii[19,13] := {687} tii[19,14] := {537} tii[19,15] := {104, 894} tii[19,16] := {296, 869} tii[19,17] := {574, 824} tii[19,18] := {575, 823} tii[19,19] := {636, 883} tii[19,20] := {635, 882} tii[19,21] := {755} tii[19,22] := {379, 910} tii[19,23] := {685} tii[19,24] := {445, 850} tii[19,25] := {446, 849} tii[19,26] := {187, 960} tii[19,27] := {736, 737} tii[19,28] := {516, 903} tii[19,29] := {515, 902} tii[19,30] := {242, 976} tii[19,31] := {463, 942} tii[19,32] := {543, 967} tii[19,33] := {542, 966} tii[19,34] := {788} tii[19,35] := {154, 931} tii[19,36] := {655, 875} tii[19,37] := {714, 918} tii[19,38] := {844} tii[19,39] := {218, 961} tii[19,40] := {786} tii[19,41] := {264, 914} tii[19,42] := {265, 984} tii[19,43] := {617, 913} tii[19,44] := {326, 949} tii[19,45] := {828, 829} tii[19,46] := {325, 994} tii[19,47] := {679, 948} tii[19,48] := {293, 982} tii[19,49] := {688, 943} tii[19,50] := {744, 911} tii[19,51] := {365, 991} tii[19,52] := {364, 990} tii[19,53] := {743, 975} tii[19,54] := {799, 987} tii[19,55] := {349, 986} tii[19,56] := {417, 997} tii[19,57] := {437, 999} tii[19,58] := {505, 1005} tii[19,59] := {504, 1004} tii[19,60] := {580, 1007} tii[19,61] := {179} tii[19,62] := {436} tii[19,63] := {188, 692} tii[19,64] := {270} tii[19,65] := {77, 348} tii[19,66] := {141, 460} tii[19,67] := {479} tii[19,68] := {127, 733} tii[19,69] := {392} tii[19,70] := {27, 481} tii[19,71] := {306, 624} tii[19,72] := {312, 467} tii[19,73] := {53, 598} tii[19,74] := {380, 711} tii[19,75] := {161, 800} tii[19,76] := {223, 842} tii[19,77] := {111, 745} tii[19,78] := {645} tii[19,79] := {610} tii[19,80] := {255} tii[19,81] := {483, 763} tii[19,82] := {355} tii[19,83] := {447} tii[19,84] := {220, 816} tii[19,85] := {122, 442} tii[19,86] := {554, 835} tii[19,87] := {205, 546} tii[19,88] := {341} tii[19,89] := {566} tii[19,90] := {565} tii[19,91] := {686} tii[19,92] := {444} tii[19,93] := {259} tii[19,94] := {485} tii[19,95] := {394, 696} tii[19,96] := {295, 868} tii[19,97] := {609} tii[19,98] := {351, 794} tii[19,99] := {486} tii[19,100] := {20, 570} tii[19,101] := {393, 697} tii[19,102] := {105, 798} tii[19,103] := {353} tii[19,104] := {76, 532} tii[19,105] := {352, 793} tii[19,106] := {402, 556} tii[19,107] := {368} tii[19,108] := {469, 779} tii[19,109] := {663, 664} tii[19,110] := {423, 860} tii[19,111] := {403, 557} tii[19,112] := {43, 675} tii[19,113] := {470, 780} tii[19,114] := {140, 622} tii[19,115] := {422, 859} tii[19,116] := {125, 614} tii[19,117] := {307, 654} tii[19,118] := {308, 653} tii[19,119] := {378, 909} tii[19,120] := {131, 853} tii[19,121] := {438} tii[19,122] := {233, 589} tii[19,123] := {234, 588} tii[19,124] := {202, 693} tii[19,125] := {456, 937} tii[19,126] := {455, 936} tii[19,127] := {506, 507} tii[19,128] := {176, 889} tii[19,129] := {86, 803} tii[19,130] := {384, 750} tii[19,131] := {383, 749} tii[19,132] := {334, 814} tii[19,133] := {333, 813} tii[19,134] := {720} tii[19,135] := {577} tii[19,136] := {644} tii[19,137] := {266, 822} tii[19,138] := {219, 893} tii[19,139] := {38, 651} tii[19,140] := {443, 821} tii[19,141] := {329, 881} tii[19,142] := {701, 702} tii[19,143] := {497, 639} tii[19,144] := {70, 747} tii[19,145] := {511, 880} tii[19,146] := {193, 895} tii[19,147] := {192, 764} tii[19,148] := {528, 872} tii[19,149] := {294, 928} tii[19,150] := {567} tii[19,151] := {65, 724} tii[19,152] := {401, 703} tii[19,153] := {136, 705} tii[19,154] := {252, 924} tii[19,155] := {593, 820} tii[19,156] := {137, 854} tii[19,157] := {367, 946} tii[19,158] := {366, 945} tii[19,159] := {253, 836} tii[19,160] := {108, 804} tii[19,161] := {631, 632} tii[19,162] := {592, 915} tii[19,163] := {555, 699} tii[19,164] := {214, 886} tii[19,165] := {659, 944} tii[19,166] := {213, 885} tii[19,167] := {344, 959} tii[19,168] := {197, 897} tii[19,169] := {415, 974} tii[19,170] := {414, 973} tii[19,171] := {493, 989} tii[19,172] := {330, 951} tii[19,173] := {340} tii[19,174] := {449} tii[19,175] := {180, 533} tii[19,176] := {285, 623} tii[19,177] := {435} tii[19,178] := {647} tii[19,179] := {648} tii[19,180] := {536} tii[19,181] := {346} tii[19,182] := {448} tii[19,183] := {487, 766} tii[19,184] := {578} tii[19,185] := {66, 852} tii[19,186] := {121, 616} tii[19,187] := {488, 765} tii[19,188] := {579} tii[19,189] := {8, 652} tii[19,190] := {458} tii[19,191] := {560, 838} tii[19,192] := {498, 641} tii[19,193] := {204, 695} tii[19,194] := {559, 837} tii[19,195] := {499, 642} tii[19,196] := {23, 748} tii[19,197] := {184, 690} tii[19,198] := {395, 730} tii[19,199] := {529} tii[19,200] := {396, 729} tii[19,201] := {82, 896} tii[19,202] := {316, 669} tii[19,203] := {283, 760} tii[19,204] := {594, 595} tii[19,205] := {473, 810} tii[19,206] := {317, 668} tii[19,207] := {117, 926} tii[19,208] := {52, 855} tii[19,209] := {472, 809} tii[19,210] := {428, 867} tii[19,211] := {427, 866} tii[19,212] := {787} tii[19,213] := {525} tii[19,214] := {656} tii[19,215] := {618} tii[19,216] := {657} tii[19,217] := {719} tii[19,218] := {186, 874} tii[19,219] := {440} tii[19,220] := {153, 930} tii[19,221] := {534, 873} tii[19,222] := {100, 691} tii[19,223] := {19, 726} tii[19,224] := {584, 716} tii[19,225] := {243, 917} tii[19,226] := {770, 771} tii[19,227] := {544} tii[19,228] := {600, 916} tii[19,229] := {159, 761} tii[19,230] := {585, 717} tii[19,231] := {42, 806} tii[19,232] := {613, 912} tii[19,233] := {612} tii[19,234] := {347} tii[19,235] := {152, 757} tii[19,236] := {356, 796} tii[19,237] := {357, 795} tii[19,238] := {129, 933} tii[19,239] := {128, 825} tii[19,240] := {39, 791} tii[19,241] := {649} tii[19,242] := {216, 958} tii[19,243] := {494, 775} tii[19,244] := {670, 671} tii[19,245] := {673, 871} tii[19,246] := {495, 774} tii[19,247] := {83, 776} tii[19,248] := {222, 819} tii[19,249] := {173, 956} tii[19,250] := {672, 947} tii[19,251] := {84, 898} tii[19,252] := {174, 884} tii[19,253] := {459} tii[19,254] := {277, 742} tii[19,255] := {278, 741} tii[19,256] := {67, 857} tii[19,257] := {432, 862} tii[19,258] := {431, 861} tii[19,259] := {709, 710} tii[19,260] := {280, 972} tii[19,261] := {279, 971} tii[19,262] := {735, 968} tii[19,263] := {606, 607} tii[19,264] := {146, 923} tii[19,265] := {637, 769} tii[19,266] := {377, 908} tii[19,267] := {376, 907} tii[19,268] := {145, 922} tii[19,269] := {530, 892} tii[19,270] := {257, 983} tii[19,271] := {217, 815} tii[19,272] := {133, 934} tii[19,273] := {360, 802} tii[19,274] := {361, 801} tii[19,275] := {597, 845} tii[19,276] := {321, 993} tii[19,277] := {297, 870} tii[19,278] := {596, 939} tii[19,279] := {320, 992} tii[19,280] := {399, 1001} tii[19,281] := {661, 962} tii[19,282] := {462, 941} tii[19,283] := {461, 940} tii[19,284] := {517, 797} tii[19,285] := {244, 977} tii[19,286] := {619, 985} tii[19,287] := {731} tii[19,288] := {37, 792} tii[19,289] := {69, 858} tii[19,290] := {662, 782} tii[19,291] := {190, 876} tii[19,292] := {723} tii[19,293] := {64, 847} tii[19,294] := {191, 963} tii[19,295] := {583, 832} tii[19,296] := {250, 919} tii[19,297] := {134, 833} tii[19,298] := {107, 900} tii[19,299] := {777, 778} tii[19,300] := {249, 980} tii[19,301] := {135, 935} tii[19,302] := {212, 955} tii[19,303] := {715, 827} tii[19,304] := {211, 954} tii[19,305] := {343, 996} tii[19,306] := {101, 891} tii[19,307] := {195, 965} tii[19,308] := {194, 879} tii[19,309] := {413, 1003} tii[19,310] := {539, 878} tii[19,311] := {156, 938} tii[19,312] := {412, 1002} tii[19,313] := {492, 1006} tii[19,314] := {288, 979} tii[19,315] := {680, 877} tii[19,316] := {327, 995} tii[19,317] := {287, 978} tii[19,318] := {450, 1000} tii[19,319] := {273, 970} tii[19,320] := {418, 998} tii[19,321] := {120} tii[19,322] := {189} tii[19,323] := {48, 263} tii[19,324] := {78} tii[19,325] := {89, 373} tii[19,326] := {61, 142} tii[19,327] := {28, 304} tii[19,328] := {229} tii[19,329] := {18, 232} tii[19,330] := {165, 301} tii[19,331] := {54, 416} tii[19,332] := {75, 524} tii[19,333] := {256} tii[19,334] := {478} tii[19,335] := {123} tii[19,336] := {305, 625} tii[19,337] := {391} tii[19,338] := {350} tii[19,339] := {182} tii[19,340] := {47, 441} tii[19,341] := {268} tii[19,342] := {381, 712} tii[19,343] := {311, 466} tii[19,344] := {99, 206} tii[19,345] := {281} tii[19,346] := {88, 545} tii[19,347] := {310} tii[19,348] := {79, 531} tii[19,349] := {14, 390} tii[19,350] := {226, 573} tii[19,351] := {227, 572} tii[19,352] := {342} tii[19,353] := {126} tii[19,354] := {309} tii[19,355] := {60, 276} tii[19,356] := {236, 386} tii[19,357] := {410, 411} tii[19,358] := {162, 503} tii[19,359] := {138, 621} tii[19,360] := {299, 678} tii[19,361] := {298, 677} tii[19,362] := {235, 387} tii[19,363] := {163, 502} tii[19,364] := {7, 315} tii[19,365] := {29, 510} tii[19,366] := {203} tii[19,367] := {245, 753} tii[19,368] := {246, 754} tii[19,369] := {46, 608} tii[19,370] := {169, 335} tii[19,371] := {168, 336} tii[19,372] := {160, 626} tii[19,373] := {49, 569} tii[19,374] := {389} tii[19,375] := {224, 713} tii[19,376] := {17, 406} tii[19,377] := {110, 550} tii[19,378] := {231, 548} tii[19,379] := {87, 674} tii[19,380] := {464, 465} tii[19,381] := {171, 784} tii[19,382] := {73, 683} tii[19,383] := {382, 547} tii[19,384] := {172, 785} tii[19,385] := {72, 468} tii[19,386] := {225, 843} tii[19,387] := {434} tii[19,388] := {576} tii[19,389] := {535} tii[19,390] := {181} tii[19,391] := {345} tii[19,392] := {62, 615} tii[19,393] := {496, 638} tii[19,394] := {457} tii[19,395] := {150, 286} tii[19,396] := {109, 694} tii[19,397] := {185} tii[19,398] := {271, 728} tii[19,399] := {397} tii[19,400] := {527} tii[19,401] := {103, 689} tii[19,402] := {398} tii[19,403] := {9, 482} tii[19,404] := {260} tii[19,405] := {272, 727} tii[19,406] := {400, 704} tii[19,407] := {98, 363} tii[19,408] := {318, 476} tii[19,409] := {590, 591} tii[19,410] := {284} tii[19,411] := {319, 475} tii[19,412] := {199, 667} tii[19,413] := {158, 759} tii[19,414] := {338, 808} tii[19,415] := {24, 599} tii[19,416] := {6, 407} tii[19,417] := {200, 666} tii[19,418] := {337, 807} tii[19,419] := {369} tii[19,420] := {33, 684} tii[19,421] := {239, 430} tii[19,422] := {292, 865} tii[19,423] := {240, 429} tii[19,424] := {291, 864} tii[19,425] := {518, 519} tii[19,426] := {480} tii[19,427] := {130, 698} tii[19,428] := {40, 650} tii[19,429] := {439, 848} tii[19,430] := {151, 756} tii[19,431] := {183} tii[19,432] := {314, 628} tii[19,433] := {313, 629} tii[19,434] := {274, 740} tii[19,435] := {13, 500} tii[19,436] := {551, 552} tii[19,437] := {59, 453} tii[19,438] := {509, 789} tii[19,439] := {275, 739} tii[19,440] := {85, 630} tii[19,441] := {221, 818} tii[19,442] := {177, 781} tii[19,443] := {68, 746} tii[19,444] := {508, 901} tii[19,445] := {282} tii[19,446] := {471, 627} tii[19,447] := {166, 514} tii[19,448] := {167, 513} tii[19,449] := {582, 932} tii[19,450] := {375, 906} tii[19,451] := {374, 905} tii[19,452] := {58, 751} tii[19,453] := {147, 840} tii[19,454] := {424, 732} tii[19,455] := {148, 841} tii[19,456] := {57, 558} tii[19,457] := {425, 426} tii[19,458] := {538, 964} tii[19,459] := {178, 890} tii[19,460] := {385, 581} tii[19,461] := {102, 790} tii[19,462] := {196, 773} tii[19,463] := {26, 586} tii[19,464] := {359, 772} tii[19,465] := {157, 856} tii[19,466] := {94, 811} tii[19,467] := {290, 921} tii[19,468] := {512, 768} tii[19,469] := {93, 640} tii[19,470] := {289, 920} tii[19,471] := {451, 969} tii[19,472] := {254, 925} tii[19,473] := {258} tii[19,474] := {215, 372} tii[19,475] := {262} tii[19,476] := {489} tii[19,477] := {3, 571} tii[19,478] := {490} tii[19,479] := {149, 454} tii[19,480] := {408, 563} tii[19,481] := {371} tii[19,482] := {409, 562} tii[19,483] := {11, 676} tii[19,484] := {1, 501} tii[19,485] := {16, 752} tii[19,486] := {322, 523} tii[19,487] := {323, 522} tii[19,488] := {261} tii[19,489] := {21, 725} tii[19,490] := {81, 767} tii[19,491] := {568} tii[19,492] := {404, 707} tii[19,493] := {97, 541} tii[19,494] := {405, 706} tii[19,495] := {5, 587} tii[19,496] := {41, 805} tii[19,497] := {370} tii[19,498] := {118, 839} tii[19,499] := {633, 634} tii[19,500] := {51, 708} tii[19,501] := {237, 605} tii[19,502] := {238, 604} tii[19,503] := {520, 521} tii[19,504] := {561, 700} tii[19,505] := {31, 812} tii[19,506] := {96, 888} tii[19,507] := {95, 887} tii[19,508] := {30, 643} tii[19,509] := {119, 927} tii[19,510] := {474, 660} tii[19,511] := {63, 846} tii[19,512] := {132, 831} tii[19,513] := {452, 830} tii[19,514] := {71, 620} tii[19,515] := {12, 665} tii[19,516] := {106, 899} tii[19,517] := {56, 863} tii[19,518] := {601, 826} tii[19,519] := {210, 953} tii[19,520] := {55, 718} tii[19,521] := {207, 682} tii[19,522] := {208, 681} tii[19,523] := {209, 952} tii[19,524] := {433, 734} tii[19,525] := {358, 988} tii[19,526] := {175, 957} tii[19,527] := {25, 738} tii[19,528] := {92, 904} tii[19,529] := {91, 783} tii[19,530] := {251, 981} tii[19,531] := {50} tii[19,532] := {36, 90} tii[19,533] := {22, 116} tii[19,534] := {80} tii[19,535] := {228} tii[19,536] := {35, 198} tii[19,537] := {164, 302} tii[19,538] := {139} tii[19,539] := {10, 170} tii[19,540] := {115, 247} tii[19,541] := {114, 248} tii[19,542] := {74, 303} tii[19,543] := {124} tii[19,544] := {230, 549} tii[19,545] := {34, 362} tii[19,546] := {201} tii[19,547] := {112, 421} tii[19,548] := {4, 241} tii[19,549] := {113, 420} tii[19,550] := {331, 332} tii[19,551] := {300, 491} tii[19,552] := {45, 388} tii[19,553] := {44, 540} tii[19,554] := {143, 603} tii[19,555] := {2, 324} tii[19,556] := {144, 602} tii[19,557] := {339, 658} tii[19,558] := {32, 477} tii[19,559] := {0, 419} tii[19,560] := {15, 564} cell#228 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {87} tii[24,2] := {155} tii[24,3] := {187} tii[24,4] := {131} tii[24,5] := {116} tii[24,6] := {193} tii[24,7] := {158} tii[24,8] := {219} tii[24,9] := {169} tii[24,10] := {190} tii[24,11] := {223} tii[24,12] := {232} tii[24,13] := {172} tii[24,14] := {245} tii[24,15] := {250} tii[24,16] := {263} tii[24,17] := {265} tii[24,18] := {275} tii[24,19] := {108} tii[24,20] := {94} tii[24,21] := {179} tii[24,22] := {141} tii[24,23] := {209} tii[24,24] := {147} tii[24,25] := {177} tii[24,26] := {55} tii[24,27] := {214} tii[24,28] := {216} tii[24,29] := {148} tii[24,30] := {100} tii[24,31] := {239} tii[24,32] := {92} tii[24,33] := {242} tii[24,34] := {67} tii[24,35] := {261} tii[24,36] := {143} tii[24,37] := {262} tii[24,38] := {167} tii[24,39] := {274} tii[24,40] := {105} tii[24,41] := {136} tii[24,42] := {178} tii[24,43] := {182} tii[24,44] := {106} tii[24,45] := {206} tii[24,46] := {91} tii[24,47] := {212} tii[24,48] := {230} tii[24,49] := {142} tii[24,50] := {66} tii[24,51] := {231} tii[24,52] := {164} tii[24,53] := {37} tii[24,54] := {256} tii[24,55] := {175} tii[24,56] := {199} tii[24,57] := {200} tii[24,58] := {163} tii[24,59] := {227} tii[24,60] := {195} tii[24,61] := {132} tii[24,62] := {117} tii[24,63] := {194} tii[24,64] := {159} tii[24,65] := {221} tii[24,66] := {170} tii[24,67] := {191} tii[24,68] := {75} tii[24,69] := {224} tii[24,70] := {233} tii[24,71] := {173} tii[24,72] := {120} tii[24,73] := {247} tii[24,74] := {114} tii[24,75] := {251} tii[24,76] := {89} tii[24,77] := {264} tii[24,78] := {161} tii[24,79] := {267} tii[24,80] := {186} tii[24,81] := {276} tii[24,82] := {145} tii[24,83] := {43} tii[24,84] := {176} tii[24,85] := {213} tii[24,86] := {78} tii[24,87] := {215} tii[24,88] := {146} tii[24,89] := {237} tii[24,90] := {137} tii[24,91] := {72} tii[24,92] := {241} tii[24,93] := {50} tii[24,94] := {259} tii[24,95] := {183} tii[24,96] := {107} tii[24,97] := {121} tii[24,98] := {260} tii[24,99] := {207} tii[24,100] := {69} tii[24,101] := {149} tii[24,102] := {273} tii[24,103] := {53} tii[24,104] := {211} tii[24,105] := {35} tii[24,106] := {102} tii[24,107] := {228} tii[24,108] := {229} tii[24,109] := {18} tii[24,110] := {204} tii[24,111] := {129} tii[24,112] := {255} tii[24,113] := {83} tii[24,114] := {226} tii[24,115] := {171} tii[24,116] := {192} tii[24,117] := {225} tii[24,118] := {234} tii[24,119] := {174} tii[24,120] := {249} tii[24,121] := {154} tii[24,122] := {252} tii[24,123] := {266} tii[24,124] := {203} tii[24,125] := {135} tii[24,126] := {269} tii[24,127] := {220} tii[24,128] := {99} tii[24,129] := {277} tii[24,130] := {115} tii[24,131] := {240} tii[24,132] := {162} tii[24,133] := {90} tii[24,134] := {257} tii[24,135] := {258} tii[24,136] := {235} tii[24,137] := {188} tii[24,138] := {59} tii[24,139] := {272} tii[24,140] := {166} tii[24,141] := {31} tii[24,142] := {254} tii[24,143] := {253} tii[24,144] := {268} tii[24,145] := {270} tii[24,146] := {248} tii[24,147] := {278} tii[24,148] := {222} tii[24,149] := {271} tii[24,150] := {279} tii[24,151] := {30} tii[24,152] := {47} tii[24,153] := {56} tii[24,154] := {74} tii[24,155] := {32} tii[24,156] := {81} tii[24,157] := {119} tii[24,158] := {113} tii[24,159] := {118} tii[24,160] := {88} tii[24,161] := {160} tii[24,162] := {185} tii[24,163] := {95} tii[24,164] := {27} tii[24,165] := {60} tii[24,166] := {123} tii[24,167] := {63} tii[24,168] := {54} tii[24,169] := {152} tii[24,170] := {76} tii[24,171] := {156} tii[24,172] := {36} tii[24,173] := {201} tii[24,174] := {133} tii[24,175] := {103} tii[24,176] := {97} tii[24,177] := {217} tii[24,178] := {130} tii[24,179] := {25} tii[24,180] := {196} tii[24,181] := {15} tii[24,182] := {64} tii[24,183] := {243} tii[24,184] := {5} tii[24,185] := {85} tii[24,186] := {49} tii[24,187] := {70} tii[24,188] := {21} tii[24,189] := {104} tii[24,190] := {40} tii[24,191] := {46} tii[24,192] := {41} tii[24,193] := {138} tii[24,194] := {62} tii[24,195] := {140} tii[24,196] := {23} tii[24,197] := {184} tii[24,198] := {109} tii[24,199] := {79} tii[24,200] := {110} tii[24,201] := {71} tii[24,202] := {208} tii[24,203] := {26} tii[24,204] := {52} tii[24,205] := {16} tii[24,206] := {65} tii[24,207] := {33} tii[24,208] := {181} tii[24,209] := {101} tii[24,210] := {34} tii[24,211] := {6} tii[24,212] := {38} tii[24,213] := {86} tii[24,214] := {238} tii[24,215] := {128} tii[24,216] := {17} tii[24,217] := {48} tii[24,218] := {7} tii[24,219] := {82} tii[24,220] := {42} tii[24,221] := {139} tii[24,222] := {80} tii[24,223] := {24} tii[24,224] := {11} tii[24,225] := {111} tii[24,226] := {205} tii[24,227] := {3} tii[24,228] := {84} tii[24,229] := {125} tii[24,230] := {112} tii[24,231] := {96} tii[24,232] := {124} tii[24,233] := {61} tii[24,234] := {153} tii[24,235] := {77} tii[24,236] := {157} tii[24,237] := {202} tii[24,238] := {134} tii[24,239] := {218} tii[24,240] := {98} tii[24,241] := {93} tii[24,242] := {45} tii[24,243] := {197} tii[24,244] := {144} tii[24,245] := {68} tii[24,246] := {58} tii[24,247] := {244} tii[24,248] := {168} tii[24,249] := {39} tii[24,250] := {20} tii[24,251] := {126} tii[24,252] := {73} tii[24,253] := {22} tii[24,254] := {180} tii[24,255] := {122} tii[24,256] := {51} tii[24,257] := {28} tii[24,258] := {150} tii[24,259] := {29} tii[24,260] := {236} tii[24,261] := {8} tii[24,262] := {165} tii[24,263] := {127} tii[24,264] := {12} tii[24,265] := {4} tii[24,266] := {151} tii[24,267] := {198} tii[24,268] := {246} tii[24,269] := {210} tii[24,270] := {189} tii[24,271] := {14} tii[24,272] := {44} tii[24,273] := {57} tii[24,274] := {13} tii[24,275] := {19} tii[24,276] := {2} tii[24,277] := {9} tii[24,278] := {10} tii[24,279] := {1} tii[24,280] := {0} cell#229 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {605} tii[17,2] := {280, 692} tii[17,3] := {166, 852} tii[17,4] := {735} tii[17,5] := {496} tii[17,6] := {225, 810} tii[17,7] := {331, 332, 617, 1005} tii[17,8] := {458, 459, 721, 1104} tii[17,9] := {851} tii[17,10] := {322, 921} tii[17,11] := {727} tii[17,12] := {181, 431, 564, 1004} tii[17,13] := {821, 822} tii[17,14] := {298, 540, 712, 1103} tii[17,15] := {427, 1003} tii[17,16] := {521, 522, 908, 1102} tii[17,17] := {252, 958} tii[17,18] := {856} tii[17,19] := {146, 922} tii[17,20] := {621} tii[17,21] := {444, 445, 743, 1083} tii[17,22] := {585, 586, 841, 1156} tii[17,23] := {215, 1042} tii[17,24] := {957} tii[17,25] := {553} tii[17,26] := {133, 953} tii[17,27] := {224, 1014} tii[17,28] := {848} tii[17,29] := {107, 319, 687, 1082} tii[17,30] := {374, 375, 675, 1141} tii[17,31] := {192, 193, 1022, 1023} tii[17,32] := {931, 932} tii[17,33] := {204, 413, 833, 1155} tii[17,34] := {533, 534, 784, 1193} tii[17,35] := {673} tii[17,36] := {488, 489, 789, 1179} tii[17,37] := {314, 1080} tii[17,38] := {359, 360, 885, 1130} tii[17,39] := {772, 773} tii[17,40] := {396, 397, 998, 1153} tii[17,41] := {658, 659, 886, 1219} tii[17,42] := {754, 755, 973, 1234} tii[17,43] := {1041} tii[17,44] := {321, 1091} tii[17,45] := {952} tii[17,46] := {180, 430, 801, 1140} tii[17,47] := {1020, 1021} tii[17,48] := {297, 538, 944, 1192} tii[17,49] := {892} tii[17,50] := {268, 548, 739, 1178} tii[17,51] := {426, 1138} tii[17,52] := {170, 600, 645, 1129} tii[17,53] := {519, 520, 1073, 1190} tii[17,54] := {976, 977} tii[17,55] := {404, 646, 889, 1218} tii[17,56] := {1048, 1049} tii[17,57] := {500, 758, 970, 1233} tii[17,58] := {546, 1177} tii[17,59] := {641, 642, 1128, 1217} tii[17,60] := {745, 746, 1108, 1236} tii[17,61] := {959} tii[17,62] := {354, 995} tii[17,63] := {80, 1015} tii[17,64] := {749} tii[17,65] := {567, 568, 806, 1120} tii[17,66] := {715, 716, 903, 1172} tii[17,67] := {312, 1069} tii[17,68] := {1043} tii[17,69] := {145, 1092} tii[17,70] := {676} tii[17,71] := {213, 993} tii[17,72] := {955} tii[17,73] := {52, 222, 802, 1142} tii[17,74] := {492, 493, 742, 1166} tii[17,75] := {1026, 1027} tii[17,76] := {283, 284, 1064, 1065} tii[17,77] := {128, 300, 945, 1194} tii[17,78] := {662, 663, 839, 1205} tii[17,79] := {790} tii[17,80] := {219, 1139} tii[17,81] := {614, 615, 853, 1198} tii[17,82] := {478, 479, 937, 1162} tii[17,83] := {290, 291, 1074, 1191} tii[17,84] := {887, 888} tii[17,85] := {781, 782, 938, 1229} tii[17,86] := {874, 875, 1016, 1243} tii[17,87] := {216, 994} tii[17,88] := {1109} tii[17,89] := {554} tii[17,90] := {223, 1147} tii[17,91] := {134, 904} tii[17,92] := {376, 377, 616, 1119} tii[17,93] := {1040} tii[17,94] := {106, 318, 910, 1182} tii[17,95] := {194, 195, 987, 988} tii[17,96] := {535, 536, 719, 1171} tii[17,97] := {1095, 1096} tii[17,98] := {203, 411, 1032, 1222} tii[17,99] := {69, 800} tii[17,100] := {982} tii[17,101] := {177, 424, 862, 1209} tii[17,102] := {674} tii[17,103] := {490, 491, 732, 1164} tii[17,104] := {313, 1181} tii[17,105] := {98, 515, 729, 1174} tii[17,106] := {361, 362, 826, 1115} tii[17,107] := {774, 775} tii[17,108] := {116, 117, 900, 901} tii[17,109] := {394, 395, 1132, 1221} tii[17,110] := {1054, 1055} tii[17,111] := {294, 516, 980, 1240} tii[17,112] := {660, 661, 827, 1203} tii[17,113] := {182, 183, 797, 985} tii[17,114] := {1112, 1113} tii[17,115] := {383, 629, 1052, 1248} tii[17,116] := {756, 757, 925, 1226} tii[17,117] := {607, 612, 613, 1135} tii[17,118] := {788} tii[17,119] := {423, 1208} tii[17,120] := {476, 477, 708, 1070} tii[17,121] := {883, 884} tii[17,122] := {709, 779, 780, 1187} tii[17,123] := {513, 514, 1173, 1239} tii[17,124] := {352, 353, 590, 1007} tii[17,125] := {968, 969} tii[17,126] := {619, 620, 1160, 1249} tii[17,127] := {817, 872, 873, 1211} tii[17,128] := {763, 961, 962, 1238} tii[17,129] := {1127} tii[17,130] := {320, 1183} tii[17,131] := {1068} tii[17,132] := {179, 378, 1001, 1200} tii[17,133] := {1123, 1124} tii[17,134] := {296, 462, 1100, 1231} tii[17,135] := {425, 1210} tii[17,136] := {1039} tii[17,137] := {267, 480, 965, 1225} tii[17,138] := {169, 577, 850, 1197} tii[17,139] := {517, 518, 1176, 1241} tii[17,140] := {1093, 1094} tii[17,141] := {403, 578, 1056, 1247} tii[17,142] := {1143, 1144} tii[17,143] := {499, 694, 1114, 1252} tii[17,144] := {954} tii[17,145] := {364, 368, 863, 1199} tii[17,146] := {547, 1232} tii[17,147] := {1024, 1025} tii[17,148] := {254, 453, 730, 1163} tii[17,149] := {454, 527, 981, 1230} tii[17,150] := {643, 644, 1207, 1251} tii[17,151] := {164, 345, 597, 1122} tii[17,152] := {747, 748, 1196, 1256} tii[17,153] := {1087, 1088} tii[17,154] := {572, 623, 1053, 1244} tii[17,155] := {1017, 1133} tii[17,156] := {505, 736, 1111, 1253} tii[17,157] := {599, 1242} tii[17,158] := {701, 702, 1224, 1255} tii[17,159] := {807, 808, 1206, 1257} tii[17,160] := {695, 909, 1175, 1259} tii[17,161] := {97} tii[17,162] := {382} tii[17,163] := {105, 237} tii[17,164] := {202, 344} tii[17,165] := {167} tii[17,166] := {96, 731} tii[17,167] := {497} tii[17,168] := {265} tii[17,169] := {381} tii[17,170] := {51, 333} tii[17,171] := {235, 236, 495, 913} tii[17,172] := {47, 618} tii[17,173] := {401} tii[17,174] := {127, 460} tii[17,175] := {342, 343, 592, 1035} tii[17,176] := {89, 90, 512, 722} tii[17,177] := {103, 442} tii[17,178] := {154, 330, 385, 805} tii[17,179] := {481} tii[17,180] := {200, 583} tii[17,181] := {91, 234, 289, 707} tii[17,182] := {579, 580} tii[17,183] := {244, 457, 469, 948} tii[17,184] := {347, 348, 570, 846} tii[17,185] := {253} tii[17,186] := {137, 956} tii[17,187] := {94, 744} tii[17,188] := {622} tii[17,189] := {367} tii[17,190] := {433} tii[17,191] := {35, 446} tii[17,192] := {72, 847} tii[17,193] := {272, 273, 552, 1081} tii[17,194] := {156, 157, 640, 842} tii[17,195] := {526} tii[17,196] := {86, 587} tii[17,197] := {122, 123, 929, 930} tii[17,198] := {408, 409, 665, 1154} tii[17,199] := {604} tii[17,200] := {264} tii[17,201] := {77, 565} tii[17,202] := {108, 323, 443, 914} tii[17,203] := {372, 373, 672, 1136} tii[17,204] := {550} tii[17,205] := {31, 733} tii[17,206] := {241, 242, 511, 936} tii[17,207] := {705, 706} tii[17,208] := {152, 713} tii[17,209] := {258, 259, 770, 1071} tii[17,210] := {400} tii[17,211] := {67, 229, 329, 832} tii[17,212] := {205, 421, 584, 1036} tii[17,213] := {649, 650} tii[17,214] := {531, 532, 771, 1188} tii[17,215] := {62, 63, 828, 829} tii[17,216] := {593, 594} tii[17,217] := {306, 307, 693, 951} tii[17,218] := {627, 628, 876, 1212} tii[17,219] := {111, 112, 720, 927} tii[17,220] := {142, 688} tii[17,221] := {269, 487, 551, 1079} tii[17,222] := {670} tii[17,223] := {126, 325, 439, 935} tii[17,224] := {232, 834} tii[17,225] := {171, 358, 651, 997} tii[17,226] := {405, 652, 657, 1152} tii[17,227] := {766, 767} tii[17,228] := {418, 419, 809, 1037} tii[17,229] := {865, 866} tii[17,230] := {501, 753, 764, 1185} tii[17,231] := {115, 251, 539, 917} tii[17,232] := {635, 636, 859, 1148} tii[17,233] := {355} tii[17,234] := {136, 906} tii[17,235] := {750} tii[17,236] := {163, 864} tii[17,237] := {432} tii[17,238] := {484} tii[17,239] := {10, 569} tii[17,240] := {71, 798} tii[17,241] := {270, 271, 494, 1059} tii[17,242] := {654} tii[17,243] := {239, 240, 765, 949} tii[17,244] := {41, 717} tii[17,245] := {120, 121, 898, 899} tii[17,246] := {406, 407, 589, 1126} tii[17,247] := {34, 689} tii[17,248] := {30, 685} tii[17,249] := {70, 854} tii[17,250] := {366} tii[17,251] := {53, 226, 566, 1006} tii[17,252] := {549} tii[17,253] := {370, 371, 603, 1117} tii[17,254] := {734} tii[17,255] := {337, 338, 639, 1030} tii[17,256] := {85, 835} tii[17,257] := {118, 119, 939, 940} tii[17,258] := {830, 831} tii[17,259] := {256, 257, 703, 1057} tii[17,260] := {647, 648} tii[17,261] := {60, 61, 793, 794} tii[17,262] := {525} tii[17,263] := {28, 149, 440, 943} tii[17,264] := {129, 309, 714, 1105} tii[17,265] := {529, 530, 704, 1169} tii[17,266] := {109, 110, 681, 894} tii[17,267] := {184, 185, 840, 1018} tii[17,268] := {625, 626, 813, 1201} tii[17,269] := {723, 724} tii[17,270] := {209, 210, 811, 1038} tii[17,271] := {482, 485, 486, 1078} tii[17,272] := {787} tii[17,273] := {671} tii[17,274] := {316} tii[17,275] := {178, 428, 611, 1137} tii[17,276] := {15, 563} tii[17,277] := {76, 803} tii[17,278] := {356, 357, 581, 996} tii[17,279] := {582, 655, 656, 1151} tii[17,280] := {285, 286, 555, 1098} tii[17,281] := {66, 228, 561, 1029} tii[17,282] := {881, 882} tii[17,283] := {99, 475, 523, 1072} tii[17,284] := {768, 769} tii[17,285] := {435} tii[17,286] := {151, 946} tii[17,287] := {295, 524, 778, 1189} tii[17,288] := {38, 39, 679, 680} tii[17,289] := {966, 967} tii[17,290] := {249, 250, 463, 916} tii[17,291] := {276, 277, 783, 1086} tii[17,292] := {867, 868} tii[17,293] := {698, 751, 752, 1184} tii[17,294] := {666, 667} tii[17,295] := {304, 305, 920, 1106} tii[17,296] := {384, 637, 871, 1213} tii[17,297] := {78, 79, 559, 791} tii[17,298] := {56, 351, 412, 1009} tii[17,299] := {634, 857, 858, 1216} tii[17,300] := {877, 878} tii[17,301] := {138, 139, 438, 696} tii[17,302] := {506, 507, 960, 1186} tii[17,303] := {365, 369, 610, 1118} tii[17,304] := {728} tii[17,305] := {141, 911} tii[17,306] := {125, 324, 683, 1097} tii[17,307] := {231, 1033} tii[17,308] := {255, 455, 474, 1058} tii[17,309] := {456, 528, 777, 1170} tii[17,310] := {823, 824} tii[17,311] := {165, 346, 350, 984} tii[17,312] := {114, 470, 537, 1085} tii[17,313] := {574, 624, 870, 1202} tii[17,314] := {918, 919} tii[17,315] := {416, 417, 1012, 1158} tii[17,316] := {814, 999} tii[17,317] := {508, 737, 963, 1228} tii[17,318] := {632, 633, 1044, 1215} tii[17,319] := {101, 247, 310, 895} tii[17,320] := {575, 860, 1000, 1246} tii[17,321] := {473} tii[17,322] := {869} tii[17,323] := {248, 915} tii[17,324] := {609} tii[17,325] := {2, 691} tii[17,326] := {776} tii[17,327] := {335, 336, 820, 992} tii[17,328] := {14, 837} tii[17,329] := {9, 804} tii[17,330] := {483} tii[17,331] := {19, 147, 690, 1084} tii[17,332] := {855} tii[17,333] := {132, 907} tii[17,334] := {450, 451, 700, 1067} tii[17,335] := {40, 947} tii[17,336] := {941, 942} tii[17,337] := {653} tii[17,338] := {6, 83, 562, 1031} tii[17,339] := {68, 212, 836, 1157} tii[17,340] := {190, 191, 990, 991} tii[17,341] := {843, 844} tii[17,342] := {274, 275, 902, 1062} tii[17,343] := {130, 131, 923, 1107} tii[17,344] := {43, 686} tii[17,345] := {33, 912} tii[17,346] := {429} tii[17,347] := {893} tii[17,348] := {104, 315, 741, 1180} tii[17,349] := {27, 148, 684, 1099} tii[17,350] := {391, 392, 638, 1125} tii[17,351] := {84, 1034} tii[17,352] := {81, 82, 795, 796} tii[17,353] := {48, 398, 602, 1131} tii[17,354] := {556} tii[17,355] := {978, 979} tii[17,356] := {201, 399, 891, 1220} tii[17,357] := {379, 380, 838, 1121} tii[17,358] := {207, 208, 1013, 1159} tii[17,359] := {143, 144, 682, 896} tii[17,360] := {1050, 1051} tii[17,361] := {785, 786} tii[17,362] := {281, 509, 972, 1235} tii[17,363] := {20, 299, 472, 1089} tii[17,364] := {217, 218, 560, 816} tii[17,365] := {974, 975} tii[17,366] := {386, 387, 1045, 1214} tii[17,367] := {849} tii[17,368] := {317} tii[17,369] := {263, 266, 740, 1165} tii[17,370] := {75, 1002} tii[17,371] := {287, 288, 510, 1066} tii[17,372] := {933, 934} tii[17,373] := {65, 227, 799, 1149} tii[17,374] := {436} tii[17,375] := {150, 1101} tii[17,376] := {168, 340, 601, 1116} tii[17,377] := {341, 402, 890, 1204} tii[17,378] := {1010, 1011} tii[17,379] := {95, 245, 471, 1061} tii[17,380] := {278, 279, 718, 1060} tii[17,381] := {668, 669} tii[17,382] := {55, 410, 598, 1145} tii[17,383] := {448, 498, 971, 1227} tii[17,384] := {302, 303, 1090, 1195} tii[17,385] := {926, 1075} tii[17,386] := {260, 261, 467, 924} tii[17,387] := {879, 880} tii[17,388] := {503, 504, 1110, 1237} tii[17,389] := {388, 606, 1046, 1245} tii[17,390] := {49, 161, 422, 986} tii[17,391] := {818, 1047} tii[17,392] := {449, 738, 1076, 1254} tii[17,393] := {140, 1077} tii[17,394] := {124, 282, 905, 1168} tii[17,395] := {230, 1150} tii[17,396] := {414, 415, 1146, 1223} tii[17,397] := {113, 461, 726, 1167} tii[17,398] := {100, 246, 545, 1063} tii[17,399] := {630, 631, 1161, 1250} tii[17,400] := {573, 861, 1134, 1258} tii[17,401] := {54} tii[17,402] := {23, 92} tii[17,403] := {176} tii[17,404] := {17, 502} tii[17,405] := {64, 160} tii[17,406] := {293} tii[17,407] := {44, 45, 393, 596} tii[17,408] := {16, 88, 301, 466} tii[17,409] := {175} tii[17,410] := {8, 608} tii[17,411] := {26, 243} tii[17,412] := {158, 159, 390, 825} tii[17,413] := {292} tii[17,414] := {24, 25, 710, 711} tii[17,415] := {46, 155, 206, 595} tii[17,416] := {464, 465} tii[17,417] := {57, 58, 591, 819} tii[17,418] := {21, 102, 468, 697} tii[17,419] := {221} tii[17,420] := {4, 441} tii[17,421] := {13, 339} tii[17,422] := {198, 199, 434, 1028} tii[17,423] := {11, 12, 557, 558} tii[17,424] := {327} tii[17,425] := {188, 189, 664, 1008} tii[17,426] := {29, 153, 238, 725} tii[17,427] := {36, 37, 437, 677} tii[17,428] := {543, 544} tii[17,429] := {73, 74, 328, 571} tii[17,430] := {59, 174, 420, 815} tii[17,431] := {761, 762} tii[17,432] := {32, 135, 233, 678} tii[17,433] := {220} tii[17,434] := {3, 452} tii[17,435] := {196, 197, 389, 989} tii[17,436] := {326} tii[17,437] := {186, 187, 588, 983} tii[17,438] := {7, 87, 334, 845} tii[17,439] := {541, 542} tii[17,440] := {172, 173, 349, 812} tii[17,441] := {759, 760} tii[17,442] := {22, 262, 308, 928} tii[17,443] := {50, 162, 214, 792} tii[17,444] := {699, 964} tii[17,445] := {0, 576} tii[17,446] := {1, 42, 447, 950} tii[17,447] := {5, 211, 363, 1019} tii[17,448] := {18, 93, 311, 897} cell#230 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {80} tii[10,2] := {125} tii[10,3] := {161} tii[10,4] := {104} tii[10,5] := {130} tii[10,6] := {54} tii[10,7] := {150} tii[10,8] := {84} tii[10,9] := {184} tii[10,10] := {149} tii[10,11] := {122} tii[10,12] := {183} tii[10,13] := {176} tii[10,14] := {207} tii[10,15] := {198} tii[10,16] := {170} tii[10,17] := {222} tii[10,18] := {230} tii[10,19] := {131} tii[10,20] := {156} tii[10,21] := {75} tii[10,22] := {177} tii[10,23] := {110} tii[10,24] := {208} tii[10,25] := {175} tii[10,26] := {206} tii[10,27] := {147} tii[10,28] := {179} tii[10,29] := {97} tii[10,30] := {201} tii[10,31] := {135} tii[10,32] := {225} tii[10,33] := {92} tii[10,34] := {217} tii[10,35] := {200} tii[10,36] := {68} tii[10,37] := {195} tii[10,38] := {224} tii[10,39] := {172} tii[10,40] := {120} tii[10,41] := {236} tii[10,42] := {144} tii[10,43] := {240} tii[10,44] := {215} tii[10,45] := {234} tii[10,46] := {193} tii[10,47] := {188} tii[10,48] := {241} tii[10,49] := {212} tii[10,50] := {228} tii[10,51] := {227} tii[10,52] := {211} tii[10,53] := {239} tii[10,54] := {244} tii[10,55] := {237} tii[10,56] := {226} tii[10,57] := {247} tii[10,58] := {213} tii[10,59] := {249} tii[10,60] := {251} tii[10,61] := {59} tii[10,62] := {14} tii[10,63] := {29} tii[10,64] := {78} tii[10,65] := {113} tii[10,66] := {62} tii[10,67] := {37} tii[10,68] := {103} tii[10,69] := {25} tii[10,70] := {63} tii[10,71] := {45} tii[10,72] := {38} tii[10,73] := {100} tii[10,74] := {24} tii[10,75] := {124} tii[10,76] := {64} tii[10,77] := {138} tii[10,78] := {12} tii[10,79] := {83} tii[10,80] := {96} tii[10,81] := {160} tii[10,82] := {44} tii[10,83] := {115} tii[10,84] := {60} tii[10,85] := {148} tii[10,86] := {107} tii[10,87] := {121} tii[10,88] := {182} tii[10,89] := {202} tii[10,90] := {101} tii[10,91] := {74} tii[10,92] := {155} tii[10,93] := {40} tii[10,94] := {109} tii[10,95] := {66} tii[10,96] := {69} tii[10,97] := {56} tii[10,98] := {39} tii[10,99] := {126} tii[10,100] := {174} tii[10,101] := {48} tii[10,102] := {94} tii[10,103] := {86} tii[10,104] := {65} tii[10,105] := {22} tii[10,106] := {162} tii[10,107] := {205} tii[10,108] := {146} tii[10,109] := {108} tii[10,110] := {118} tii[10,111] := {81} tii[10,112] := {140} tii[10,113] := {197} tii[10,114] := {173} tii[10,115] := {76} tii[10,116] := {50} tii[10,117] := {35} tii[10,118] := {133} tii[10,119] := {145} tii[10,120] := {33} tii[10,121] := {221} tii[10,122] := {169} tii[10,123] := {111} tii[10,124] := {204} tii[10,125] := {72} tii[10,126] := {18} tii[10,127] := {218} tii[10,128] := {165} tii[10,129] := {232} tii[10,130] := {93} tii[10,131] := {102} tii[10,132] := {163} tii[10,133] := {127} tii[10,134] := {203} tii[10,135] := {116} tii[10,136] := {216} tii[10,137] := {157} tii[10,138] := {194} tii[10,139] := {235} tii[10,140] := {152} tii[10,141] := {189} tii[10,142] := {242} tii[10,143] := {246} tii[10,144] := {166} tii[10,145] := {58} tii[10,146] := {88} tii[10,147] := {77} tii[10,148] := {57} tii[10,149] := {151} tii[10,150] := {112} tii[10,151] := {87} tii[10,152] := {185} tii[10,153] := {36} tii[10,154] := {134} tii[10,155] := {105} tii[10,156] := {164} tii[10,157] := {70} tii[10,158] := {99} tii[10,159] := {199} tii[10,160] := {53} tii[10,161] := {158} tii[10,162] := {49} tii[10,163] := {137} tii[10,164] := {95} tii[10,165] := {171} tii[10,166] := {223} tii[10,167] := {119} tii[10,168] := {187} tii[10,169] := {129} tii[10,170] := {32} tii[10,171] := {231} tii[10,172] := {153} tii[10,173] := {142} tii[10,174] := {219} tii[10,175] := {123} tii[10,176] := {229} tii[10,177] := {73} tii[10,178] := {181} tii[10,179] := {159} tii[10,180] := {214} tii[10,181] := {243} tii[10,182] := {47} tii[10,183] := {178} tii[10,184] := {210} tii[10,185] := {248} tii[10,186] := {209} tii[10,187] := {154} tii[10,188] := {250} tii[10,189] := {167} tii[10,190] := {233} tii[10,191] := {190} tii[10,192] := {245} tii[10,193] := {192} tii[10,194] := {191} tii[10,195] := {196} tii[10,196] := {7} tii[10,197] := {17} tii[10,198] := {4} tii[10,199] := {30} tii[10,200] := {23} tii[10,201] := {13} tii[10,202] := {9} tii[10,203] := {28} tii[10,204] := {6} tii[10,205] := {43} tii[10,206] := {90} tii[10,207] := {46} tii[10,208] := {41} tii[10,209] := {3} tii[10,210] := {61} tii[10,211] := {55} tii[10,212] := {34} tii[10,213] := {21} tii[10,214] := {16} tii[10,215] := {19} tii[10,216] := {51} tii[10,217] := {85} tii[10,218] := {67} tii[10,219] := {71} tii[10,220] := {8} tii[10,221] := {10} tii[10,222] := {79} tii[10,223] := {139} tii[10,224] := {180} tii[10,225] := {91} tii[10,226] := {82} tii[10,227] := {5} tii[10,228] := {117} tii[10,229] := {98} tii[10,230] := {52} tii[10,231] := {27} tii[10,232] := {136} tii[10,233] := {31} tii[10,234] := {15} tii[10,235] := {89} tii[10,236] := {186} tii[10,237] := {128} tii[10,238] := {106} tii[10,239] := {11} tii[10,240] := {141} tii[10,241] := {220} tii[10,242] := {238} tii[10,243] := {143} tii[10,244] := {42} tii[10,245] := {26} tii[10,246] := {114} tii[10,247] := {20} tii[10,248] := {132} tii[10,249] := {168} tii[10,250] := {1} tii[10,251] := {0} tii[10,252] := {2} cell#231 , |C| = 91 special orbit = [7, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [1, 1, 1, 1, 1]] , dim = 56 cell rep = phi[[3],[1, 1, 1, 1, 1]]+phi[[],[4, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 21*X+35*X^2 TII subcells: tii[29,1] := {80} tii[29,2] := {68} tii[29,3] := {78} tii[29,4] := {69, 87} tii[29,5] := {63} tii[29,6] := {71} tii[29,7] := {64, 85} tii[29,8] := {81} tii[29,9] := {70, 89} tii[29,10] := {65, 90} tii[29,11] := {49} tii[29,12] := {54} tii[29,13] := {50, 77} tii[29,14] := {72} tii[29,15] := {53, 84} tii[29,16] := {51, 88} tii[29,17] := {56} tii[29,18] := {40, 76} tii[29,19] := {36, 83} tii[29,20] := {24, 86} tii[29,21] := {33} tii[29,22] := {41} tii[29,23] := {34, 62} tii[29,24] := {55} tii[29,25] := {39, 75} tii[29,26] := {35, 82} tii[29,27] := {43} tii[29,28] := {26, 61} tii[29,29] := {23, 74} tii[29,30] := {15, 79} tii[29,31] := {29} tii[29,32] := {17, 47} tii[29,33] := {14, 58} tii[29,34] := {10, 67} tii[29,35] := {6, 59} tii[29,36] := {20} tii[29,37] := {27} tii[29,38] := {21, 48} tii[29,39] := {42} tii[29,40] := {25, 60} tii[29,41] := {22, 73} tii[29,42] := {28} tii[29,43] := {16, 46} tii[29,44] := {13, 57} tii[29,45] := {9, 66} tii[29,46] := {18} tii[29,47] := {11, 32} tii[29,48] := {8, 44} tii[29,49] := {5, 52} tii[29,50] := {3, 45} tii[29,51] := {12} tii[29,52] := {7, 19} tii[29,53] := {4, 30} tii[29,54] := {2, 37} tii[29,55] := {1, 31} tii[29,56] := {0, 38} cell#232 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {154} tii[16,2] := {204, 205} tii[16,3] := {226, 227} tii[16,4] := {147} tii[16,5] := {113} tii[16,6] := {191, 192} tii[16,7] := {139, 140} tii[16,8] := {223, 224} tii[16,9] := {211, 212} tii[16,10] := {183, 184} tii[16,11] := {242, 243} tii[16,12] := {253, 254} tii[16,13] := {116} tii[16,14] := {82} tii[16,15] := {165, 166} tii[16,16] := {108, 109} tii[16,17] := {201, 202} tii[16,18] := {53} tii[16,19] := {189, 190} tii[16,20] := {158, 159} tii[16,21] := {75, 76} tii[16,22] := {221, 222} tii[16,23] := {102, 103} tii[16,24] := {237, 238} tii[16,25] := {209, 210} tii[16,26] := {181, 182} tii[16,27] := {240, 241} tii[16,28] := {152, 153} tii[16,29] := {251, 252} tii[16,30] := {256, 257} tii[16,31] := {85} tii[16,32] := {54} tii[16,33] := {133, 134} tii[16,34] := {77, 78} tii[16,35] := {175, 176} tii[16,36] := {30} tii[16,37] := {163, 164} tii[16,38] := {126, 127} tii[16,39] := {49, 50} tii[16,40] := {199, 200} tii[16,41] := {71, 72} tii[16,42] := {216, 217} tii[16,43] := {24} tii[16,44] := {187, 188} tii[16,45] := {40, 41} tii[16,46] := {156, 157} tii[16,47] := {219, 220} tii[16,48] := {121, 122} tii[16,49] := {61, 62} tii[16,50] := {235, 236} tii[16,51] := {86, 87} tii[16,52] := {245, 246} tii[16,53] := {162, 208} tii[16,54] := {125, 180} tii[16,55] := {198, 239} tii[16,56] := {93, 151} tii[16,57] := {215, 250} tii[16,58] := {70, 146} tii[16,59] := {230, 258} tii[16,60] := {248, 259} tii[16,61] := {56} tii[16,62] := {31} tii[16,63] := {100, 101} tii[16,64] := {51, 52} tii[16,65] := {144, 145} tii[16,66] := {14} tii[16,67] := {131, 132} tii[16,68] := {95, 96} tii[16,69] := {28, 29} tii[16,70] := {173, 174} tii[16,71] := {47, 48} tii[16,72] := {194, 195} tii[16,73] := {11} tii[16,74] := {160, 161} tii[16,75] := {123, 124} tii[16,76] := {20, 21} tii[16,77] := {196, 197} tii[16,78] := {91, 92} tii[16,79] := {36, 37} tii[16,80] := {213, 214} tii[16,81] := {57, 58} tii[16,82] := {228, 229} tii[16,83] := {4} tii[16,84] := {130, 186} tii[16,85] := {9, 10} tii[16,86] := {94, 155} tii[16,87] := {172, 218} tii[16,88] := {18, 19} tii[16,89] := {66, 120} tii[16,90] := {193, 234} tii[16,91] := {45, 112} tii[16,92] := {33, 34} tii[16,93] := {206, 247} tii[16,94] := {17, 55} tii[16,95] := {231, 255} tii[16,96] := {99, 177} tii[16,97] := {67, 148} tii[16,98] := {143, 203} tii[16,99] := {44, 114} tii[16,100] := {169, 225} tii[16,101] := {26, 90} tii[16,102] := {185, 244} tii[16,103] := {13, 65} tii[16,104] := {207, 249} tii[16,105] := {232, 233} tii[16,106] := {119} tii[16,107] := {149, 150} tii[16,108] := {81} tii[16,109] := {178, 179} tii[16,110] := {106, 107} tii[16,111] := {135, 136} tii[16,112] := {42} tii[16,113] := {170, 171} tii[16,114] := {63, 64} tii[16,115] := {167, 168} tii[16,116] := {88, 89} tii[16,117] := {117, 118} tii[16,118] := {12} tii[16,119] := {141, 142} tii[16,120] := {22, 23} tii[16,121] := {137, 138} tii[16,122] := {38, 39} tii[16,123] := {128, 129} tii[16,124] := {59, 60} tii[16,125] := {35, 84} tii[16,126] := {0} tii[16,127] := {110, 111} tii[16,128] := {2, 3} tii[16,129] := {7, 8} tii[16,130] := {104, 105} tii[16,131] := {15, 16} tii[16,132] := {97, 98} tii[16,133] := {46, 115} tii[16,134] := {6, 32} tii[16,135] := {1, 25} tii[16,136] := {79, 80} tii[16,137] := {73, 74} tii[16,138] := {68, 69} tii[16,139] := {27, 83} tii[16,140] := {5, 43} cell#233 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {117} tii[16,2] := {52, 168} tii[16,3] := {83, 195} tii[16,4] := {148} tii[16,5] := {116} tii[16,6] := {44, 190} tii[16,7] := {143, 144} tii[16,8] := {69, 209} tii[16,9] := {72, 206} tii[16,10] := {100, 189} tii[16,11] := {101, 223} tii[16,12] := {127, 233} tii[16,13] := {175} tii[16,14] := {146} tii[16,15] := {20, 207} tii[16,16] := {170, 172} tii[16,17] := {39, 224} tii[16,18] := {132} tii[16,19] := {42, 221} tii[16,20] := {66, 204} tii[16,21] := {156, 158} tii[16,22] := {67, 235} tii[16,23] := {180, 182} tii[16,24] := {95, 241} tii[16,25] := {70, 230} tii[16,26] := {96, 218} tii[16,27] := {98, 245} tii[16,28] := {121, 210} tii[16,29] := {123, 250} tii[16,30] := {149, 256} tii[16,31] := {162} tii[16,32] := {134} tii[16,33] := {7, 201} tii[16,34] := {160, 161} tii[16,35] := {16, 217} tii[16,36] := {112} tii[16,37] := {19, 216} tii[16,38] := {36, 197} tii[16,39] := {140, 141} tii[16,40] := {37, 229} tii[16,41] := {166, 167} tii[16,42] := {59, 237} tii[16,43] := {81} tii[16,44] := {40, 227} tii[16,45] := {110, 111} tii[16,46] := {62, 214} tii[16,47] := {64, 240} tii[16,48] := {89, 203} tii[16,49] := {138, 139} tii[16,50] := {91, 249} tii[16,51] := {109, 164} tii[16,52] := {118, 255} tii[16,53] := {26, 215} tii[16,54] := {49, 196} tii[16,55] := {50, 228} tii[16,56] := {76, 186} tii[16,57] := {77, 238} tii[16,58] := {47, 163} tii[16,59] := {106, 244} tii[16,60] := {73, 234} tii[16,61] := {176} tii[16,62] := {147} tii[16,63] := {1, 208} tii[16,64] := {171, 173} tii[16,65] := {5, 225} tii[16,66] := {133} tii[16,67] := {6, 222} tii[16,68] := {13, 205} tii[16,69] := {157, 159} tii[16,70] := {14, 236} tii[16,71] := {181, 183} tii[16,72] := {29, 242} tii[16,73] := {103} tii[16,74] := {17, 231} tii[16,75] := {32, 219} tii[16,76] := {129, 131} tii[16,77] := {34, 246} tii[16,78] := {53, 211} tii[16,79] := {153, 155} tii[16,80] := {55, 251} tii[16,81] := {126, 178} tii[16,82] := {85, 257} tii[16,83] := {71} tii[16,84] := {10, 226} tii[16,85] := {97, 99} tii[16,86] := {24, 213} tii[16,87] := {25, 239} tii[16,88] := {122, 124} tii[16,89] := {45, 202} tii[16,90] := {46, 248} tii[16,91] := {21, 187} tii[16,92] := {94, 150} tii[16,93] := {75, 254} tii[16,94] := {60, 136} tii[16,95] := {43, 243} tii[16,96] := {18, 232} tii[16,97] := {33, 220} tii[16,98] := {35, 247} tii[16,99] := {54, 212} tii[16,100] := {56, 252} tii[16,101] := {28, 200} tii[16,102] := {86, 258} tii[16,103] := {11, 179} tii[16,104] := {74, 253} tii[16,105] := {87, 259} tii[16,106] := {88} tii[16,107] := {61, 115} tii[16,108] := {84} tii[16,109] := {31, 145} tii[16,110] := {113, 114} tii[16,111] := {82, 142} tii[16,112] := {102} tii[16,113] := {23, 174} tii[16,114] := {128, 130} tii[16,115] := {68, 169} tii[16,116] := {152, 154} tii[16,117] := {125, 177} tii[16,118] := {51} tii[16,119] := {9, 193} tii[16,120] := {79, 80} tii[16,121] := {38, 191} tii[16,122] := {107, 108} tii[16,123] := {93, 198} tii[16,124] := {78, 137} tii[16,125] := {48, 104} tii[16,126] := {41} tii[16,127] := {2, 185} tii[16,128] := {63, 65} tii[16,129] := {90, 92} tii[16,130] := {15, 184} tii[16,131] := {58, 119} tii[16,132] := {57, 188} tii[16,133] := {22, 135} tii[16,134] := {30, 105} tii[16,135] := {12, 120} tii[16,136] := {0, 194} tii[16,137] := {4, 192} tii[16,138] := {27, 199} tii[16,139] := {8, 165} tii[16,140] := {3, 151} cell#234 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {159} tii[7,2] := {149} tii[7,3] := {88, 197} tii[7,4] := {112, 219} tii[7,5] := {167} tii[7,6] := {145, 192} tii[7,7] := {131} tii[7,8] := {71, 215} tii[7,9] := {94, 234} tii[7,10] := {56, 204} tii[7,11] := {148} tii[7,12] := {42, 182} tii[7,13] := {127, 172} tii[7,14] := {75, 225} tii[7,15] := {90, 237} tii[7,16] := {166} tii[7,17] := {144, 191} tii[7,18] := {123, 207} tii[7,19] := {111} tii[7,20] := {57, 232} tii[7,21] := {76, 245} tii[7,22] := {129} tii[7,23] := {44, 222} tii[7,24] := {32, 201} tii[7,25] := {106, 152} tii[7,26] := {60, 239} tii[7,27] := {73, 247} tii[7,28] := {37, 205} tii[7,29] := {147} tii[7,30] := {26, 183} tii[7,31] := {52, 226} tii[7,32] := {125, 171} tii[7,33] := {18, 161} tii[7,34] := {103, 188} tii[7,35] := {65, 238} tii[7,36] := {80, 246} tii[7,37] := {165} tii[7,38] := {143, 190} tii[7,39] := {121, 206} tii[7,40] := {115, 220} tii[7,41] := {92} tii[7,42] := {45, 241} tii[7,43] := {61, 249} tii[7,44] := {108} tii[7,45] := {34, 231} tii[7,46] := {24, 211} tii[7,47] := {87, 133} tii[7,48] := {46, 244} tii[7,49] := {59, 251} tii[7,50] := {27, 216} tii[7,51] := {128} tii[7,52] := {19, 194} tii[7,53] := {104, 151} tii[7,54] := {39, 235} tii[7,55] := {12, 174} tii[7,56] := {84, 168} tii[7,57] := {50, 243} tii[7,58] := {63, 250} tii[7,59] := {21, 196} tii[7,60] := {146} tii[7,61] := {14, 175} tii[7,62] := {30, 218} tii[7,63] := {124, 170} tii[7,64] := {9, 155} tii[7,65] := {38, 233} tii[7,66] := {101, 187} tii[7,67] := {4, 140} tii[7,68] := {96, 202} tii[7,69] := {48, 242} tii[7,70] := {62, 248} tii[7,71] := {158} tii[7,72] := {137, 179} tii[7,73] := {117, 198} tii[7,74] := {100, 213} tii[7,75] := {83, 228} tii[7,76] := {99} tii[7,77] := {119} tii[7,78] := {118} tii[7,79] := {70, 178} tii[7,80] := {139} tii[7,81] := {93, 200} tii[7,82] := {54, 157} tii[7,83] := {109, 180} tii[7,84] := {107} tii[7,85] := {49, 186} tii[7,86] := {68, 176} tii[7,87] := {132} tii[7,88] := {35, 164} tii[7,89] := {66, 210} tii[7,90] := {130, 173} tii[7,91] := {81, 224} tii[7,92] := {25, 142} tii[7,93] := {98, 208} tii[7,94] := {89} tii[7,95] := {28, 185} tii[7,96] := {55, 195} tii[7,97] := {113} tii[7,98] := {20, 163} tii[7,99] := {40, 209} tii[7,100] := {31, 162} tii[7,101] := {13, 141} tii[7,102] := {110, 153} tii[7,103] := {51, 223} tii[7,104] := {105, 189} tii[7,105] := {64, 236} tii[7,106] := {7, 135} tii[7,107] := {79, 221} tii[7,108] := {72} tii[7,109] := {15, 177} tii[7,110] := {43, 212} tii[7,111] := {95} tii[7,112] := {10, 156} tii[7,113] := {22, 199} tii[7,114] := {23, 181} tii[7,115] := {5, 136} tii[7,116] := {29, 217} tii[7,117] := {91, 134} tii[7,118] := {11, 154} tii[7,119] := {2, 120} tii[7,120] := {36, 229} tii[7,121] := {86, 169} tii[7,122] := {47, 240} tii[7,123] := {97, 203} tii[7,124] := {1, 102} tii[7,125] := {53, 230} tii[7,126] := {58} tii[7,127] := {33, 227} tii[7,128] := {77} tii[7,129] := {16, 193} tii[7,130] := {74, 114} tii[7,131] := {8, 160} tii[7,132] := {69, 150} tii[7,133] := {3, 122} tii[7,134] := {78, 184} tii[7,135] := {67, 214} tii[7,136] := {82} tii[7,137] := {41, 138} tii[7,138] := {17, 126} tii[7,139] := {6, 116} tii[7,140] := {0, 85} cell#235 , |C| = 392 special orbit = [7, 2, 2, 2, 2, 1, 1] special rep = [[3, 1, 1], [1, 1, 1]] , dim = 336 cell rep = phi[[3, 1, 1],[1, 1, 1]]+phi[[],[4, 2, 2]] TII depth = 4 TII multiplicity polynomial = 280*X+56*X^2 TII subcells: tii[31,1] := {363} tii[31,2] := {350} tii[31,3] := {315} tii[31,4] := {285} tii[31,5] := {234} tii[31,6] := {148} tii[31,7] := {379} tii[31,8] := {370} tii[31,9] := {347} tii[31,10] := {387} tii[31,11] := {243} tii[31,12] := {351} tii[31,13] := {389} tii[31,14] := {187} tii[31,15] := {316} tii[31,16] := {388} tii[31,17] := {390, 391} tii[31,18] := {369} tii[31,19] := {108} tii[31,20] := {279} tii[31,21] := {365} tii[31,22] := {373, 374} tii[31,23] := {313} tii[31,24] := {333, 334} tii[31,25] := {284} tii[31,26] := {233} tii[31,27] := {319} tii[31,28] := {77} tii[31,29] := {188} tii[31,30] := {308} tii[31,31] := {325, 326} tii[31,32] := {227} tii[31,33] := {252, 253} tii[31,34] := {107} tii[31,35] := {139} tii[31,36] := {163, 164} tii[31,37] := {71} tii[31,38] := {72} tii[31,39] := {78} tii[31,40] := {341} tii[31,41] := {98} tii[31,42] := {322} tii[31,43] := {88} tii[31,44] := {311} tii[31,45] := {138} tii[31,46] := {278} tii[31,47] := {91} tii[31,48] := {277} tii[31,49] := {184} tii[31,50] := {239} tii[31,51] := {286} tii[31,52] := {119} tii[31,53] := {237} tii[31,54] := {79} tii[31,55] := {249} tii[31,56] := {160} tii[31,57] := {214} tii[31,58] := {192} tii[31,59] := {106} tii[31,60] := {155} tii[31,61] := {377} tii[31,62] := {137} tii[31,63] := {381} tii[31,64] := {63} tii[31,65] := {343} tii[31,66] := {179} tii[31,67] := {321} tii[31,68] := {378} tii[31,69] := {66} tii[31,70] := {314} tii[31,71] := {230} tii[31,72] := {276} tii[31,73] := {383, 384} tii[31,74] := {280} tii[31,75] := {198} tii[31,76] := {244} tii[31,77] := {348} tii[31,78] := {87} tii[31,79] := {368} tii[31,80] := {235} tii[31,81] := {340} tii[31,82] := {54} tii[31,83] := {121} tii[31,84] := {204} tii[31,85] := {245} tii[31,86] := {364} tii[31,87] := {323} tii[31,88] := {190} tii[31,89] := {353, 354} tii[31,90] := {168} tii[31,91] := {371, 372} tii[31,92] := {300} tii[31,93] := {231} tii[31,94] := {271} tii[31,95] := {149} tii[31,96] := {76} tii[31,97] := {344} tii[31,98] := {296, 297} tii[31,99] := {114} tii[31,100] := {357, 358} tii[31,101] := {281} tii[31,102] := {336, 337} tii[31,103] := {118} tii[31,104] := {320} tii[31,105] := {37} tii[31,106] := {248} tii[31,107] := {159} tii[31,108] := {309} tii[31,109] := {189} tii[31,110] := {327, 328} tii[31,111] := {213} tii[31,112] := {142} tii[31,113] := {110} tii[31,114] := {52} tii[31,115] := {228} tii[31,116] := {270} tii[31,117] := {84} tii[31,118] := {254, 255} tii[31,119] := {294, 295} tii[31,120] := {194} tii[31,121] := {262, 263} tii[31,122] := {75} tii[31,123] := {182} tii[31,124] := {113} tii[31,125] := {210, 211} tii[31,126] := {174, 175} tii[31,127] := {178} tii[31,128] := {366} tii[31,129] := {42} tii[31,130] := {225} tii[31,131] := {45} tii[31,132] := {346} tii[31,133] := {274} tii[31,134] := {317} tii[31,135] := {242} tii[31,136] := {382} tii[31,137] := {200} tii[31,138] := {62} tii[31,139] := {380} tii[31,140] := {287} tii[31,141] := {352} tii[31,142] := {147} tii[31,143] := {36} tii[31,144] := {89} tii[31,145] := {161} tii[31,146] := {385, 386} tii[31,147] := {335} tii[31,148] := {126} tii[31,149] := {275} tii[31,150] := {367} tii[31,151] := {109} tii[31,152] := {51} tii[31,153] := {375, 376} tii[31,154] := {318} tii[31,155] := {83} tii[31,156] := {361, 362} tii[31,157] := {86} tii[31,158] := {283} tii[31,159] := {199} tii[31,160] := {21} tii[31,161] := {203} tii[31,162] := {268} tii[31,163] := {120} tii[31,164] := {324} tii[31,165] := {146} tii[31,166] := {246} tii[31,167] := {290, 291} tii[31,168] := {167} tii[31,169] := {301} tii[31,170] := {101} tii[31,171] := {232} tii[31,172] := {80} tii[31,173] := {34} tii[31,174] := {345} tii[31,175] := {226} tii[31,176] := {180} tii[31,177] := {59} tii[31,178] := {250, 251} tii[31,179] := {150} tii[31,180] := {282} tii[31,181] := {359, 360} tii[31,182] := {206, 207} tii[31,183] := {215, 216} tii[31,184] := {338, 339} tii[31,185] := {50} tii[31,186] := {186} tii[31,187] := {140} tii[31,188] := {82} tii[31,189] := {165, 166} tii[31,190] := {241} tii[31,191] := {306, 307} tii[31,192] := {130, 131} tii[31,193] := {117} tii[31,194] := {247} tii[31,195] := {12} tii[31,196] := {158} tii[31,197] := {212} tii[31,198] := {141} tii[31,199] := {269} tii[31,200] := {55} tii[31,201] := {20} tii[31,202] := {292, 293} tii[31,203] := {193} tii[31,204] := {40} tii[31,205] := {260, 261} tii[31,206] := {31} tii[31,207] := {100} tii[31,208] := {102} tii[31,209] := {56} tii[31,210] := {124, 125} tii[31,211] := {151} tii[31,212] := {217, 218} tii[31,213] := {93, 94} tii[31,214] := {49} tii[31,215] := {81} tii[31,216] := {128, 129} tii[31,217] := {0} tii[31,218] := {48} tii[31,219] := {3} tii[31,220] := {35} tii[31,221] := {9} tii[31,222] := {22} tii[31,223] := {8} tii[31,224] := {272} tii[31,225] := {99} tii[31,226] := {18} tii[31,227] := {53} tii[31,228] := {236} tii[31,229] := {144} tii[31,230] := {38} tii[31,231] := {196} tii[31,232] := {32} tii[31,233] := {191} tii[31,234] := {105} tii[31,235] := {57} tii[31,236] := {154} tii[31,237] := {115} tii[31,238] := {157} tii[31,239] := {14} tii[31,240] := {349} tii[31,241] := {342} tii[31,242] := {289} tii[31,243] := {65} tii[31,244] := {202} tii[31,245] := {26} tii[31,246] := {355, 356} tii[31,247] := {259} tii[31,248] := {46} tii[31,249] := {185} tii[31,250] := {43} tii[31,251] := {205} tii[31,252] := {122} tii[31,253] := {312} tii[31,254] := {331, 332} tii[31,255] := {240} tii[31,256] := {67} tii[31,257] := {169} tii[31,258] := {304, 305} tii[31,259] := {132} tii[31,260] := {145} tii[31,261] := {33} tii[31,262] := {273} tii[31,263] := {298, 299} tii[31,264] := {197} tii[31,265] := {58} tii[31,266] := {116} tii[31,267] := {266, 267} tii[31,268] := {223, 224} tii[31,269] := {6} tii[31,270] := {156} tii[31,271] := {44} tii[31,272] := {15} tii[31,273] := {288} tii[31,274] := {201} tii[31,275] := {29} tii[31,276] := {258} tii[31,277] := {27} tii[31,278] := {183} tii[31,279] := {310} tii[31,280] := {90} tii[31,281] := {162} tii[31,282] := {47} tii[31,283] := {329, 330} tii[31,284] := {127} tii[31,285] := {238} tii[31,286] := {95} tii[31,287] := {302, 303} tii[31,288] := {104} tii[31,289] := {143} tii[31,290] := {19} tii[31,291] := {229} tii[31,292] := {256, 257} tii[31,293] := {153} tii[31,294] := {195} tii[31,295] := {39} tii[31,296] := {264, 265} tii[31,297] := {85} tii[31,298] := {221, 222} tii[31,299] := {176, 177} tii[31,300] := {11} tii[31,301] := {103} tii[31,302] := {24} tii[31,303] := {152} tii[31,304] := {61} tii[31,305] := {219, 220} tii[31,306] := {135, 136} tii[31,307] := {2} tii[31,308] := {28} tii[31,309] := {7} tii[31,310] := {17} tii[31,311] := {16} tii[31,312] := {64} tii[31,313] := {123} tii[31,314] := {30} tii[31,315] := {92} tii[31,316] := {68} tii[31,317] := {74} tii[31,318] := {10} tii[31,319] := {181} tii[31,320] := {112} tii[31,321] := {208, 209} tii[31,322] := {23} tii[31,323] := {60} tii[31,324] := {172, 173} tii[31,325] := {133, 134} tii[31,326] := {4} tii[31,327] := {73} tii[31,328] := {13} tii[31,329] := {111} tii[31,330] := {41} tii[31,331] := {170, 171} tii[31,332] := {96, 97} tii[31,333] := {1} tii[31,334] := {5} tii[31,335] := {25} tii[31,336] := {69, 70} cell#236 , |C| = 1274 special orbit = [5, 3, 3, 2, 2, 1, 1] special rep = [[2, 1, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[2, 1, 1],[2, 1, 1]]+phi[[1, 1, 1],[3, 1, 1]]+phi[[2],[2, 2, 2]]+phi[[1],[3, 2, 2]] TII depth = 4 TII multiplicity polynomial = 238*X+266*X^2+126*X^4 TII subcells: tii[18,1] := {906} tii[18,2] := {587, 1148} tii[18,3] := {905} tii[18,4] := {704} tii[18,5] := {398, 1147} tii[18,6] := {396, 1145} tii[18,7] := {996} tii[18,8] := {707, 1199} tii[18,9] := {1106, 1107} tii[18,10] := {799} tii[18,11] := {1074} tii[18,12] := {920} tii[18,13] := {299, 1082} tii[18,14] := {581} tii[18,15] := {627, 1237} tii[18,16] := {956, 957, 1204, 1205} tii[18,17] := {1026, 1027, 1240, 1241} tii[18,18] := {1140} tii[18,19] := {342} tii[18,20] := {298, 1197} tii[18,21] := {741, 1259} tii[18,22] := {1072} tii[18,23] := {817, 818, 1210, 1211} tii[18,24] := {1116, 1117} tii[18,25] := {892, 893, 1248, 1249} tii[18,26] := {843, 1268} tii[18,27] := {925, 926, 1270, 1271} tii[18,28] := {904} tii[18,29] := {397, 1146} tii[18,30] := {703} tii[18,31] := {993} tii[18,32] := {216, 1236} tii[18,33] := {582} tii[18,34] := {509, 1195} tii[18,35] := {900} tii[18,36] := {576, 577, 1108, 1109} tii[18,37] := {964, 965} tii[18,38] := {657, 658, 1171, 1172} tii[18,39] := {686} tii[18,40] := {624, 1232} tii[18,41] := {770, 771} tii[18,42] := {718, 719, 1242, 1243} tii[18,43] := {297, 1258} tii[18,44] := {391, 1269} tii[18,45] := {474, 475, 1272, 1273} tii[18,46] := {234} tii[18,47] := {85, 343} tii[18,48] := {431} tii[18,49] := {800} tii[18,50] := {323} tii[18,51] := {181} tii[18,52] := {456, 1083} tii[18,53] := {588} tii[18,54] := {55, 455} tii[18,55] := {236, 696} tii[18,56] := {371, 837} tii[18,57] := {684} tii[18,58] := {433} tii[18,59] := {454} tii[18,60] := {344, 1009} tii[18,61] := {87, 585} tii[18,62] := {578} tii[18,63] := {329} tii[18,64] := {117, 695} tii[18,65] := {479} tii[18,66] := {193, 836} tii[18,67] := {253, 922} tii[18,68] := {123, 693} tii[18,69] := {192, 834} tii[18,70] := {1032, 1033} tii[18,71] := {434} tii[18,72] := {556} tii[18,73] := {995} tii[18,74] := {858, 859, 1157, 1158} tii[18,75] := {41, 586} tii[18,76] := {251} tii[18,77] := {708} tii[18,78] := {819} tii[18,79] := {326, 813} tii[18,80] := {511, 1198} tii[18,81] := {940, 941, 1206, 1207} tii[18,82] := {490, 935} tii[18,83] := {682} tii[18,84] := {801} tii[18,85] := {948, 949} tii[18,86] := {1073} tii[18,87] := {559} tii[18,88] := {816} tii[18,89] := {584} tii[18,90] := {182} tii[18,91] := {566} tii[18,92] := {860, 861} tii[18,93] := {250} tii[18,94] := {626, 1235} tii[18,95] := {992} tii[18,96] := {700, 701, 1165, 1166} tii[18,97] := {68, 706} tii[18,98] := {702} tii[18,99] := {441} tii[18,100] := {100, 812} tii[18,101] := {750, 751, 1096, 1097} tii[18,102] := {300, 1084} tii[18,103] := {705} tii[18,104] := {235, 916} tii[18,105] := {758, 759, 942, 943} tii[18,106] := {724} tii[18,107] := {1046, 1047} tii[18,108] := {780, 781, 1216, 1217} tii[18,109] := {606} tii[18,110] := {161, 934} tii[18,111] := {846, 847, 1163, 1164} tii[18,112] := {370, 1019} tii[18,113] := {246} tii[18,114] := {334, 1002} tii[18,115] := {464} tii[18,116] := {635, 636, 1042, 1043} tii[18,117] := {740, 1256} tii[18,118] := {219, 1010} tii[18,119] := {104, 809} tii[18,120] := {804} tii[18,121] := {522, 523, 974, 975} tii[18,122] := {369} tii[18,123] := {485, 1091} tii[18,124] := {828, 829, 1260, 1261} tii[18,125] := {884, 885} tii[18,126] := {159, 931} tii[18,127] := {744, 745, 1128, 1129} tii[18,128] := {671, 672, 1187, 1188} tii[18,129] := {681} tii[18,130] := {994} tii[18,131] := {106, 821} tii[18,132] := {815} tii[18,133] := {565} tii[18,134] := {901} tii[18,135] := {579, 580, 1110, 1111} tii[18,136] := {510, 1196} tii[18,137] := {341} tii[18,138] := {148, 915} tii[18,139] := {966, 967} tii[18,140] := {661, 662, 1173, 1174} tii[18,141] := {226, 1018} tii[18,142] := {723} tii[18,143] := {443} tii[18,144] := {215, 1001} tii[18,145] := {301, 1085} tii[18,146] := {461, 462, 1040, 1041} tii[18,147] := {435} tii[18,148] := {153, 912} tii[18,149] := {625, 1233} tii[18,150] := {803} tii[18,151] := {356, 357, 972, 973} tii[18,152] := {305, 1090} tii[18,153] := {526, 527} tii[18,154] := {224, 1015} tii[18,155] := {720, 721, 1244, 1245} tii[18,156] := {882, 883} tii[18,157] := {550, 551, 1126, 1127} tii[18,158] := {608} tii[18,159] := {786, 787} tii[18,160] := {503, 504, 1185, 1186} tii[18,161] := {213, 999} tii[18,162] := {507, 1192} tii[18,163] := {303, 1088} tii[18,164] := {602, 603, 1214, 1215} tii[18,165] := {498, 499, 1181, 1182} tii[18,166] := {679} tii[18,167] := {322} tii[18,168] := {823} tii[18,169] := {23, 709} tii[18,170] := {180} tii[18,171] := {437, 917} tii[18,172] := {614, 1020} tii[18,173] := {798} tii[18,174] := {1034, 1035} tii[18,175] := {683} tii[18,176] := {432} tii[18,177] := {919} tii[18,178] := {690} tii[18,179] := {820} tii[18,180] := {453} tii[18,181] := {862, 863, 1159, 1160} tii[18,182] := {960, 961} tii[18,183] := {126} tii[18,184] := {217, 1008} tii[18,185] := {325, 1005} tii[18,186] := {43, 822} tii[18,187] := {328} tii[18,188] := {575} tii[18,189] := {62, 694} tii[18,190] := {831} tii[18,191] := {944, 945, 1208, 1209} tii[18,192] := {870, 871, 1030, 1031} tii[18,193] := {489, 1094} tii[18,194] := {478} tii[18,195] := {109, 835} tii[18,196] := {445, 1079} tii[18,197] := {752, 753, 1114, 1115} tii[18,198] := {175} tii[18,199] := {908} tii[18,200] := {347} tii[18,201] := {155, 1086} tii[18,202] := {65, 913} tii[18,203] := {643, 644, 1054, 1055} tii[18,204] := {611, 1154} tii[18,205] := {978, 979} tii[18,206] := {848, 849, 1177, 1178} tii[18,207] := {266} tii[18,208] := {108, 1016} tii[18,209] := {790, 791, 1228, 1229} tii[18,210] := {557} tii[18,211] := {902} tii[18,212] := {903} tii[18,213] := {1044, 1045} tii[18,214] := {67, 921} tii[18,215] := {1006} tii[18,216] := {698} tii[18,217] := {452} tii[18,218] := {86} tii[18,219] := {796} tii[18,220] := {450, 451, 1036, 1037} tii[18,221] := {805} tii[18,222] := {439} tii[18,223] := {395, 1144} tii[18,224] := {293, 1081} tii[18,225] := {99, 810} tii[18,226] := {962, 963, 1104, 1105} tii[18,227] := {872, 873} tii[18,228] := {534, 535, 1122, 1123} tii[18,229] := {927} tii[18,230] := {160, 932} tii[18,231] := {604} tii[18,232] := {402, 1156} tii[18,233] := {560} tii[18,234] := {330} tii[18,235] := {997} tii[18,236] := {691} tii[18,237] := {151, 909} tii[18,238] := {394, 1143} tii[18,239] := {252} tii[18,240] := {710, 711, 1167, 1168} tii[18,241] := {218, 1149} tii[18,242] := {345, 346, 950, 951} tii[18,243] := {122} tii[18,244] := {103, 1003} tii[18,245] := {685} tii[18,246] := {506, 1191} tii[18,247] := {866, 867, 1161, 1162} tii[18,248] := {1056, 1057} tii[18,249] := {647, 648} tii[18,250] := {257, 258, 874, 875} tii[18,251] := {222, 1012} tii[18,252] := {513, 1203} tii[18,253] := {158, 1092} tii[18,254] := {768, 769} tii[18,255] := {421, 422, 1058, 1059} tii[18,256] := {832} tii[18,257] := {480} tii[18,258] := {597, 598, 1120, 1121} tii[18,259] := {191} tii[18,260] := {794, 795, 1218, 1219} tii[18,261] := {600, 601, 1212, 1213} tii[18,262] := {988, 989} tii[18,263] := {663, 664} tii[18,264] := {383, 384, 1130, 1131} tii[18,265] := {738, 739, 1254, 1255} tii[18,266] := {171} tii[18,267] := {150, 1077} tii[18,268] := {436} tii[18,269] := {392, 1234} tii[18,270] := {508, 1194} tii[18,271] := {712, 713, 1169, 1170} tii[18,272] := {221, 1152} tii[18,273] := {528, 529} tii[18,274] := {476, 477, 1246, 1247} tii[18,275] := {263} tii[18,276] := {628, 1239} tii[18,277] := {839, 840, 1266, 1267} tii[18,278] := {417, 418} tii[18,279] := {380, 381, 1224, 1225} tii[18,280] := {680} tii[18,281] := {814} tii[18,282] := {42, 1007} tii[18,283] := {564} tii[18,284] := {147, 914} tii[18,285] := {225, 1017} tii[18,286] := {722} tii[18,287] := {442} tii[18,288] := {214, 1000} tii[18,289] := {458, 459, 1038, 1039} tii[18,290] := {802} tii[18,291] := {154, 1200} tii[18,292] := {64, 1080} tii[18,293] := {304, 1089} tii[18,294] := {546, 547, 1124, 1125} tii[18,295] := {880, 881} tii[18,296] := {607} tii[18,297] := {354, 355, 970, 971} tii[18,298] := {107, 1155} tii[18,299] := {784, 785} tii[18,300] := {501, 502, 1183, 1184} tii[18,301] := {101, 1142} tii[18,302] := {292, 1257} tii[18,303] := {331} tii[18,304] := {294, 1075} tii[18,305] := {465, 466, 1048, 1049} tii[18,306] := {156, 1202} tii[18,307] := {359, 360, 1262, 1263} tii[18,308] := {399, 1150} tii[18,309] := {481} tii[18,310] := {665, 666} tii[18,311] := {617, 618, 1220, 1221} tii[18,312] := {278, 279, 1252, 1253} tii[18,313] := {149, 1193} tii[18,314] := {220, 1238} tii[18,315] := {378, 379, 1264, 1265} tii[18,316] := {30} tii[18,317] := {125} tii[18,318] := {37, 84} tii[18,319] := {69, 135} tii[18,320] := {50} tii[18,321] := {321} tii[18,322] := {179} tii[18,323] := {78} tii[18,324] := {457} tii[18,325] := {128} tii[18,326] := {20, 124} tii[18,327] := {168, 572} tii[18,328] := {237} tii[18,329] := {130} tii[18,330] := {44, 194} tii[18,331] := {270, 731} tii[18,332] := {210, 372} tii[18,333] := {31, 173} tii[18,334] := {349} tii[18,335] := {121, 449} tii[18,336] := {177} tii[18,337] := {58, 264} tii[18,338] := {268} tii[18,339] := {195, 616} tii[18,340] := {98, 358} tii[18,341] := {141, 500} tii[18,342] := {852, 853} tii[18,343] := {558} tii[18,344] := {77} tii[18,345] := {327} tii[18,346] := {633, 634, 1022, 1023} tii[18,347] := {748, 749} tii[18,348] := {699} tii[18,349] := {249} tii[18,350] := {127} tii[18,351] := {440} tii[18,352] := {118} tii[18,353] := {167, 811} tii[18,354] := {9, 178} tii[18,355] := {583} tii[18,356] := {742, 743, 1102, 1103} tii[18,357] := {639, 640, 844, 845} tii[18,358] := {291, 491} tii[18,359] := {605} tii[18,360] := {188} tii[18,361] := {269, 933} tii[18,362] := {24, 271} tii[18,363] := {463} tii[18,364] := {245} tii[18,365] := {80} tii[18,366] := {241, 910} tii[18,367] := {17, 243} tii[18,368] := {82, 574} tii[18,369] := {516, 517, 952, 953} tii[18,370] := {176} tii[18,371] := {348} tii[18,372] := {687} tii[18,373] := {335} tii[18,374] := {637, 638} tii[18,375] := {209, 596} tii[18,376] := {368} tii[18,377] := {772, 773} tii[18,378] := {405, 406, 876, 877} tii[18,379] := {364, 1013} tii[18,380] := {34, 365} tii[18,381] := {629, 630, 1060, 1061} tii[18,382] := {524, 525, 746, 747} tii[18,383] := {132} tii[18,384] := {267} tii[18,385] := {61, 473} tii[18,386] := {136, 733} tii[18,387] := {486} tii[18,388] := {281} tii[18,389] := {542, 543, 1132, 1133} tii[18,390] := {94, 621} tii[18,391] := {413, 414, 673, 674} tii[18,392] := {403, 404, 856, 857} tii[18,393] := {240} tii[18,394] := {172, 808} tii[18,395] := {33, 336} tii[18,396] := {562} tii[18,397] := {514, 515, 982, 983} tii[18,398] := {97, 595} tii[18,399] := {651, 652} tii[18,400] := {307, 308, 764, 765} tii[18,401] := {265, 930} tii[18,402] := {60, 484} tii[18,403] := {363} tii[18,404] := {140, 736} tii[18,405] := {540, 541} tii[18,406] := {419, 420, 1068, 1069} tii[18,407] := {228, 229, 659, 660} tii[18,408] := {317, 318, 990, 991} tii[18,409] := {115} tii[18,410] := {797} tii[18,411] := {958, 959} tii[18,412] := {340} tii[18,413] := {438} tii[18,414] := {169} tii[18,415] := {918} tii[18,416] := {5, 247} tii[18,417] := {689} tii[18,418] := {56} tii[18,419] := {211, 1004} tii[18,420] := {868, 869, 1028, 1029} tii[18,421] := {261} tii[18,422] := {390, 615} tii[18,423] := {15, 373} tii[18,424] := {830} tii[18,425] := {306, 1093} tii[18,426] := {10, 337} tii[18,427] := {446} tii[18,428] := {120} tii[18,429] := {589, 590, 1112, 1113} tii[18,430] := {754, 755} tii[18,431] := {83} tii[18,432] := {907} tii[18,433] := {338} tii[18,434] := {567} tii[18,435] := {296, 1078} tii[18,436] := {591} tii[18,437] := {63, 697} tii[18,438] := {183} tii[18,439] := {756, 757, 1098, 1099} tii[18,440] := {290, 717} tii[18,441] := {25, 487} tii[18,442] := {645, 646, 850, 851} tii[18,443] := {976, 977} tii[18,444] := {488} tii[18,445] := {612} tii[18,446] := {190} tii[18,447] := {471, 472, 1052, 1053} tii[18,448] := {401, 1153} tii[18,449] := {675, 676, 1175, 1176} tii[18,450] := {110, 838} tii[18,451] := {134} tii[18,452] := {725} tii[18,453] := {49, 599} tii[18,454] := {74, 737} tii[18,455] := {382} tii[18,456] := {532, 533, 792, 793} tii[18,457] := {894, 895} tii[18,458] := {622, 623, 1226, 1227} tii[18,459] := {333} tii[18,460] := {688} tii[18,461] := {350, 351, 954, 955} tii[18,462] := {119} tii[18,463] := {81} tii[18,464] := {324} tii[18,465] := {152, 911} tii[18,466] := {393, 1141} tii[18,467] := {444} tii[18,468] := {22, 447} tii[18,469] := {641, 642, 1024, 1025} tii[18,470] := {592, 593, 1118, 1119} tii[18,471] := {76, 716} tii[18,472] := {774, 775} tii[18,473] := {208, 826} tii[18,474] := {409, 410} tii[18,475] := {483} tii[18,476] := {133} tii[18,477] := {259, 260, 878, 879} tii[18,478] := {223, 1014} tii[18,479] := {512, 1201} tii[18,480] := {46, 610} tii[18,481] := {429, 430, 1062, 1063} tii[18,482] := {189} tii[18,483] := {609} tii[18,484] := {669, 670} tii[18,485] := {411, 412, 890, 891} tii[18,486] := {282} tii[18,487] := {734, 735, 1250, 1251} tii[18,488] := {112, 841} tii[18,489] := {788, 789} tii[18,490] := {313, 314} tii[18,491] := {198, 199, 782, 783} tii[18,492] := {385, 386, 1134, 1135} tii[18,493] := {554, 555} tii[18,494] := {287, 288, 1070, 1071} tii[18,495] := {38, 570} tii[18,496] := {170} tii[18,497] := {295, 1076} tii[18,498] := {467, 468, 1050, 1051} tii[18,499] := {70, 727} tii[18,500] := {114, 825} tii[18,501] := {400, 1151} tii[18,502] := {262} tii[18,503] := {162, 936} tii[18,504] := {275, 276, 888, 889} tii[18,505] := {619, 620, 1222, 1223} tii[18,506] := {415, 416} tii[18,507] := {387, 388, 1136, 1137} tii[18,508] := {166} tii[18,509] := {563} tii[18,510] := {248} tii[18,511] := {116} tii[18,512] := {2, 339} tii[18,513] := {505, 730} tii[18,514] := {187} tii[18,515] := {6, 492} tii[18,516] := {569} tii[18,517] := {4, 448} tii[18,518] := {244} tii[18,519] := {79} tii[18,520] := {864, 865} tii[18,521] := {39, 573} tii[18,522] := {460} tii[18,523] := {389, 827} tii[18,524] := {766, 767, 946, 947} tii[18,525] := {13, 613} tii[18,526] := {367} tii[18,527] := {729} tii[18,528] := {71, 732} tii[18,529] := {131} tii[18,530] := {28, 470} tii[18,531] := {47, 842} tii[18,532] := {653, 654, 898, 899} tii[18,533] := {280} tii[18,534] := {239} tii[18,535] := {568} tii[18,536] := {102, 807} tii[18,537] := {52} tii[18,538] := {12, 571} tii[18,539] := {254, 255, 854, 855} tii[18,540] := {561} tii[18,541] := {760, 761, 1100, 1101} tii[18,542] := {289, 924} tii[18,543] := {48, 594} tii[18,544] := {157, 929} tii[18,545] := {649, 650} tii[18,546] := {362} tii[18,547] := {90} tii[18,548] := {27, 728} tii[18,549] := {726} tii[18,550] := {319, 320, 980, 981} tii[18,551] := {185, 186, 762, 763} tii[18,552] := {530, 531, 986, 987} tii[18,553] := {538, 539} tii[18,554] := {200} tii[18,555] := {896, 897} tii[18,556] := {73, 937} tii[18,557] := {283, 284, 1066, 1067} tii[18,558] := {137, 138, 655, 656} tii[18,559] := {206, 207, 1138, 1139} tii[18,560] := {423, 424} tii[18,561] := {238} tii[18,562] := {21, 692} tii[18,563] := {212, 998} tii[18,564] := {32} tii[18,565] := {352, 353, 968, 969} tii[18,566] := {45, 833} tii[18,567] := {227, 1011} tii[18,568] := {75, 714} tii[18,569] := {361} tii[18,570] := {302, 1087} tii[18,571] := {59} tii[18,572] := {536, 537} tii[18,573] := {111, 1021} tii[18,574] := {196, 197, 776, 777} tii[18,575] := {496, 497, 1179, 1180} tii[18,576] := {493, 494, 1064, 1065} tii[18,577] := {139} tii[18,578] := {315, 316} tii[18,579] := {285, 286, 1189, 1190} tii[18,580] := {11, 806} tii[18,581] := {113, 824} tii[18,582] := {26, 928} tii[18,583] := {72, 1095} tii[18,584] := {273, 274, 886, 887} tii[18,585] := {204, 205, 1230, 1231} tii[18,586] := {16} tii[18,587] := {7, 36} tii[18,588] := {51} tii[18,589] := {174} tii[18,590] := {19, 57} tii[18,591] := {89} tii[18,592] := {146, 272} tii[18,593] := {105, 203} tii[18,594] := {54} tii[18,595] := {242} tii[18,596] := {518, 519} tii[18,597] := {8, 88} tii[18,598] := {145, 469} tii[18,599] := {407, 408, 631, 632} tii[18,600] := {92} tii[18,601] := {366} tii[18,602] := {202} tii[18,603] := {66, 277} tii[18,604] := {311, 312, 544, 545} tii[18,605] := {230, 231, 427, 428} tii[18,606] := {53} tii[18,607] := {332} tii[18,608] := {520, 521, 938, 939} tii[18,609] := {144, 715} tii[18,610] := {3, 129} tii[18,611] := {91} tii[18,612] := {482} tii[18,613] := {309, 310, 778, 779} tii[18,614] := {40, 377} tii[18,615] := {201} tii[18,616] := {667, 668} tii[18,617] := {425, 426} tii[18,618] := {164, 165, 552, 553} tii[18,619] := {18} tii[18,620] := {1, 184} tii[18,621] := {163, 923} tii[18,622] := {35} tii[18,623] := {374, 375, 984, 985} tii[18,624] := {29, 495} tii[18,625] := {93} tii[18,626] := {232, 233} tii[18,627] := {142, 143, 677, 678} tii[18,628] := {0, 256} tii[18,629] := {14, 376} tii[18,630] := {95, 96, 548, 549} cell#237 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {374} tii[32,2] := {371} tii[32,3] := {341, 381} tii[32,4] := {357, 383} tii[32,5] := {361} tii[32,6] := {352} tii[32,7] := {339} tii[32,8] := {312} tii[32,9] := {313, 375} tii[32,10] := {281, 334} tii[32,11] := {335, 382} tii[32,12] := {327} tii[32,13] := {298} tii[32,14] := {280, 364} tii[32,15] := {262, 324} tii[32,16] := {306, 378} tii[32,17] := {240, 353} tii[32,18] := {204, 331} tii[32,19] := {274, 372} tii[32,20] := {246, 380} tii[32,21] := {338} tii[32,22] := {326} tii[32,23] := {310} tii[32,24] := {277} tii[32,25] := {278, 363} tii[32,26] := {241, 302} tii[32,27] := {303, 377} tii[32,28] := {276} tii[32,29] := {294} tii[32,30] := {259} tii[32,31] := {237} tii[32,32] := {238, 343} tii[32,33] := {221, 291} tii[32,34] := {201, 270} tii[32,35] := {271, 367} tii[32,36] := {197} tii[32,37] := {198, 328} tii[32,38] := {160, 300} tii[32,39] := {159, 231} tii[32,40] := {232, 355} tii[32,41] := {119, 205} tii[32,42] := {206, 373} tii[32,43] := {256} tii[32,44] := {218} tii[32,45] := {196, 317} tii[32,46] := {178, 252} tii[32,47] := {229, 347} tii[32,48] := {176} tii[32,49] := {154, 296} tii[32,50] := {118, 264} tii[32,51] := {134, 212} tii[32,52] := {191, 333} tii[32,53] := {97, 187} tii[32,54] := {166, 359} tii[32,55] := {112, 318} tii[32,56] := {80, 287} tii[32,57] := {146, 348} tii[32,58] := {55, 253} tii[32,59] := {124, 369} tii[32,60] := {147, 379} tii[32,61] := {309} tii[32,62] := {293} tii[32,63] := {275} tii[32,64] := {235} tii[32,65] := {236, 342} tii[32,66] := {199, 267} tii[32,67] := {268, 366} tii[32,68] := {255} tii[32,69] := {233} tii[32,70] := {217} tii[32,71] := {193} tii[32,72] := {194, 316} tii[32,73] := {177, 251} tii[32,74] := {155, 226} tii[32,75] := {227, 346} tii[32,76] := {151} tii[32,77] := {152, 295} tii[32,78] := {116, 263} tii[32,79] := {115, 188} tii[32,80] := {189, 332} tii[32,81] := {81, 163} tii[32,82] := {164, 358} tii[32,83] := {192} tii[32,84] := {214} tii[32,85] := {149} tii[32,86] := {174} tii[32,87] := {150, 283} tii[32,88] := {113, 184} tii[32,89] := {132, 209} tii[32,90] := {185, 321} tii[32,91] := {130} tii[32,92] := {109} tii[32,93] := {110, 257} tii[32,94] := {78, 222} tii[32,95] := {94, 169} tii[32,96] := {77, 142} tii[32,97] := {143, 301} tii[32,98] := {63, 140} tii[32,99] := {52, 121} tii[32,100] := {122, 336} tii[32,101] := {73} tii[32,102] := {74, 284} tii[32,103] := {50, 103} tii[32,104] := {51, 250} tii[32,105] := {105, 322} tii[32,106] := {28, 210} tii[32,107] := {27, 87} tii[32,108] := {88, 350} tii[32,109] := {16, 104} tii[32,110] := {106, 370} tii[32,111] := {173} tii[32,112] := {129} tii[32,113] := {108, 247} tii[32,114] := {93, 167} tii[32,115] := {139, 288} tii[32,116] := {91} tii[32,117] := {72, 215} tii[32,118] := {49, 179} tii[32,119] := {61, 125} tii[32,120] := {102, 265} tii[32,121] := {37, 98} tii[32,122] := {86, 307} tii[32,123] := {60} tii[32,124] := {47, 248} tii[32,125] := {36, 89} tii[32,126] := {24, 208} tii[32,127] := {69, 289} tii[32,128] := {15, 168} tii[32,129] := {19, 65} tii[32,130] := {57, 325} tii[32,131] := {11, 90} tii[32,132] := {70, 351} tii[32,133] := {22, 216} tii[32,134] := {13, 180} tii[32,135] := {44, 266} tii[32,136] := {7, 137} tii[32,137] := {30, 308} tii[32,138] := {4, 100} tii[32,139] := {45, 337} tii[32,140] := {34, 360} tii[32,141] := {362} tii[32,142] := {340} tii[32,143] := {314, 356} tii[32,144] := {311} tii[32,145] := {354} tii[32,146] := {279} tii[32,147] := {330, 368} tii[32,148] := {243, 305} tii[32,149] := {239} tii[32,150] := {315, 376} tii[32,151] := {203, 273} tii[32,152] := {161, 245} tii[32,153] := {234} tii[32,154] := {329} tii[32,155] := {195} tii[32,156] := {299, 349} tii[32,157] := {157, 228} tii[32,158] := {153} tii[32,159] := {260} tii[32,160] := {282, 365} tii[32,161] := {223, 292} tii[32,162] := {117, 190} tii[32,163] := {83, 165} tii[32,164] := {182, 272} tii[32,165] := {111} tii[32,166] := {244, 345} tii[32,167] := {79, 144} tii[32,168] := {162, 304} tii[32,169] := {54, 123} tii[32,170] := {31, 145} tii[32,171] := {148} tii[32,172] := {297} tii[32,173] := {107} tii[32,174] := {261, 323} tii[32,175] := {75, 138} tii[32,176] := {71} tii[32,177] := {219} tii[32,178] := {242, 344} tii[32,179] := {181, 254} tii[32,180] := {48, 101} tii[32,181] := {25, 85} tii[32,182] := {135, 230} tii[32,183] := {46} tii[32,184] := {131} tii[32,185] := {23, 67} tii[32,186] := {202, 320} tii[32,187] := {95, 171} tii[32,188] := {14, 56} tii[32,189] := {120, 269} tii[32,190] := {64, 141} tii[32,191] := {8, 68} tii[32,192] := {40, 172} tii[32,193] := {21} tii[32,194] := {158, 286} tii[32,195] := {12, 42} tii[32,196] := {6, 29} tii[32,197] := {84, 225} tii[32,198] := {32, 213} tii[32,199] := {3, 43} tii[32,200] := {0, 33} tii[32,201] := {258} tii[32,202] := {220, 290} tii[32,203] := {175} tii[32,204] := {200, 319} tii[32,205] := {133, 211} tii[32,206] := {96, 186} tii[32,207] := {92} tii[32,208] := {156, 285} tii[32,209] := {62, 127} tii[32,210] := {82, 224} tii[32,211] := {38, 99} tii[32,212] := {20, 128} tii[32,213] := {35} tii[32,214] := {114, 249} tii[32,215] := {18, 58} tii[32,216] := {10, 39} tii[32,217] := {53, 183} tii[32,218] := {17, 170} tii[32,219] := {5, 59} tii[32,220] := {2, 41} tii[32,221] := {76, 207} tii[32,222] := {26, 136} tii[32,223] := {9, 126} tii[32,224] := {1, 66} cell#238 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {858} tii[19,2] := {729, 890} tii[19,3] := {969} tii[19,4] := {540, 929} tii[19,5] := {944, 1002} tii[19,6] := {989, 1006} tii[19,7] := {724, 995} tii[19,8] := {834, 1004} tii[19,9] := {777} tii[19,10] := {638, 815} tii[19,11] := {225} tii[19,12] := {924} tii[19,13] := {686} tii[19,14] := {496} tii[19,15] := {443, 865} tii[19,16] := {539, 730} tii[19,17] := {229, 344} tii[19,18] := {886, 982} tii[19,19] := {325, 465} tii[19,20] := {957, 997} tii[19,21] := {779} tii[19,22] := {445, 696} tii[19,23] := {691} tii[19,24] := {191, 399} tii[19,25] := {723, 894} tii[19,26] := {630, 971} tii[19,27] := {602, 756} tii[19,28] := {284, 513} tii[19,29] := {833, 941} tii[19,30] := {748, 991} tii[19,31] := {537, 790} tii[19,32] := {456, 706} tii[19,33] := {662, 856} tii[19,34] := {970} tii[19,35] := {350, 889} tii[19,36] := {945, 1003} tii[19,37] := {990, 1007} tii[19,38] := {925} tii[19,39] := {267, 816} tii[19,40] := {863} tii[19,41] := {88, 529} tii[19,42] := {531, 981} tii[19,43] := {887, 984} tii[19,44] := {148, 654} tii[19,45] := {793, 912} tii[19,46] := {656, 996} tii[19,47] := {958, 999} tii[19,48] := {348, 892} tii[19,49] := {813, 973} tii[19,50] := {737, 935} tii[19,51] := {277, 826} tii[19,52] := {469, 939} tii[19,53] := {908, 994} tii[19,54] := {963, 964} tii[19,55] := {632, 1001} tii[19,56] := {750, 1005} tii[19,57] := {533, 983} tii[19,58] := {452, 954} tii[19,59] := {658, 998} tii[19,60] := {765, 992} tii[19,61] := {305} tii[19,62] := {778} tii[19,63] := {639, 817} tii[19,64] := {596} tii[19,65] := {310, 437} tii[19,66] := {416, 561} tii[19,67] := {860} tii[19,68] := {541, 787} tii[19,69] := {783} tii[19,70] := {261, 493} tii[19,71] := {811, 950} tii[19,72] := {702, 841} tii[19,73] := {370, 614} tii[19,74] := {906, 979} tii[19,75] := {637, 868} tii[19,76] := {755, 921} tii[19,77] := {551, 796} tii[19,78] := {162} tii[19,79] := {587} tii[19,80] := {393} tii[19,81] := {165, 262} tii[19,82] := {695} tii[19,83] := {402} tii[19,84] := {444, 640} tii[19,85] := {398, 532} tii[19,86] := {244, 371} tii[19,87] := {512, 657} tii[19,88] := {487} tii[19,89] := {926} tii[19,90] := {110} tii[19,91] := {687} tii[19,92] := {785} tii[19,93] := {588} tii[19,94] := {74} tii[19,95] := {888, 985} tii[19,96] := {352, 597} tii[19,97] := {593} tii[19,98] := {135, 311} tii[19,99] := {864} tii[19,100] := {192, 592} tii[19,101] := {112, 194} tii[19,102] := {446, 866} tii[19,103] := {315} tii[19,104] := {432, 629} tii[19,105] := {631, 820} tii[19,106] := {46, 103} tii[19,107] := {708} tii[19,108] := {959, 1000} tii[19,109] := {501, 665} tii[19,110] := {209, 417} tii[19,111] := {794, 913} tii[19,112] := {285, 712} tii[19,113] := {178, 287} tii[19,114] := {556, 747} tii[19,115] := {749, 884} tii[19,116] := {525, 722} tii[19,117] := {73, 168} tii[19,118] := {814, 947} tii[19,119] := {442, 700} tii[19,120] := {538, 931} tii[19,121] := {404} tii[19,122] := {48, 123} tii[19,123] := {738, 900} tii[19,124] := {650, 832} tii[19,125] := {363, 608} tii[19,126] := {566, 776} tii[19,127] := {321, 484} tii[19,128] := {663, 967} tii[19,129] := {457, 874} tii[19,130] := {125, 247} tii[19,131] := {909, 976} tii[19,132] := {184, 334} tii[19,133] := {845, 937} tii[19,134] := {780} tii[19,135] := {927} tii[19,136] := {692} tii[19,137] := {89, 343} tii[19,138] := {268, 641} tii[19,139] := {260, 690} tii[19,140] := {725, 896} tii[19,141] := {149, 464} tii[19,142] := {603, 758} tii[19,143] := {871, 960} tii[19,144] := {369, 801} tii[19,145] := {835, 943} tii[19,146] := {636, 972} tii[19,147] := {57, 263} tii[19,148] := {633, 869} tii[19,149] := {349, 733} tii[19,150] := {598} tii[19,151] := {338, 781} tii[19,152] := {897, 987} tii[19,153] := {37, 201} tii[19,154] := {754, 993} tii[19,155] := {547, 797} tii[19,156] := {550, 934} tii[19,157] := {278, 649} tii[19,158] := {470, 809} tii[19,159] := {101, 372} tii[19,160] := {459, 876} tii[19,161] := {504, 679} tii[19,162] := {751, 922} tii[19,163] := {420, 620} tii[19,164] := {158, 480} tii[19,165] := {846, 847} tii[19,166] := {671, 962} tii[19,167] := {439, 821} tii[19,168] := {643, 974} tii[19,169] := {360, 742} tii[19,170] := {563, 885} tii[19,171] := {678, 852} tii[19,172] := {293, 666} tii[19,173] := {304} tii[19,174] := {595} tii[19,175] := {309, 435} tii[19,176] := {415, 559} tii[19,177] := {391} tii[19,178] := {163} tii[19,179] := {859} tii[19,180] := {693} tii[19,181] := {488} tii[19,182] := {403} tii[19,183] := {166, 264} tii[19,184] := {116} tii[19,185] := {351, 786} tii[19,186] := {340, 528} tii[19,187] := {810, 948} tii[19,188] := {782} tii[19,189] := {134, 492} tii[19,190] := {609} tii[19,191] := {245, 373} tii[19,192] := {77, 154} tii[19,193] := {461, 653} tii[19,194] := {905, 977} tii[19,195] := {701, 839} tii[19,196] := {208, 613} tii[19,197] := {428, 625} tii[19,198] := {113, 232} tii[19,199] := {499} tii[19,200] := {727, 891} tii[19,201] := {441, 867} tii[19,202] := {79, 176} tii[19,203] := {552, 743} tii[19,204] := {410, 584} tii[19,205] := {179, 328} tii[19,206] := {646, 825} tii[19,207] := {565, 920} tii[19,208] := {362, 795} tii[19,209] := {837, 938} tii[19,210] := {252, 425} tii[19,211] := {762, 879} tii[19,212] := {861} tii[19,213] := {303} tii[19,214] := {169} tii[19,215] := {594} tii[19,216] := {862} tii[19,217] := {784} tii[19,218] := {55, 434} tii[19,219] := {394} tii[19,220] := {196, 731} tii[19,221] := {812, 951} tii[19,222] := {259, 433} tii[19,223] := {189, 591} tii[19,224] := {118, 214} tii[19,225] := {99, 558} tii[19,226] := {703, 842} tii[19,227] := {508} tii[19,228] := {907, 980} tii[19,229] := {368, 557} tii[19,230] := {792, 910} tii[19,231] := {282, 711} tii[19,232] := {726, 932} tii[19,233] := {599} tii[19,234] := {307} tii[19,235] := {337, 526} tii[19,236] := {136, 312} tii[19,237] := {635, 818} tii[19,238] := {535, 930} tii[19,239] := {33, 345} tii[19,240] := {255, 688} tii[19,241] := {697} tii[19,242] := {266, 819} tii[19,243] := {173, 273} tii[19,244] := {505, 680} tii[19,245] := {645, 875} tii[19,246] := {822, 953} tii[19,247] := {19, 274} tii[19,248] := {458, 651} tii[19,249] := {660, 966} tii[19,250] := {836, 968} tii[19,251] := {454, 873} tii[19,252] := {62, 466} tii[19,253] := {413} tii[19,254] := {95, 240} tii[19,255] := {549, 739} tii[19,256] := {364, 799} tii[19,257] := {210, 418} tii[19,258] := {753, 882} tii[19,259] := {605, 769} tii[19,260] := {204, 740} tii[19,261] := {375, 883} tii[19,262] := {915, 916} tii[19,263] := {422, 576} tii[19,264] := {105, 577} tii[19,265] := {516, 717} tii[19,266] := {298, 520} tii[19,267] := {670, 806} tii[19,268] := {572, 914} tii[19,269] := {634, 870} tii[19,270] := {347, 895} tii[19,271] := {257, 491} tii[19,272] := {544, 933} tii[19,273] := {142, 318} tii[19,274] := {642, 828} tii[19,275] := {548, 798} tii[19,276] := {276, 829} tii[19,277] := {366, 612} tii[19,278] := {752, 923} tii[19,279] := {468, 942} tii[19,280] := {579, 918} tii[19,281] := {850, 851} tii[19,282] := {381, 618} tii[19,283] := {574, 766} tii[19,284] := {472, 716} tii[19,285] := {217, 757} tii[19,286] := {773, 774} tii[19,287] := {928} tii[19,288] := {133, 628} tii[19,289] := {207, 746} tii[19,290] := {872, 961} tii[19,291] := {56, 436} tii[19,292] := {788} tii[19,293] := {186, 721} tii[19,294] := {440, 946} tii[19,295] := {898, 988} tii[19,296] := {100, 560} tii[19,297] := {36, 357} tii[19,298] := {279, 831} tii[19,299] := {704, 853} tii[19,300] := {564, 975} tii[19,301] := {361, 899} tii[19,302] := {157, 674} tii[19,303] := {616, 805} tii[19,304] := {476, 936} tii[19,305] := {438, 949} tii[19,306] := {131, 626} tii[19,307] := {450, 952} tii[19,308] := {58, 448} tii[19,309] := {359, 902} tii[19,310] := {823, 955} tii[19,311] := {205, 744} tii[19,312] := {562, 978} tii[19,313] := {677, 965} tii[19,314] := {218, 760} tii[19,315] := {664, 878} tii[19,316] := {292, 840} tii[19,317] := {383, 880} tii[19,318] := {582, 919} tii[19,319] := {546, 986} tii[19,320] := {377, 911} tii[19,321] := {226} tii[19,322] := {497} tii[19,323] := {230, 346} tii[19,324] := {170} tii[19,325] := {326, 467} tii[19,326] := {119, 216} tii[19,327] := {167, 313} tii[19,328] := {600} tii[19,329] := {122, 241} tii[19,330] := {506, 684} tii[19,331] := {246, 419} tii[19,332] := {333, 521} tii[19,333] := {392} tii[19,334] := {71} tii[19,335] := {234} tii[19,336] := {72, 138} tii[19,337] := {44} tii[19,338] := {694} tii[19,339] := {489} tii[19,340] := {341, 530} tii[19,341] := {235} tii[19,342] := {124, 212} tii[19,343] := {27, 66} tii[19,344] := {172, 291} tii[19,345] := {610} tii[19,346] := {462, 655} tii[19,347] := {699} tii[19,348] := {429, 627} tii[19,349] := {193, 401} tii[19,350] := {43, 114} tii[19,351] := {728, 893} tii[19,352] := {316} tii[19,353] := {396} tii[19,354] := {26} tii[19,355] := {238, 358} tii[19,356] := {607, 772} tii[19,357] := {242, 389} tii[19,358] := {28, 80} tii[19,359] := {553, 745} tii[19,360] := {82, 180} tii[19,361] := {838, 940} tii[19,362] := {14, 41} tii[19,363] := {647, 827} tii[19,364] := {144, 320} tii[19,365] := {286, 515} tii[19,366] := {510} tii[19,367] := {763, 881} tii[19,368] := {129, 253} tii[19,369] := {385, 622} tii[19,370] := {518, 675} tii[19,371] := {7, 32} tii[19,372] := {25, 139} tii[19,373] := {339, 590} tii[19,374] := {405} tii[19,375] := {50, 213} tii[19,376] := {199, 407} tii[19,377] := {13, 98} tii[19,378] := {735, 903} tii[19,379] := {460, 710} tii[19,380] := {322, 486} tii[19,381] := {672, 849} tii[19,382] := {475, 715} tii[19,383] := {250, 426} tii[19,384] := {86, 301} tii[19,385] := {8, 67} tii[19,386] := {130, 390} tii[19,387] := {224} tii[19,388] := {115} tii[19,389] := {495} tii[19,390] := {314} tii[19,391] := {306} tii[19,392] := {190, 342} tii[19,393] := {76, 152} tii[19,394] := {412} tii[19,395] := {236, 376} tii[19,396] := {283, 463} tii[19,397] := {490} tii[19,398] := {91, 231} tii[19,399] := {45} tii[19,400] := {498} tii[19,401] := {256, 430} tii[19,402] := {789} tii[19,403] := {137, 494} tii[19,404] := {227} tii[19,405] := {536, 732} tii[19,406] := {120, 200} tii[19,407] := {317, 451} tii[19,408] := {29, 69} tii[19,409] := {409, 580} tii[19,410] := {611} tii[19,411] := {705, 854} tii[19,412] := {61, 175} tii[19,413] := {365, 554} tii[19,414] := {151, 327} tii[19,415] := {211, 615} tii[19,416] := {96, 408} tii[19,417] := {455, 648} tii[19,418] := {661, 808} tii[19,419] := {323} tii[19,420] := {299, 718} tii[19,421] := {15, 54} tii[19,422] := {221, 424} tii[19,423] := {617, 764} tii[19,424] := {573, 719} tii[19,425] := {331, 479} tii[19,426] := {500} tii[19,427] := {34, 195} tii[19,428] := {258, 689} tii[19,429] := {534, 791} tii[19,430] := {188, 397} tii[19,431] := {164} tii[19,432] := {824, 956} tii[19,433] := {78, 145} tii[19,434] := {94, 239} tii[19,435] := {143, 503} tii[19,436] := {411, 586} tii[19,437] := {353, 543} tii[19,438] := {453, 707} tii[19,439] := {545, 741} tii[19,440] := {20, 146} tii[19,441] := {281, 511} tii[19,442] := {63, 288} tii[19,443] := {367, 800} tii[19,444] := {659, 857} tii[19,445] := {243} tii[19,446] := {330, 522} tii[19,447] := {31, 84} tii[19,448] := {667, 844} tii[19,449] := {767, 768} tii[19,450] := {296, 519} tii[19,451] := {478, 676} tii[19,452] := {382, 804} tii[19,453] := {575, 917} tii[19,454] := {378, 619} tii[19,455] := {106, 387} tii[19,456] := {11, 104} tii[19,457] := {251, 386} tii[19,458] := {682, 683} tii[19,459] := {161, 485} tii[19,460] := {254, 427} tii[19,461] := {132, 431} tii[19,462] := {59, 272} tii[19,463] := {198, 604} tii[19,464] := {644, 830} tii[19,465] := {206, 555} tii[19,466] := {474, 877} tii[19,467] := {219, 571} tii[19,468] := {471, 713} tii[19,469] := {22, 153} tii[19,470] := {384, 720} tii[19,471] := {583, 775} tii[19,472] := {223, 581} tii[19,473] := {233} tii[19,474] := {171, 289} tii[19,475] := {395} tii[19,476] := {75} tii[19,477] := {90, 400} tii[19,478] := {698} tii[19,479] := {237, 356} tii[19,480] := {49, 107} tii[19,481] := {509} tii[19,482] := {606, 770} tii[19,483] := {150, 514} tii[19,484] := {60, 319} tii[19,485] := {220, 621} tii[19,486] := {30, 85} tii[19,487] := {517, 673} tii[19,488] := {228} tii[19,489] := {187, 589} tii[19,490] := {18, 265} tii[19,491] := {601} tii[19,492] := {121, 202} tii[19,493] := {269, 447} tii[19,494] := {734, 901} tii[19,495] := {93, 406} tii[19,496] := {280, 709} tii[19,497] := {324} tii[19,498] := {38, 374} tii[19,499] := {507, 685} tii[19,500] := {9, 203} tii[19,501] := {52, 127} tii[19,502] := {568, 759} tii[19,503] := {332, 481} tii[19,504] := {421, 623} tii[19,505] := {295, 714} tii[19,506] := {68, 482} tii[19,507] := {477, 848} tii[19,508] := {4, 155} tii[19,509] := {109, 585} tii[19,510] := {335, 524} tii[19,511] := {87, 527} tii[19,512] := {35, 355} tii[19,513] := {736, 904} tii[19,514] := {197, 354} tii[19,515] := {140, 502} tii[19,516] := {147, 652} tii[19,517] := {379, 802} tii[19,518] := {567, 803} tii[19,519] := {156, 669} tii[19,520] := {10, 215} tii[19,521] := {64, 181} tii[19,522] := {473, 668} tii[19,523] := {297, 807} tii[19,524] := {388, 624} tii[19,525] := {483, 855} tii[19,526] := {160, 681} tii[19,527] := {92, 542} tii[19,528] := {294, 843} tii[19,529] := {21, 290} tii[19,530] := {222, 771} tii[19,531] := {117} tii[19,532] := {81, 159} tii[19,533] := {51, 128} tii[19,534] := {308} tii[19,535] := {12} tii[19,536] := {174, 275} tii[19,537] := {6, 23} tii[19,538] := {414} tii[19,539] := {83, 182} tii[19,540] := {423, 578} tii[19,541] := {2, 17} tii[19,542] := {0, 24} tii[19,543] := {111} tii[19,544] := {47, 97} tii[19,545] := {270, 449} tii[19,546] := {177} tii[19,547] := {16, 53} tii[19,548] := {102, 249} tii[19,549] := {569, 761} tii[19,550] := {183, 300} tii[19,551] := {185, 336} tii[19,552] := {3, 42} tii[19,553] := {141, 271} tii[19,554] := {40, 126} tii[19,555] := {65, 329} tii[19,556] := {380, 570} tii[19,557] := {302, 523} tii[19,558] := {5, 70} tii[19,559] := {39, 248} tii[19,560] := {1, 108} cell#239 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {255} tii[24,2] := {276} tii[24,3] := {279} tii[24,4] := {236} tii[24,5] := {202} tii[24,6] := {269} tii[24,7] := {228} tii[24,8] := {277} tii[24,9] := {214} tii[24,10] := {189} tii[24,11] := {257} tii[24,12] := {222} tii[24,13] := {173} tii[24,14] := {272} tii[24,15] := {264} tii[24,16] := {250} tii[24,17] := {274} tii[24,18] := {278} tii[24,19] := {213} tii[24,20] := {174} tii[24,21] := {256} tii[24,22] := {203} tii[24,23] := {271} tii[24,24] := {187} tii[24,25] := {161} tii[24,26] := {146} tii[24,27] := {239} tii[24,28] := {196} tii[24,29] := {143} tii[24,30] := {177} tii[24,31] := {261} tii[24,32] := {117} tii[24,33] := {249} tii[24,34] := {95} tii[24,35] := {231} tii[24,36] := {150} tii[24,37] := {265} tii[24,38] := {171} tii[24,39] := {275} tii[24,40] := {159} tii[24,41] := {131} tii[24,42] := {217} tii[24,43] := {168} tii[24,44] := {113} tii[24,45] := {244} tii[24,46] := {103} tii[24,47] := {230} tii[24,48] := {208} tii[24,49] := {137} tii[24,50] := {84} tii[24,51] := {252} tii[24,52] := {157} tii[24,53] := {63} tii[24,54] := {267} tii[24,55] := {218} tii[24,56] := {194} tii[24,57] := {245} tii[24,58] := {170} tii[24,59] := {262} tii[24,60] := {273} tii[24,61] := {186} tii[24,62] := {145} tii[24,63] := {238} tii[24,64] := {176} tii[24,65] := {260} tii[24,66] := {158} tii[24,67] := {130} tii[24,68] := {115} tii[24,69] := {216} tii[24,70] := {167} tii[24,71] := {112} tii[24,72] := {148} tii[24,73] := {243} tii[24,74] := {86} tii[24,75] := {229} tii[24,76] := {68} tii[24,77] := {207} tii[24,78] := {120} tii[24,79] := {251} tii[24,80] := {139} tii[24,81] := {266} tii[24,82] := {129} tii[24,83] := {85} tii[24,84] := {101} tii[24,85] := {190} tii[24,86] := {119} tii[24,87] := {135} tii[24,88] := {82} tii[24,89] := {223} tii[24,90] := {74} tii[24,91] := {60} tii[24,92] := {206} tii[24,93] := {45} tii[24,94] := {182} tii[24,95] := {105} tii[24,96] := {57} tii[24,97] := {90} tii[24,98] := {232} tii[24,99] := {127} tii[24,100] := {40} tii[24,101] := {109} tii[24,102] := {253} tii[24,103] := {39} tii[24,104] := {191} tii[24,105] := {28} tii[24,106] := {65} tii[24,107] := {166} tii[24,108] := {224} tii[24,109] := {17} tii[24,110] := {138} tii[24,111] := {81} tii[24,112] := {246} tii[24,113] := {66} tii[24,114] := {263} tii[24,115] := {100} tii[24,116] := {73} tii[24,117] := {163} tii[24,118] := {104} tii[24,119] := {56} tii[24,120] := {197} tii[24,121] := {51} tii[24,122] := {180} tii[24,123] := {153} tii[24,124] := {76} tii[24,125] := {36} tii[24,126] := {209} tii[24,127] := {97} tii[24,128] := {22} tii[24,129] := {234} tii[24,130] := {31} tii[24,131] := {164} tii[24,132] := {53} tii[24,133] := {20} tii[24,134] := {134} tii[24,135] := {198} tii[24,136] := {107} tii[24,137] := {71} tii[24,138] := {13} tii[24,139] := {225} tii[24,140] := {54} tii[24,141] := {7} tii[24,142] := {247} tii[24,143] := {181} tii[24,144] := {154} tii[24,145] := {210} tii[24,146] := {126} tii[24,147] := {235} tii[24,148] := {98} tii[24,149] := {254} tii[24,150] := {268} tii[24,151] := {227} tii[24,152] := {248} tii[24,153] := {237} tii[24,154] := {175} tii[24,155] := {226} tii[24,156] := {259} tii[24,157] := {204} tii[24,158] := {147} tii[24,159] := {270} tii[24,160] := {124} tii[24,161] := {178} tii[24,162] := {200} tii[24,163] := {215} tii[24,164] := {116} tii[24,165] := {201} tii[24,166] := {242} tii[24,167] := {149} tii[24,168] := {87} tii[24,169] := {162} tii[24,170] := {179} tii[24,171] := {258} tii[24,172] := {69} tii[24,173] := {199} tii[24,174] := {144} tii[24,175] := {121} tii[24,176] := {118} tii[24,177] := {212} tii[24,178] := {141} tii[24,179] := {61} tii[24,180] := {241} tii[24,181] := {46} tii[24,182] := {91} tii[24,183] := {233} tii[24,184] := {30} tii[24,185] := {111} tii[24,186] := {92} tii[24,187] := {188} tii[24,188] := {59} tii[24,189] := {221} tii[24,190] := {172} tii[24,191] := {89} tii[24,192] := {38} tii[24,193] := {132} tii[24,194] := {151} tii[24,195] := {240} tii[24,196] := {27} tii[24,197] := {169} tii[24,198] := {114} tii[24,199] := {64} tii[24,200] := {79} tii[24,201] := {88} tii[24,202] := {185} tii[24,203] := {21} tii[24,204] := {75} tii[24,205] := {15} tii[24,206] := {42} tii[24,207] := {123} tii[24,208] := {220} tii[24,209] := {106} tii[24,210] := {58} tii[24,211] := {9} tii[24,212] := {70} tii[24,213] := {55} tii[24,214] := {211} tii[24,215] := {128} tii[24,216] := {41} tii[24,217] := {43} tii[24,218] := {24} tii[24,219] := {110} tii[24,220] := {12} tii[24,221] := {193} tii[24,222] := {25} tii[24,223] := {8} tii[24,224] := {4} tii[24,225] := {34} tii[24,226] := {184} tii[24,227] := {2} tii[24,228] := {26} tii[24,229] := {140} tii[24,230] := {35} tii[24,231] := {160} tii[24,232] := {195} tii[24,233] := {142} tii[24,234] := {102} tii[24,235] := {122} tii[24,236] := {219} tii[24,237] := {136} tii[24,238] := {83} tii[24,239] := {156} tii[24,240] := {62} tii[24,241] := {52} tii[24,242] := {93} tii[24,243] := {192} tii[24,244] := {77} tii[24,245] := {37} tii[24,246] := {47} tii[24,247] := {183} tii[24,248] := {99} tii[24,249] := {23} tii[24,250] := {14} tii[24,251] := {80} tii[24,252] := {19} tii[24,253] := {67} tii[24,254] := {165} tii[24,255] := {32} tii[24,256] := {11} tii[24,257] := {29} tii[24,258] := {49} tii[24,259] := {6} tii[24,260] := {155} tii[24,261] := {10} tii[24,262] := {108} tii[24,263] := {33} tii[24,264] := {3} tii[24,265] := {1} tii[24,266] := {50} tii[24,267] := {133} tii[24,268] := {125} tii[24,269] := {78} tii[24,270] := {72} tii[24,271] := {205} tii[24,272] := {152} tii[24,273] := {96} tii[24,274] := {94} tii[24,275] := {48} tii[24,276] := {18} tii[24,277] := {44} tii[24,278] := {16} tii[24,279] := {5} tii[24,280] := {0} cell#240 , |C| = 1274 special orbit = [5, 3, 3, 2, 2, 1, 1] special rep = [[2, 1, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[2, 1, 1],[2, 1, 1]]+phi[[1, 1, 1],[3, 1, 1]]+phi[[2],[2, 2, 2]]+phi[[1],[3, 2, 2]] TII depth = 4 TII multiplicity polynomial = 238*X+266*X^2+126*X^4 TII subcells: tii[18,1] := {1148} tii[18,2] := {1203, 1204} tii[18,3] := {949} tii[18,4] := {680} tii[18,5] := {1041, 1042} tii[18,6] := {1045, 1046} tii[18,7] := {1200} tii[18,8] := {1229, 1230} tii[18,9] := {455, 1256} tii[18,10] := {817} tii[18,11] := {1134} tii[18,12] := {912} tii[18,13] := {913, 914} tii[18,14] := {534} tii[18,15] := {1177, 1178} tii[18,16] := {700, 701, 1245, 1271} tii[18,17] := {873, 874, 1266, 1273} tii[18,18] := {1174} tii[18,19] := {286} tii[18,20] := {917, 918} tii[18,21] := {1095, 1231} tii[18,22] := {1092} tii[18,23] := {699, 972, 1149, 1247} tii[18,24] := {990, 1160} tii[18,25] := {872, 1115, 1216, 1263} tii[18,26] := {1180, 1246} tii[18,27] := {1108, 1214, 1222, 1262} tii[18,28] := {902} tii[18,29] := {981, 982} tii[18,30] := {626} tii[18,31] := {971} tii[18,32] := {777, 1047} tii[18,33] := {486} tii[18,34] := {849, 1096} tii[18,35] := {848} tii[18,36] := {416, 691, 954, 1152} tii[18,37] := {707, 961} tii[18,38] := {572, 869, 1072, 1208} tii[18,39] := {560} tii[18,40] := {985, 1151} tii[18,41] := {432, 688} tii[18,42] := {861, 1069, 1081, 1207} tii[18,43] := {919, 1097} tii[18,44] := {989, 1153} tii[18,45] := {865, 1071, 1085, 1209} tii[18,46] := {183} tii[18,47] := {238, 239} tii[18,48] := {389} tii[18,49] := {1063} tii[18,50] := {275} tii[18,51] := {285} tii[18,52] := {1138, 1139} tii[18,53] := {822} tii[18,54] := {347, 348} tii[18,55] := {623, 624} tii[18,56] := {808, 809} tii[18,57] := {950} tii[18,58] := {391} tii[18,59] := {401} tii[18,60] := {1043, 1044} tii[18,61] := {484, 485} tii[18,62] := {821} tii[18,63] := {531} tii[18,64] := {621, 622} tii[18,65] := {684} tii[18,66] := {806, 807} tii[18,67] := {921, 922} tii[18,68] := {617, 618} tii[18,69] := {801, 802} tii[18,70] := {324, 1241} tii[18,71] := {184} tii[18,72] := {527} tii[18,73] := {1034} tii[18,74] := {554, 555, 1227, 1269} tii[18,75] := {236, 237} tii[18,76] := {192} tii[18,77] := {952} tii[18,78] := {773} tii[18,79] := {769, 770} tii[18,80] := {1093, 1094} tii[18,81] := {724, 725, 1260, 1272} tii[18,82] := {944, 945} tii[18,83] := {674} tii[18,84] := {818} tii[18,85] := {222, 1201} tii[18,86] := {1086} tii[18,87] := {274} tii[18,88] := {1064} tii[18,89] := {535} tii[18,90] := {120} tii[18,91] := {819} tii[18,92] := {180, 1136} tii[18,93] := {194} tii[18,94] := {983, 1179} tii[18,95] := {980} tii[18,96] := {553, 834, 1065, 1212} tii[18,97] := {345, 346} tii[18,98] := {679} tii[18,99] := {395} tii[18,100] := {473, 474} tii[18,101] := {418, 419, 1175, 1258} tii[18,102] := {915, 916} tii[18,103] := {627} tii[18,104] := {908, 909} tii[18,105] := {243, 244, 1052, 1193} tii[18,106] := {953} tii[18,107] := {855, 1075} tii[18,108] := {723, 1006, 1157, 1244} tii[18,109] := {541} tii[18,110] := {654, 655} tii[18,111] := {574, 575, 1236, 1268} tii[18,112] := {1059, 1060} tii[18,113] := {188} tii[18,114] := {1036, 1037} tii[18,115] := {403} tii[18,116] := {303, 550, 1091, 1242} tii[18,117] := {1099, 1211} tii[18,118] := {779, 780} tii[18,119] := {468, 469} tii[18,120] := {706} tii[18,121] := {214, 458, 992, 1206} tii[18,122] := {294} tii[18,123] := {1145, 1146} tii[18,124] := {994, 1155, 1167, 1243} tii[18,125] := {570, 833} tii[18,126] := {650, 651} tii[18,127] := {439, 731, 1192, 1261} tii[18,128] := {587, 832, 1238, 1239} tii[18,129] := {390} tii[18,130] := {1035} tii[18,131] := {482, 483} tii[18,132] := {820} tii[18,133] := {530} tii[18,134] := {910} tii[18,135] := {417, 756, 978, 1183} tii[18,136] := {850, 1140} tii[18,137] := {240} tii[18,138] := {619, 620} tii[18,139] := {784, 1016} tii[18,140] := {573, 941, 1118, 1225} tii[18,141] := {804, 805} tii[18,142] := {683} tii[18,143] := {396} tii[18,144] := {763, 764} tii[18,145] := {924, 925} tii[18,146] := {302, 613, 846, 1141} tii[18,147] := {304} tii[18,148] := {615, 616} tii[18,149] := {986, 1182} tii[18,150] := {778} tii[18,151] := {213, 529, 713, 1053} tii[18,152] := {937, 938} tii[18,153] := {215, 413} tii[18,154] := {799, 800} tii[18,155] := {862, 1082, 1110, 1224} tii[18,156] := {640, 895} tii[18,157] := {438, 810, 1012, 1198} tii[18,158] := {542} tii[18,159] := {513, 814} tii[18,160] := {586, 894, 1123, 1124} tii[18,161] := {759, 760} tii[18,162] := {1101, 1102} tii[18,163] := {933, 934} tii[18,164] := {996, 997, 1169, 1170} tii[18,165] := {881, 882, 1127, 1128} tii[18,166] := {599} tii[18,167] := {112} tii[18,168] := {1040} tii[18,169] := {151, 152} tii[18,170] := {119} tii[18,171] := {843, 844} tii[18,172] := {1009, 1010} tii[18,173] := {754} tii[18,174] := {326, 1226} tii[18,175] := {675} tii[18,176] := {181} tii[18,177] := {1137} tii[18,178] := {904} tii[18,179] := {774} tii[18,180] := {400} tii[18,181] := {556, 557, 1210, 1264} tii[18,182] := {271, 1176} tii[18,183] := {69} tii[18,184] := {775, 776} tii[18,185] := {976, 977} tii[18,186] := {234, 235} tii[18,187] := {278} tii[18,188] := {533} tii[18,189] := {335, 336} tii[18,190] := {1055} tii[18,191] := {726, 727, 1249, 1270} tii[18,192] := {354, 355, 1106, 1218} tii[18,193] := {1116, 1117} tii[18,194] := {406} tii[18,195] := {505, 506} tii[18,196] := {1088, 1089} tii[18,197] := {421, 696, 1150, 1257} tii[18,198] := {115} tii[18,199] := {853} tii[18,200] := {287} tii[18,201] := {629, 630} tii[18,202] := {331, 332} tii[18,203] := {310, 602, 1068, 1234} tii[18,204] := {1189, 1190} tii[18,205] := {717, 969} tii[18,206] := {577, 878, 1217, 1267} tii[18,207] := {201} tii[18,208] := {503, 504} tii[18,209] := {741, 968, 1251, 1252} tii[18,210] := {272} tii[18,211] := {903} tii[18,212] := {600} tii[18,213] := {388, 1228} tii[18,214] := {343, 344} tii[18,215] := {1039} tii[18,216] := {678} tii[18,217] := {349} tii[18,218] := {39} tii[18,219] := {771} tii[18,220] := {298, 603, 845, 1105} tii[18,221] := {757} tii[18,222] := {394} tii[18,223] := {704, 1048} tii[18,224] := {841, 842} tii[18,225] := {471, 472} tii[18,226] := {490, 491, 1184, 1250} tii[18,227] := {635, 885} tii[18,228] := {434, 803, 1011, 1173} tii[18,229] := {931} tii[18,230] := {652, 653} tii[18,231] := {540} tii[18,232] := {1007, 1008} tii[18,233] := {422} tii[18,234] := {279} tii[18,235] := {984} tii[18,236] := {605} tii[18,237] := {609, 610} tii[18,238] := {974, 975} tii[18,239] := {196} tii[18,240] := {558, 840, 1066, 1232} tii[18,241] := {781, 782} tii[18,242] := {206, 465, 702, 1050} tii[18,243] := {67} tii[18,244] := {466, 467} tii[18,245] := {628} tii[18,246] := {852, 1104} tii[18,247] := {562, 563, 1213, 1265} tii[18,248] := {860, 1080} tii[18,249] := {311, 546} tii[18,250] := {136, 392, 567, 929} tii[18,251] := {794, 795} tii[18,252] := {1113, 1114} tii[18,253] := {648, 649} tii[18,254] := {498, 744} tii[18,255] := {312, 658, 875, 1132} tii[18,256] := {790} tii[18,257] := {407} tii[18,258] := {430, 755, 957, 1186} tii[18,259] := {128} tii[18,260] := {728, 1014, 1158, 1254} tii[18,261] := {716, 967, 999, 1172} tii[18,262] := {732, 1019} tii[18,263] := {375, 669} tii[18,264] := {444, 743, 1020, 1021} tii[18,265] := {889, 1079, 1219, 1220} tii[18,266] := {114} tii[18,267] := {606, 607} tii[18,268] := {351} tii[18,269] := {987, 988} tii[18,270] := {839, 1087} tii[18,271] := {566, 901, 1067, 1215} tii[18,272] := {791, 792} tii[18,273] := {253, 454} tii[18,274] := {863, 864, 1083, 1084} tii[18,275] := {200} tii[18,276] := {1005, 1188} tii[18,277] := {1018, 1159, 1163, 1253} tii[18,278] := {172, 384} tii[18,279] := {734, 735, 1024, 1025} tii[18,280] := {325} tii[18,281] := {772} tii[18,282] := {233, 481} tii[18,283] := {459} tii[18,284] := {551, 552} tii[18,285] := {721, 722} tii[18,286] := {642} tii[18,287] := {328} tii[18,288] := {692, 693} tii[18,289] := {301, 549, 825, 1100} tii[18,290] := {705} tii[18,291] := {631, 923} tii[18,292] := {330, 614} tii[18,293] := {866, 867} tii[18,294] := {437, 730, 958, 1168} tii[18,295] := {569, 831} tii[18,296] := {500} tii[18,297] := {212, 457, 686, 995} tii[18,298] := {502, 798} tii[18,299] := {440, 739} tii[18,300] := {585, 830, 1076, 1077} tii[18,301] := {462, 761} tii[18,302] := {854, 1103} tii[18,303] := {228} tii[18,304] := {547, 835} tii[18,305] := {305, 598, 826, 1070} tii[18,306] := {645, 935} tii[18,307] := {718, 970, 998, 1171} tii[18,308] := {719, 1001} tii[18,309] := {371} tii[18,310] := {316, 588} tii[18,311] := {737, 960, 963, 1164} tii[18,312] := {583, 883, 893, 1129} tii[18,313] := {608, 836} tii[18,314] := {793, 1002} tii[18,315] := {736, 962, 1026, 1165} tii[18,316] := {7} tii[18,317] := {80} tii[18,318] := {37, 38} tii[18,319] := {77, 78} tii[18,320] := {11} tii[18,321] := {273} tii[18,322] := {117} tii[18,323] := {32} tii[18,324] := {681} tii[18,325] := {193} tii[18,326] := {50, 51} tii[18,327] := {475, 476} tii[18,328] := {205} tii[18,329] := {72} tii[18,330] := {101, 102} tii[18,331] := {656, 657} tii[18,332] := {289, 290} tii[18,333] := {92, 93} tii[18,334] := {537} tii[18,335] := {339, 340} tii[18,336] := {282} tii[18,337] := {166, 167} tii[18,338] := {410} tii[18,339] := {509, 510} tii[18,340] := {249, 250} tii[18,341] := {382, 383} tii[18,342] := {143, 1135} tii[18,343] := {528} tii[18,344] := {30} tii[18,345] := {297} tii[18,346] := {299, 300, 1090, 1233} tii[18,347] := {110, 1038} tii[18,348] := {951} tii[18,349] := {191} tii[18,350] := {70} tii[18,351] := {676} tii[18,352] := {63} tii[18,353] := {767, 768} tii[18,354] := {94, 95} tii[18,355] := {487} tii[18,356] := {435, 436, 1191, 1255} tii[18,357] := {154, 155, 927, 1120} tii[18,358] := {404, 405} tii[18,359] := {823} tii[18,360] := {124} tii[18,361] := {942, 943} tii[18,362] := {169, 170} tii[18,363] := {682} tii[18,364] := {398} tii[18,365] := {113} tii[18,366] := {906, 907} tii[18,367] := {149, 150} tii[18,368] := {477, 478} tii[18,369] := {207, 415, 979, 1205} tii[18,370] := {116} tii[18,371] := {288} tii[18,372] := {561} tii[18,373] := {532} tii[18,374] := {62, 920} tii[18,375] := {492, 493} tii[18,376] := {544} tii[18,377] := {433, 690} tii[18,378] := {137, 327, 859, 1144} tii[18,379] := {1057, 1058} tii[18,380] := {258, 259} tii[18,381] := {313, 578, 1119, 1240} tii[18,382] := {97, 98, 787, 1027} tii[18,383] := {199} tii[18,384] := {202} tii[18,385] := {362, 363} tii[18,386] := {659, 660} tii[18,387] := {685} tii[18,388] := {411} tii[18,389] := {445, 689, 1195, 1196} tii[18,390] := {519, 520} tii[18,391] := {60, 153, 662, 948} tii[18,392] := {135, 334, 847, 1142} tii[18,393] := {186} tii[18,394] := {765, 766} tii[18,395] := {226, 227} tii[18,396] := {489} tii[18,397] := {217, 512, 1013, 1199} tii[18,398] := {496, 497} tii[18,399] := {365, 597} tii[18,400] := {82, 277, 714, 1054} tii[18,401] := {939, 940} tii[18,402] := {369, 370} tii[18,403] := {292} tii[18,404] := {667, 668} tii[18,405] := {262, 522} tii[18,406] := {320, 596, 1125, 1126} tii[18,407] := {46, 190, 582, 947} tii[18,408] := {452, 453, 1028, 1029} tii[18,409] := {12} tii[18,410] := {456} tii[18,411] := {270, 1202} tii[18,412] := {118} tii[18,413] := {412} tii[18,414] := {33} tii[18,415] := {911} tii[18,416] := {52, 53} tii[18,417] := {604} tii[18,418] := {16} tii[18,419] := {697, 698} tii[18,420] := {352, 353, 1143, 1237} tii[18,421] := {73} tii[18,422] := {538, 539} tii[18,423] := {103, 104} tii[18,424] := {789} tii[18,425] := {870, 871} tii[18,426] := {90, 91} tii[18,427] := {677} tii[18,428] := {64} tii[18,429] := {420, 695, 955, 1181} tii[18,430] := {111, 1049} tii[18,431] := {36} tii[18,432] := {851} tii[18,433] := {281} tii[18,434] := {460} tii[18,435] := {837, 838} tii[18,436] := {536} tii[18,437] := {337, 338} tii[18,438] := {123} tii[18,439] := {423, 424, 1185, 1259} tii[18,440] := {636, 637} tii[18,441] := {164, 165} tii[18,442] := {156, 157, 928, 1131} tii[18,443] := {715, 966} tii[18,444] := {409} tii[18,445] := {824} tii[18,446] := {125} tii[18,447] := {309, 601, 827, 1109} tii[18,448] := {1003, 1004} tii[18,449] := {576, 877, 1073, 1223} tii[18,450] := {507, 508} tii[18,451] := {76} tii[18,452] := {643} tii[18,453] := {251, 252} tii[18,454] := {380, 381} tii[18,455] := {295} tii[18,456] := {105, 241, 811, 1062} tii[18,457] := {579, 888} tii[18,458] := {740, 965, 1161, 1162} tii[18,459] := {280} tii[18,460] := {632} tii[18,461] := {208, 470, 703, 1051} tii[18,462] := {66} tii[18,463] := {35} tii[18,464] := {242} tii[18,465] := {611, 612} tii[18,466] := {694, 973} tii[18,467] := {329} tii[18,468] := {146, 147} tii[18,469] := {307, 308, 1107, 1235} tii[18,470] := {427, 753, 956, 1156} tii[18,471] := {360, 361} tii[18,472] := {499, 752} tii[18,473] := {785, 786} tii[18,474] := {160, 323} tii[18,475] := {408} tii[18,476] := {75} tii[18,477] := {138, 393, 568, 930} tii[18,478] := {796, 797} tii[18,479] := {868, 1112} tii[18,480] := {256, 257} tii[18,481] := {314, 661, 876, 1133} tii[18,482] := {127} tii[18,483] := {501} tii[18,484] := {376, 670} tii[18,485] := {139, 342, 880, 1147} tii[18,486] := {204} tii[18,487] := {887, 1074, 1078, 1221} tii[18,488] := {517, 518} tii[18,489] := {442, 742} tii[18,490] := {106, 267} tii[18,491] := {85, 284, 443, 813} tii[18,492] := {446, 751, 1022, 1023} tii[18,493] := {268, 524} tii[18,494] := {592, 593, 896, 897} tii[18,495] := {224, 225} tii[18,496] := {89} tii[18,497] := {548, 905} tii[18,498] := {306, 673, 858, 1111} tii[18,499] := {367, 368} tii[18,500] := {494, 495} tii[18,501] := {720, 1056} tii[18,502] := {168} tii[18,503] := {665, 666} tii[18,504] := {141, 399, 580, 946} tii[18,505] := {738, 964, 1015, 1197} tii[18,506] := {142, 321} tii[18,507] := {746, 747, 1031, 1032} tii[18,508] := {2} tii[18,509] := {525} tii[18,510] := {68} tii[18,511] := {13} tii[18,512] := {23, 24} tii[18,513] := {633, 634} tii[18,514] := {40} tii[18,515] := {58, 59} tii[18,516] := {758} tii[18,517] := {48, 49} tii[18,518] := {187} tii[18,519] := {34} tii[18,520] := {182, 1098} tii[18,521] := {230, 231} tii[18,522] := {402} tii[18,523] := {708, 709} tii[18,524] := {247, 248, 993, 1166} tii[18,525] := {99, 100} tii[18,526] := {293} tii[18,527] := {932} tii[18,528] := {373, 374} tii[18,529] := {74} tii[18,530] := {158, 159} tii[18,531] := {265, 266} tii[18,532] := {171, 350, 879, 1122} tii[18,533] := {203} tii[18,534] := {185} tii[18,535] := {461} tii[18,536] := {463, 464} tii[18,537] := {14} tii[18,538] := {87, 88} tii[18,539] := {134, 333, 559, 926} tii[18,540] := {488} tii[18,541] := {428, 429, 1154, 1248} tii[18,542] := {856, 857} tii[18,543] := {245, 246} tii[18,544] := {646, 647} tii[18,545] := {364, 595} tii[18,546] := {291} tii[18,547] := {41} tii[18,548] := {162, 163} tii[18,549] := {644} tii[18,550] := {216, 511, 729, 1033} tii[18,551] := {81, 276, 431, 788} tii[18,552] := {218, 480, 959, 1194} tii[18,553] := {261, 521} tii[18,554] := {131} tii[18,555] := {581, 890} tii[18,556] := {378, 379} tii[18,557] := {319, 594, 891, 892} tii[18,558] := {45, 189, 317, 663} tii[18,559] := {450, 451, 748, 749} tii[18,560] := {177, 386} tii[18,561] := {148} tii[18,562] := {144, 145} tii[18,563] := {414, 762} tii[18,564] := {3} tii[18,565] := {209, 526, 712, 1000} tii[18,566] := {254, 255} tii[18,567] := {710, 711} tii[18,568] := {356, 357} tii[18,569] := {260} tii[18,570] := {571, 936} tii[18,571] := {19} tii[18,572] := {220, 447} tii[18,573] := {515, 516} tii[18,574] := {83, 283, 441, 812} tii[18,575] := {584, 829, 884, 1130} tii[18,576] := {315, 625, 828, 1121} tii[18,577] := {79} tii[18,578] := {109, 269} tii[18,579] := {590, 591, 898, 899} tii[18,580] := {86, 223} tii[18,581] := {425, 426} tii[18,582] := {161, 366} tii[18,583] := {377, 664} tii[18,584] := {140, 341, 545, 886} tii[18,585] := {449, 745, 750, 1030} tii[18,586] := {1} tii[18,587] := {4, 5} tii[18,588] := {20} tii[18,589] := {133} tii[18,590] := {17, 18} tii[18,591] := {44} tii[18,592] := {197, 198} tii[18,593] := {129, 130} tii[18,594] := {65} tii[18,595] := {397} tii[18,596] := {31, 783} tii[18,597] := {25, 26} tii[18,598] := {358, 359} tii[18,599] := {56, 57, 641, 900} tii[18,600] := {126} tii[18,601] := {543} tii[18,602] := {296} tii[18,603] := {173, 174} tii[18,604] := {29, 96, 514, 815} tii[18,605] := {10, 71, 385, 672} tii[18,606] := {15} tii[18,607] := {229} tii[18,608] := {210, 211, 991, 1187} tii[18,609] := {638, 639} tii[18,610] := {54, 55} tii[18,611] := {42} tii[18,612] := {372} tii[18,613] := {84, 232, 733, 1061} tii[18,614] := {263, 264} tii[18,615] := {132} tii[18,616] := {318, 589} tii[18,617] := {178, 387} tii[18,618] := {21, 122, 448, 816} tii[18,619] := {0} tii[18,620] := {27, 28} tii[18,621] := {564, 565} tii[18,622] := {6} tii[18,623] := {219, 479, 687, 1017} tii[18,624] := {175, 176} tii[18,625] := {43} tii[18,626] := {61, 179} tii[18,627] := {47, 195, 322, 671} tii[18,628] := {8, 9} tii[18,629] := {107, 108} tii[18,630] := {22, 121, 221, 523} cell#241 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {1138} tii[17,2] := {1188, 1189} tii[17,3] := {423, 1230} tii[17,4] := {1044} tii[17,5] := {803} tii[17,6] := {1109, 1110} tii[17,7] := {601, 602, 1209, 1255} tii[17,8] := {762, 763, 1247, 1258} tii[17,9] := {1104} tii[17,10] := {996, 1190} tii[17,11] := {992} tii[17,12] := {600, 855, 1054, 1212} tii[17,13] := {875, 1075} tii[17,14] := {761, 1022, 1163, 1239} tii[17,15] := {1112, 1214} tii[17,16] := {1013, 1162, 1175, 1242} tii[17,17] := {315, 1202} tii[17,18] := {926} tii[17,19] := {994, 995} tii[17,20] := {675} tii[17,21] := {477, 478, 1185, 1252} tii[17,22] := {631, 632, 1236, 1257} tii[17,23] := {226, 1139} tii[17,24] := {985} tii[17,25] := {551} tii[17,26] := {178, 1046} tii[17,27] := {867, 1111} tii[17,28] := {863} tii[17,29] := {476, 717, 942, 1154} tii[17,30] := {368, 369, 1106, 1234} tii[17,31] := {240, 241, 935, 1129} tii[17,32] := {741, 962} tii[17,33] := {630, 895, 1070, 1205} tii[17,34] := {505, 506, 1197, 1251} tii[17,35] := {609} tii[17,36] := {271, 473, 991, 1203} tii[17,37] := {1001, 1156} tii[17,38] := {202, 427, 878, 1142} tii[17,39] := {498, 714} tii[17,40] := {881, 1069, 1090, 1208} tii[17,41] := {395, 639, 1128, 1237} tii[17,42] := {522, 716, 1199, 1200} tii[17,43] := {927} tii[17,44] := {734, 1048} tii[17,45] := {801} tii[17,46] := {365, 669, 861, 1116} tii[17,47] := {679, 905} tii[17,48] := {502, 813, 1025, 1180} tii[17,49] := {677} tii[17,50] := {270, 548, 729, 1049} tii[17,51] := {871, 1117} tii[17,52] := {201, 455, 618, 936} tii[17,53] := {750, 977, 1018, 1182} tii[17,54] := {557, 789} tii[17,55] := {394, 685, 901, 1136} tii[17,56] := {447, 689} tii[17,57] := {521, 790, 1032, 1033} tii[17,58] := {1004, 1005} tii[17,59] := {884, 885, 1094, 1097} tii[17,60] := {771, 772, 1036, 1037} tii[17,61] := {797} tii[17,62] := {225, 1231} tii[17,63] := {865, 866} tii[17,64] := {550} tii[17,65] := {366, 367, 1210, 1256} tii[17,66] := {503, 504, 1248, 1259} tii[17,67] := {153, 1184} tii[17,68] := {853} tii[17,69] := {733, 997} tii[17,70] := {435} tii[17,71] := {119, 1108} tii[17,72] := {731} tii[17,73] := {364, 591, 817, 1059} tii[17,74] := {265, 266, 1152, 1244} tii[17,75] := {611, 832} tii[17,76] := {164, 165, 1011, 1168} tii[17,77] := {501, 757, 956, 1144} tii[17,78] := {389, 390, 1218, 1254} tii[17,79] := {484} tii[17,80] := {870, 1061} tii[17,81] := {192, 361, 1057, 1233} tii[17,82] := {137, 318, 949, 1195} tii[17,83] := {749, 953, 975, 1147} tii[17,84] := {383, 582} tii[17,85] := {288, 509, 1166, 1250} tii[17,86] := {406, 584, 1223, 1224} tii[17,87] := {103, 1105} tii[17,88] := {798} tii[17,89] := {328} tii[17,90] := {605, 931} tii[17,91] := {79, 993} tii[17,92] := {189, 190, 1055, 1213} tii[17,93] := {673} tii[17,94] := {264, 545, 728, 1008} tii[17,95] := {110, 111, 876, 1076} tii[17,96] := {285, 286, 1164, 1240} tii[17,97] := {556, 775} tii[17,98] := {388, 684, 900, 1101} tii[17,99] := {49, 869} tii[17,100] := {552} tii[17,101] := {191, 431, 603, 933} tii[17,102] := {372} tii[17,103] := {130, 262, 945, 1192} tii[17,104] := {737, 1009} tii[17,105] := {136, 347, 493, 808} tii[17,106] := {91, 227, 825, 1122} tii[17,107] := {282, 464} tii[17,108] := {72, 73, 748, 973} tii[17,109] := {622, 845, 889, 1103} tii[17,110] := {441, 655} tii[17,111] := {287, 562, 764, 1042} tii[17,112] := {208, 396, 1073, 1228} tii[17,113] := {46, 107, 641, 911} tii[17,114] := {340, 566} tii[17,115] := {405, 656, 912, 913} tii[17,116] := {300, 466, 1171, 1172} tii[17,117] := {87, 231, 821, 1211} tii[17,118] := {330} tii[17,119] := {872, 873} tii[17,120] := {57, 180, 699, 1159} tii[17,121] := {244, 421} tii[17,122] := {142, 339, 960, 1238} tii[17,123] := {751, 752, 979, 982} tii[17,124] := {37, 123, 579, 1074} tii[17,125] := {173, 342} tii[17,126] := {643, 644, 916, 917} tii[17,127] := {217, 422, 1083, 1225} tii[17,128] := {308, 309, 1176, 1241} tii[17,129] := {854} tii[17,130] := {483, 998} tii[17,131] := {732} tii[17,132] := {188, 592, 818, 1060} tii[17,133] := {612, 833} tii[17,134] := {284, 758, 957, 1145} tii[17,135] := {608, 1062} tii[17,136] := {607} tii[17,137] := {129, 472, 693, 1003} tii[17,138] := {90, 426, 574, 883} tii[17,139] := {497, 712, 954, 1149} tii[17,140] := {496, 708} tii[17,141] := {207, 638, 827, 1093} tii[17,142] := {399, 649} tii[17,143] := {299, 710, 967, 968} tii[17,144] := {485} tii[17,145] := {86, 362, 571, 1058} tii[17,146] := {740, 1006} tii[17,147] := {384, 583} tii[17,148] := {56, 319, 457, 950} tii[17,149] := {141, 510, 700, 1143} tii[17,150] := {625, 851, 886, 1099} tii[17,151] := {36, 233, 351, 831} tii[17,152] := {518, 773, 787, 1038} tii[17,153] := {295, 524} tii[17,154] := {216, 585, 838, 1084} tii[17,155] := {218, 581} tii[17,156] := {307, 530, 976, 1146} tii[17,157] := {874, 1063} tii[17,158] := {753, 955, 983, 1150} tii[17,159] := {645, 836, 918, 1087} tii[17,160] := {527, 711, 984, 1148} tii[17,161] := {541} tii[17,162] := {930} tii[17,163] := {726, 727} tii[17,164] := {898, 899} tii[17,165] := {667} tii[17,166] := {317, 1183} tii[17,167] := {1047} tii[17,168] := {799} tii[17,169] := {676} tii[17,170] := {859, 860} tii[17,171] := {479, 480, 1151, 1243} tii[17,172] := {253, 1107} tii[17,173] := {938} tii[17,174] := {1023, 1024} tii[17,175] := {633, 634, 1217, 1253} tii[17,176] := {333, 334, 1010, 1167} tii[17,177] := {988, 989} tii[17,178] := {371, 597, 1056, 1232} tii[17,179] := {738} tii[17,180] := {1125, 1126} tii[17,181] := {281, 544, 948, 1194} tii[17,182] := {623, 848} tii[17,183] := {508, 767, 1165, 1249} tii[17,184] := {651, 850, 1221, 1222} tii[17,185] := {542} tii[17,186] := {154, 1045} tii[17,187] := {346, 1186} tii[17,188] := {929} tii[17,189] := {670} tii[17,190] := {436} tii[17,191] := {724, 725} tii[17,192] := {120, 928} tii[17,193] := {267, 268, 990, 1193} tii[17,194] := {439, 440, 1118, 1219} tii[17,195] := {810} tii[17,196] := {896, 897} tii[17,197] := {166, 167, 806, 1027} tii[17,198] := {391, 392, 1127, 1229} tii[17,199] := {868} tii[17,200] := {547} tii[17,201] := {857, 858} tii[17,202] := {481, 723, 944, 1191} tii[17,203] := {193, 363, 862, 1141} tii[17,204] := {486} tii[17,205] := {81, 804} tii[17,206] := {488, 489, 1157, 1245} tii[17,207] := {747, 972} tii[17,208] := {1020, 1021} tii[17,209] := {138, 320, 746, 1052} tii[17,210] := {683} tii[17,211] := {381, 668, 824, 1121} tii[17,212] := {635, 903, 1072, 1227} tii[17,213] := {385, 588} tii[17,214] := {289, 511, 1026, 1201} tii[17,215] := {114, 115, 680, 919} tii[17,216] := {640, 910} tii[17,217] := {782, 974, 1169, 1170} tii[17,218] := {407, 590, 1132, 1133} tii[17,219] := {77, 163, 564, 816} tii[17,220] := {722, 987} tii[17,221] := {132, 324, 730, 1050} tii[17,222] := {438} tii[17,223] := {492, 796, 946, 1160} tii[17,224] := {894, 1124} tii[17,225] := {93, 255, 619, 937} tii[17,226] := {210, 446, 902, 1137} tii[17,227] := {336, 537} tii[17,228] := {909, 1077, 1082, 1226} tii[17,229] := {248, 450} tii[17,230] := {302, 538, 1034, 1035} tii[17,231] := {62, 182, 517, 815} tii[17,232] := {416, 417, 920, 921} tii[17,233] := {424} tii[17,234] := {65, 986} tii[17,235] := {802} tii[17,236] := {252, 1140} tii[17,237] := {235} tii[17,238] := {546} tii[17,239] := {598, 599} tii[17,240] := {48, 864} tii[17,241] := {127, 128, 943, 1155} tii[17,242] := {682} tii[17,243] := {331, 332, 1051, 1198} tii[17,244] := {759, 760} tii[17,245] := {70, 71, 742, 963} tii[17,246] := {205, 206, 1071, 1206} tii[17,247] := {720, 721} tii[17,248] := {29, 736} tii[17,249] := {121, 932} tii[17,250] := {429} tii[17,251] := {370, 596, 819, 1113} tii[17,252] := {272} tii[17,253] := {85, 186, 820, 1114} tii[17,254] := {735} tii[17,255] := {374, 375, 1120, 1235} tii[17,256] := {892, 893} tii[17,257] := {168, 169, 807, 1041} tii[17,258] := {620, 842} tii[17,259] := {55, 155, 698, 1015} tii[17,260] := {203, 355} tii[17,261] := {42, 43, 621, 843} tii[17,262] := {560} tii[17,263] := {280, 543, 697, 1014} tii[17,264] := {507, 766, 958, 1177} tii[17,265] := {140, 291, 959, 1178} tii[17,266] := {26, 66, 513, 781} tii[17,267] := {116, 236, 686, 941} tii[17,268] := {215, 357, 1080, 1081} tii[17,269] := {512, 780} tii[17,270] := {650, 844, 1078, 1079} tii[17,271] := {53, 158, 694, 1153} tii[17,272] := {553} tii[17,273] := {237} tii[17,274] := {322} tii[17,275] := {194, 432, 604, 934} tii[17,276] := {15, 610} tii[17,277] := {595, 856} tii[17,278] := {33, 122, 575, 1066} tii[17,279] := {94, 246, 828, 1204} tii[17,280] := {278, 279, 1012, 1196} tii[17,281] := {378, 666, 822, 1067} tii[17,282] := {442, 664} tii[17,283] := {139, 348, 494, 809} tii[17,284] := {170, 313} tii[17,285] := {444} tii[17,286] := {756, 1019} tii[17,287] := {290, 563, 765, 1043} tii[17,288] := {24, 25, 499, 715} tii[17,289] := {341, 567} tii[17,290] := {18, 82, 461, 961} tii[17,291] := {143, 327, 770, 1053} tii[17,292] := {117, 249} tii[17,293] := {148, 314, 970, 1173} tii[17,294] := {401, 652} tii[17,295] := {779, 964, 969, 1174} tii[17,296] := {408, 665, 914, 915} tii[17,297] := {13, 40, 402, 653} tii[17,298] := {99, 257, 403, 688} tii[17,299] := {221, 222, 1091, 1207} tii[17,300] := {250, 452} tii[17,301] := {6, 31, 305, 713} tii[17,302] := {531, 532, 791, 792} tii[17,303] := {32, 187, 572, 1115} tii[17,304] := {273} tii[17,305] := {470, 800} tii[17,306] := {277, 570, 745, 1017} tii[17,307] := {627, 939} tii[17,308] := {17, 156, 458, 1016} tii[17,309] := {58, 292, 701, 1179} tii[17,310] := {204, 356} tii[17,311] := {8, 106, 352, 904} tii[17,312] := {145, 349, 514, 814} tii[17,313] := {100, 358, 840, 1134} tii[17,314] := {147, 304} tii[17,315] := {647, 839, 906, 1135} tii[17,316] := {101, 354} tii[17,317] := {151, 310, 978, 1181} tii[17,318] := {658, 659, 923, 924} tii[17,319] := {3, 67, 260, 788} tii[17,320] := {224, 359, 1095, 1096} tii[17,321] := {316} tii[17,322] := {674} tii[17,323] := {177, 1187} tii[17,324] := {428} tii[17,325] := {474, 475} tii[17,326] := {559} tii[17,327] := {238, 239, 1119, 1220} tii[17,328] := {628, 629} tii[17,329] := {593, 594} tii[17,330] := {321} tii[17,331] := {269, 471, 692, 1002} tii[17,332] := {606} tii[17,333] := {80, 1000} tii[17,334] := {274, 275, 1158, 1246} tii[17,335] := {754, 755} tii[17,336] := {495, 707} tii[17,337] := {443} tii[17,338] := {200, 425, 573, 882} tii[17,339] := {393, 637, 826, 1092} tii[17,340] := {112, 113, 880, 1089} tii[17,341] := {398, 648} tii[17,342] := {76, 161, 769, 1031} tii[17,343] := {520, 709, 965, 966} tii[17,344] := {30, 739} tii[17,345] := {469, 718} tii[17,346] := {229} tii[17,347] := {437} tii[17,348] := {131, 323, 482, 805} tii[17,349] := {276, 539, 695, 951} tii[17,350] := {196, 197, 1065, 1216} tii[17,351] := {626, 890} tii[17,352] := {44, 45, 624, 849} tii[17,353] := {92, 254, 382, 681} tii[17,354] := {337} tii[17,355] := {335, 534} tii[17,356] := {209, 445, 636, 925} tii[17,357] := {96, 232, 830, 1131} tii[17,358] := {646, 834, 837, 1085} tii[17,359] := {27, 68, 516, 784} tii[17,360] := {247, 449} tii[17,361] := {294, 523} tii[17,362] := {301, 535, 785, 786} tii[17,363] := {61, 181, 296, 565} tii[17,364] := {14, 52, 411, 847} tii[17,365] := {174, 344} tii[17,366] := {414, 415, 660, 661} tii[17,367] := {373} tii[17,368] := {157} tii[17,369] := {54, 263, 456, 1007} tii[17,370] := {360, 672} tii[17,371] := {134, 135, 947, 1161} tii[17,372] := {283, 465} tii[17,373] := {195, 454, 617, 888} tii[17,374] := {245} tii[17,375] := {500, 812} tii[17,376] := {34, 228, 350, 887} tii[17,377] := {95, 397, 576, 1100} tii[17,378] := {214, 410} tii[17,379] := {19, 160, 258, 774} tii[17,380] := {60, 159, 703, 1029} tii[17,381] := {213, 409} tii[17,382] := {97, 256, 400, 687} tii[17,383] := {149, 467, 705, 1039} tii[17,384] := {519, 704, 776, 1040} tii[17,385] := {150, 463} tii[17,386] := {20, 83, 462, 971} tii[17,387] := {118, 251} tii[17,388] := {528, 529, 793, 794} tii[17,389] := {223, 418, 846, 1102} tii[17,390] := {10, 108, 184, 654} tii[17,391] := {102, 420} tii[17,392] := {311, 468, 980, 981} tii[17,393] := {261, 719} tii[17,394] := {133, 540, 696, 952} tii[17,395] := {387, 891} tii[17,396] := {404, 580, 835, 1086} tii[17,397] := {59, 326, 460, 778} tii[17,398] := {21, 162, 259, 706} tii[17,399] := {413, 657, 662, 922} tii[17,400] := {419, 586, 852, 1098} tii[17,401] := {453} tii[17,402] := {554, 555} tii[17,403] := {671} tii[17,404] := {179, 999} tii[17,405] := {613, 614} tii[17,406] := {811} tii[17,407] := {242, 243, 879, 1088} tii[17,408] := {172, 329, 768, 1030} tii[17,409] := {430} tii[17,410] := {50, 678} tii[17,411] := {743, 744} tii[17,412] := {379, 380, 1064, 1215} tii[17,413] := {561} tii[17,414] := {74, 75, 558, 795} tii[17,415] := {211, 434, 829, 1130} tii[17,416] := {515, 783} tii[17,417] := {47, 109, 448, 690} tii[17,418] := {28, 84, 343, 569} tii[17,419] := {230} tii[17,420] := {7, 487} tii[17,421] := {615, 616} tii[17,422] := {198, 199, 877, 1123} tii[17,423] := {11, 12, 386, 589} tii[17,424] := {338} tii[17,425] := {98, 234, 642, 940} tii[17,426] := {293, 549, 702, 1028} tii[17,427] := {5, 22, 298, 526} tii[17,428] := {297, 525} tii[17,429] := {2, 16, 219, 587} tii[17,430] := {38, 125, 412, 691} tii[17,431] := {175, 345} tii[17,432] := {0, 23, 152, 536} tii[17,433] := {104} tii[17,434] := {490, 491} tii[17,435] := {88, 89, 823, 1068} tii[17,436] := {171} tii[17,437] := {35, 105, 578, 908} tii[17,438] := {212, 433, 577, 907} tii[17,439] := {146, 303} tii[17,440] := {9, 51, 353, 841} tii[17,441] := {78, 176} tii[17,442] := {63, 183, 306, 568} tii[17,443] := {1, 41, 185, 663} tii[17,444] := {64, 312} tii[17,445] := {376, 377} tii[17,446] := {144, 325, 459, 777} tii[17,447] := {39, 124, 220, 451} tii[17,448] := {4, 69, 126, 533} cell#242 , |C| = 420 special orbit = [3, 3, 3, 3, 3, 1, 1] special rep = [[1, 1, 1], [2, 2, 1]] , dim = 280 cell rep = phi[[1, 1, 1],[2, 2, 1]]+phi[[1, 1],[2, 2, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[11,1] := {372} tii[11,2] := {107, 404} tii[11,3] := {344} tii[11,4] := {276} tii[11,5] := {160, 417} tii[11,6] := {208, 419} tii[11,7] := {373} tii[11,8] := {345} tii[11,9] := {232, 403} tii[11,10] := {285, 412} tii[11,11] := {358} tii[11,12] := {332, 379} tii[11,13] := {137} tii[11,14] := {313} tii[11,15] := {194} tii[11,16] := {247} tii[11,17] := {168} tii[11,18] := {82, 394} tii[11,19] := {346} tii[11,20] := {240} tii[11,21] := {204} tii[11,22] := {129, 415} tii[11,23] := {61, 374} tii[11,24] := {23, 271} tii[11,25] := {233} tii[11,26] := {173, 418} tii[11,27] := {39, 322} tii[11,28] := {286} tii[11,29] := {315} tii[11,30] := {239} tii[11,31] := {80, 386} tii[11,32] := {283} tii[11,33] := {113, 401} tii[11,34] := {66, 364} tii[11,35] := {277} tii[11,36] := {161, 402} tii[11,37] := {269} tii[11,38] := {209, 411} tii[11,39] := {320} tii[11,40] := {293} tii[11,41] := {309} tii[11,42] := {131, 384} tii[11,43] := {259, 325} tii[11,44] := {118, 362} tii[11,45] := {348} tii[11,46] := {174, 399} tii[11,47] := {189, 391} tii[11,48] := {136} tii[11,49] := {83, 383} tii[11,50] := {34, 291} tii[11,51] := {312} tii[11,52] := {169} tii[11,53] := {193} tii[11,54] := {55, 335} tii[11,55] := {246} tii[11,56] := {105, 395} tii[11,57] := {278} tii[11,58] := {201} tii[11,59] := {143, 408} tii[11,60] := {90, 376} tii[11,61] := {244} tii[11,62] := {314} tii[11,63] := {138} tii[11,64] := {195, 382} tii[11,65] := {48, 326} tii[11,66] := {231} tii[11,67] := {248, 397} tii[11,68] := {75, 366} tii[11,69] := {284} tii[11,70] := {57, 356} tii[11,71] := {241} tii[11,72] := {132, 409} tii[11,73] := {330} tii[11,74] := {272} tii[11,75] := {166} tii[11,76] := {163, 357} tii[11,77] := {84, 390} tii[11,78] := {175, 416} tii[11,79] := {296, 355} tii[11,80] := {150, 331} tii[11,81] := {119, 396} tii[11,82] := {207} tii[11,83] := {316} tii[11,84] := {210, 378} tii[11,85] := {146, 413} tii[11,86] := {225, 368} tii[11,87] := {292} tii[11,88] := {196} tii[11,89] := {148, 410} tii[11,90] := {258, 324} tii[11,91] := {242} tii[11,92] := {223, 302} tii[11,93] := {270} tii[11,94] := {321} tii[11,95] := {310} tii[11,96] := {198, 385} tii[11,97] := {349} tii[11,98] := {249, 400} tii[11,99] := {184, 363} tii[11,100] := {264, 392} tii[11,101] := {273} tii[11,102] := {218, 388} tii[11,103] := {317} tii[11,104] := {299, 369} tii[11,105] := {109} tii[11,106] := {49} tii[11,107] := {76} tii[11,108] := {134} tii[11,109] := {176} tii[11,110] := {120} tii[11,111] := {170} tii[11,112] := {14, 234} tii[11,113] := {43, 347} tii[11,114] := {69} tii[11,115] := {27, 287} tii[11,116] := {99} tii[11,117] := {279} tii[11,118] := {165} tii[11,119] := {202} tii[11,120] := {60, 360} tii[11,121] := {78} tii[11,122] := {9, 199} tii[11,123] := {212} tii[11,124] := {245} tii[11,125] := {47, 334} tii[11,126] := {87, 381} tii[11,127] := {4, 185} tii[11,128] := {152} tii[11,129] := {111} tii[11,130] := {18, 250} tii[11,131] := {180} tii[11,132] := {25, 265} tii[11,133] := {236} tii[11,134] := {81, 329} tii[11,135] := {182} tii[11,136] := {67, 295} tii[11,137] := {114, 354} tii[11,138] := {281} tii[11,139] := {128, 340} tii[11,140] := {50, 261} tii[11,141] := {92} tii[11,142] := {108} tii[11,143] := {33, 308} tii[11,144] := {126} tii[11,145] := {54, 351} tii[11,146] := {101} tii[11,147] := {41, 343} tii[11,148] := {104, 405} tii[11,149] := {15, 238} tii[11,150] := {205} tii[11,151] := {200} tii[11,152] := {133} tii[11,153] := {139} tii[11,154] := {62, 375} tii[11,155] := {142, 414} tii[11,156] := {251} tii[11,157] := {28, 288} tii[11,158] := {89, 389} tii[11,159] := {186} tii[11,160] := {8, 221} tii[11,161] := {172} tii[11,162] := {216} tii[11,163] := {115, 407} tii[11,164] := {37, 304} tii[11,165] := {257} tii[11,166] := {274} tii[11,167] := {106, 359} tii[11,168] := {130} tii[11,169] := {162} tii[11,170] := {29, 311} tii[11,171] := {222, 290} tii[11,172] := {117, 406} tii[11,173] := {12, 255} tii[11,174] := {219} tii[11,175] := {91, 333} tii[11,176] := {318} tii[11,177] := {171} tii[11,178] := {206} tii[11,179] := {144, 380} tii[11,180] := {44, 350} tii[11,181] := {252} tii[11,182] := {159, 370} tii[11,183] := {88, 393} tii[11,184] := {51, 338} tii[11,185] := {188, 263} tii[11,186] := {70, 300} tii[11,187] := {127, 342} tii[11,188] := {197} tii[11,189] := {149, 387} tii[11,190] := {253} tii[11,191] := {243} tii[11,192] := {93, 336} tii[11,193] := {224, 303} tii[11,194] := {68} tii[11,195] := {98} tii[11,196] := {24, 256} tii[11,197] := {77} tii[11,198] := {164} tii[11,199] := {40, 297} tii[11,200] := {13, 230} tii[11,201] := {110} tii[11,202] := {211} tii[11,203] := {151} tii[11,204] := {52, 323} tii[11,205] := {179} tii[11,206] := {42, 327} tii[11,207] := {235} tii[11,208] := {102} tii[11,209] := {135, 328} tii[11,210] := {21, 268} tii[11,211] := {181} tii[11,212] := {63, 365} tii[11,213] := {121, 294} tii[11,214] := {280} tii[11,215] := {140} tii[11,216] := {177, 353} tii[11,217] := {116, 398} tii[11,218] := {72, 352} tii[11,219] := {214} tii[11,220] := {192, 339} tii[11,221] := {94, 260} tii[11,222] := {158, 305} tii[11,223] := {79} tii[11,224] := {237} tii[11,225] := {183, 361} tii[11,226] := {31, 307} tii[11,227] := {217} tii[11,228] := {282} tii[11,229] := {112} tii[11,230] := {95, 377} tii[11,231] := {122, 298} tii[11,232] := {262, 341} tii[11,233] := {178} tii[11,234] := {190, 267} tii[11,235] := {254} tii[11,236] := {154, 337} tii[11,237] := {35} tii[11,238] := {56} tii[11,239] := {22} tii[11,240] := {73} tii[11,241] := {59} tii[11,242] := {5, 167} tii[11,243] := {32} tii[11,244] := {2, 153} tii[11,245] := {86} tii[11,246] := {11, 213} tii[11,247] := {147} tii[11,248] := {96} tii[11,249] := {17, 229} tii[11,250] := {1, 123} tii[11,251] := {26, 191} tii[11,252] := {103} tii[11,253] := {19, 275} tii[11,254] := {7, 220} tii[11,255] := {46} tii[11,256] := {141} tii[11,257] := {30, 319} tii[11,258] := {125} tii[11,259] := {36, 301} tii[11,260] := {3, 155} tii[11,261] := {215} tii[11,262] := {64, 371} tii[11,263] := {100, 306} tii[11,264] := {38, 227} tii[11,265] := {58} tii[11,266] := {65} tii[11,267] := {20, 289} tii[11,268] := {85} tii[11,269] := {71, 367} tii[11,270] := {6, 187} tii[11,271] := {156} tii[11,272] := {145} tii[11,273] := {157, 228} tii[11,274] := {53, 266} tii[11,275] := {45} tii[11,276] := {10, 203} tii[11,277] := {124} tii[11,278] := {74, 226} tii[11,279] := {16} tii[11,280] := {0, 97} cell#243 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {268} tii[24,2] := {278} tii[24,3] := {279} tii[24,4] := {249} tii[24,5] := {184} tii[24,6] := {274} tii[24,7] := {211} tii[24,8] := {277} tii[24,9] := {231} tii[24,10] := {201} tii[24,11] := {269} tii[24,12] := {228} tii[24,13] := {169} tii[24,14] := {276} tii[24,15] := {251} tii[24,16] := {225} tii[24,17] := {265} tii[24,18] := {240} tii[24,19] := {215} tii[24,20] := {148} tii[24,21] := {259} tii[24,22] := {175} tii[24,23] := {270} tii[24,24] := {200} tii[24,25] := {167} tii[24,26] := {116} tii[24,27] := {253} tii[24,28] := {194} tii[24,29] := {137} tii[24,30] := {143} tii[24,31] := {267} tii[24,32] := {101} tii[24,33] := {219} tii[24,34] := {74} tii[24,35] := {189} tii[24,36] := {132} tii[24,37] := {243} tii[24,38] := {91} tii[24,39] := {210} tii[24,40] := {216} tii[24,41] := {183} tii[24,42] := {260} tii[24,43] := {207} tii[24,44] := {152} tii[24,45] := {271} tii[24,46] := {149} tii[24,47] := {252} tii[24,48] := {226} tii[24,49] := {176} tii[24,50] := {121} tii[24,51] := {266} tii[24,52] := {161} tii[24,53] := {89} tii[24,54] := {239} tii[24,55] := {261} tii[24,56] := {237} tii[24,57] := {272} tii[24,58] := {208} tii[24,59] := {264} tii[24,60] := {273} tii[24,61] := {180} tii[24,62] := {114} tii[24,63] := {232} tii[24,64] := {140} tii[24,65] := {255} tii[24,66] := {165} tii[24,67] := {133} tii[24,68] := {81} tii[24,69] := {221} tii[24,70] := {156} tii[24,71] := {102} tii[24,72] := {108} tii[24,73] := {245} tii[24,74] := {69} tii[24,75] := {185} tii[24,76] := {44} tii[24,77] := {154} tii[24,78] := {95} tii[24,79] := {212} tii[24,80] := {62} tii[24,81] := {174} tii[24,82] := {181} tii[24,83] := {54} tii[24,84] := {147} tii[24,85] := {233} tii[24,86] := {78} tii[24,87] := {172} tii[24,88] := {119} tii[24,89] := {256} tii[24,90] := {115} tii[24,91] := {42} tii[24,92] := {220} tii[24,93] := {23} tii[24,94] := {190} tii[24,95] := {141} tii[24,96] := {86} tii[24,97] := {65} tii[24,98] := {244} tii[24,99] := {125} tii[24,100] := {60} tii[24,101] := {35} tii[24,102] := {209} tii[24,103] := {55} tii[24,104] := {234} tii[24,105] := {32} tii[24,106] := {79} tii[24,107] := {205} tii[24,108] := {257} tii[24,109] := {16} tii[24,110] := {173} tii[24,111] := {64} tii[24,112] := {241} tii[24,113] := {80} tii[24,114] := {258} tii[24,115] := {166} tii[24,116] := {134} tii[24,117] := {222} tii[24,118] := {157} tii[24,119] := {103} tii[24,120] := {246} tii[24,121] := {99} tii[24,122] := {202} tii[24,123] := {170} tii[24,124] := {129} tii[24,125] := {72} tii[24,126] := {230} tii[24,127] := {107} tii[24,128] := {47} tii[24,129] := {197} tii[24,130] := {71} tii[24,131] := {223} tii[24,132] := {97} tii[24,133] := {46} tii[24,134] := {193} tii[24,135] := {247} tii[24,136] := {158} tii[24,137] := {77} tii[24,138] := {25} tii[24,139] := {229} tii[24,140] := {98} tii[24,141] := {13} tii[24,142] := {248} tii[24,143] := {186} tii[24,144] := {155} tii[24,145] := {213} tii[24,146] := {123} tii[24,147] := {198} tii[24,148] := {94} tii[24,149] := {214} tii[24,150] := {179} tii[24,151] := {218} tii[24,152] := {242} tii[24,153] := {250} tii[24,154] := {150} tii[24,155] := {224} tii[24,156] := {263} tii[24,157] := {178} tii[24,158] := {136} tii[24,159] := {275} tii[24,160] := {105} tii[24,161] := {164} tii[24,162] := {127} tii[24,163] := {217} tii[24,164] := {83} tii[24,165] := {187} tii[24,166] := {238} tii[24,167] := {111} tii[24,168] := {70} tii[24,169] := {168} tii[24,170] := {153} tii[24,171] := {262} tii[24,172] := {45} tii[24,173] := {199} tii[24,174] := {138} tii[24,175] := {96} tii[24,176] := {106} tii[24,177] := {162} tii[24,178] := {63} tii[24,179] := {84} tii[24,180] := {254} tii[24,181] := {59} tii[24,182] := {112} tii[24,183] := {196} tii[24,184] := {34} tii[24,185] := {93} tii[24,186] := {113} tii[24,187] := {182} tii[24,188] := {29} tii[24,189] := {206} tii[24,190] := {151} tii[24,191] := {51} tii[24,192] := {21} tii[24,193] := {135} tii[24,194] := {120} tii[24,195] := {235} tii[24,196] := {9} tii[24,197] := {163} tii[24,198] := {104} tii[24,199] := {38} tii[24,200] := {17} tii[24,201] := {75} tii[24,202] := {126} tii[24,203] := {30} tii[24,204] := {117} tii[24,205] := {15} tii[24,206] := {52} tii[24,207] := {87} tii[24,208] := {227} tii[24,209] := {144} tii[24,210] := {88} tii[24,211] := {7} tii[24,212] := {49} tii[24,213] := {36} tii[24,214] := {160} tii[24,215] := {128} tii[24,216] := {61} tii[24,217] := {53} tii[24,218] := {37} tii[24,219] := {145} tii[24,220] := {22} tii[24,221] := {236} tii[24,222] := {40} tii[24,223] := {10} tii[24,224] := {4} tii[24,225] := {28} tii[24,226] := {195} tii[24,227] := {1} tii[24,228] := {41} tii[24,229] := {177} tii[24,230] := {20} tii[24,231] := {146} tii[24,232] := {171} tii[24,233] := {118} tii[24,234] := {100} tii[24,235] := {85} tii[24,236] := {203} tii[24,237] := {131} tii[24,238] := {73} tii[24,239] := {90} tii[24,240] := {48} tii[24,241] := {82} tii[24,242] := {56} tii[24,243] := {191} tii[24,244] := {109} tii[24,245] := {57} tii[24,246] := {26} tii[24,247] := {124} tii[24,248] := {92} tii[24,249] := {33} tii[24,250] := {18} tii[24,251] := {110} tii[24,252] := {43} tii[24,253] := {31} tii[24,254] := {204} tii[24,255] := {67} tii[24,256] := {24} tii[24,257] := {12} tii[24,258] := {50} tii[24,259] := {11} tii[24,260] := {159} tii[24,261] := {8} tii[24,262] := {142} tii[24,263] := {68} tii[24,264] := {6} tii[24,265] := {2} tii[24,266] := {39} tii[24,267] := {192} tii[24,268] := {139} tii[24,269] := {130} tii[24,270] := {66} tii[24,271] := {188} tii[24,272] := {122} tii[24,273] := {76} tii[24,274] := {58} tii[24,275] := {27} tii[24,276] := {19} tii[24,277] := {14} tii[24,278] := {5} tii[24,279] := {3} tii[24,280] := {0} cell#244 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {216} tii[10,2] := {246} tii[10,3] := {251} tii[10,4] := {188} tii[10,5] := {162} tii[10,6] := {86} tii[10,7] := {233} tii[10,8] := {119} tii[10,9] := {247} tii[10,10] := {186} tii[10,11] := {172} tii[10,12] := {219} tii[10,13] := {243} tii[10,14] := {250} tii[10,15] := {227} tii[10,16] := {211} tii[10,17] := {245} tii[10,18] := {249} tii[10,19] := {161} tii[10,20] := {129} tii[10,21] := {63} tii[10,22] := {212} tii[10,23] := {93} tii[10,24] := {235} tii[10,25] := {156} tii[10,26] := {191} tii[10,27] := {139} tii[10,28] := {102} tii[10,29] := {45} tii[10,30] := {226} tii[10,31] := {71} tii[10,32] := {244} tii[10,33] := {33} tii[10,34] := {203} tii[10,35] := {125} tii[10,36] := {18} tii[10,37] := {182} tii[10,38] := {165} tii[10,39] := {110} tii[10,40] := {53} tii[10,41] := {228} tii[10,42] := {68} tii[10,43] := {241} tii[10,44] := {149} tii[10,45] := {179} tii[10,46] := {122} tii[10,47] := {101} tii[10,48] := {202} tii[10,49] := {213} tii[10,50] := {236} tii[10,51] := {184} tii[10,52] := {170} tii[10,53] := {217} tii[10,54] := {230} tii[10,55] := {158} tii[10,56] := {141} tii[10,57] := {193} tii[10,58] := {114} tii[10,59] := {209} tii[10,60] := {196} tii[10,61] := {189} tii[10,62] := {113} tii[10,63] := {148} tii[10,64] := {215} tii[10,65] := {238} tii[10,66] := {200} tii[10,67] := {64} tii[10,68] := {130} tii[10,69] := {142} tii[10,70] := {94} tii[10,71] := {175} tii[10,72] := {155} tii[10,73] := {234} tii[10,74] := {47} tii[10,75] := {157} tii[10,76] := {190} tii[10,77] := {248} tii[10,78] := {30} tii[10,79] := {223} tii[10,80] := {140} tii[10,81] := {192} tii[10,82] := {73} tii[10,83] := {239} tii[10,84] := {91} tii[10,85] := {178} tii[10,86] := {240} tii[10,87] := {154} tii[10,88] := {206} tii[10,89] := {225} tii[10,90] := {128} tii[10,91] := {32} tii[10,92] := {77} tii[10,93] := {112} tii[10,94] := {52} tii[10,95] := {147} tii[10,96] := {21} tii[10,97] := {123} tii[10,98] := {65} tii[10,99] := {214} tii[10,100] := {99} tii[10,101] := {12} tii[10,102] := {37} tii[10,103] := {163} tii[10,104] := {95} tii[10,105] := {42} tii[10,106] := {237} tii[10,107] := {134} tii[10,108] := {83} tii[10,109] := {199} tii[10,110] := {48} tii[10,111] := {117} tii[10,112] := {220} tii[10,113] := {121} tii[10,114] := {204} tii[10,115] := {98} tii[10,116] := {14} tii[10,117] := {62} tii[10,118] := {222} tii[10,119] := {183} tii[10,120] := {7} tii[10,121] := {150} tii[10,122] := {96} tii[10,123] := {133} tii[10,124] := {229} tii[10,125] := {25} tii[10,126] := {5} tii[10,127] := {242} tii[10,128] := {76} tii[10,129] := {176} tii[10,130] := {35} tii[10,131] := {145} tii[10,132] := {195} tii[10,133] := {160} tii[10,134] := {231} tii[10,135] := {41} tii[10,136] := {100} tii[10,137] := {232} tii[10,138] := {84} tii[10,139] := {135} tii[10,140] := {187} tii[10,141] := {66} tii[10,142] := {152} tii[10,143] := {137} tii[10,144] := {50} tii[10,145] := {85} tii[10,146] := {118} tii[10,147] := {97} tii[10,148] := {46} tii[10,149] := {185} tii[10,150] := {132} tii[10,151] := {72} tii[10,152] := {218} tii[10,153] := {29} tii[10,154] := {171} tii[10,155] := {90} tii[10,156] := {194} tii[10,157] := {22} tii[10,158] := {74} tii[10,159] := {177} tii[10,160] := {43} tii[10,161] := {197} tii[10,162] := {13} tii[10,163] := {105} tii[10,164] := {38} tii[10,165] := {153} tii[10,166] := {205} tii[10,167] := {49} tii[10,168] := {167} tii[10,169] := {115} tii[10,170] := {10} tii[10,171] := {224} tii[10,172] := {127} tii[10,173] := {58} tii[10,174] := {207} tii[10,175] := {56} tii[10,176] := {126} tii[10,177] := {31} tii[10,178] := {210} tii[10,179] := {80} tii[10,180] := {111} tii[10,181] := {166} tii[10,182] := {16} tii[10,183] := {159} tii[10,184] := {88} tii[10,185] := {181} tii[10,186] := {136} tii[10,187] := {89} tii[10,188] := {169} tii[10,189] := {78} tii[10,190] := {180} tii[10,191] := {70} tii[10,192] := {138} tii[10,193] := {198} tii[10,194] := {143} tii[10,195] := {92} tii[10,196] := {87} tii[10,197] := {120} tii[10,198] := {60} tii[10,199] := {146} tii[10,200] := {124} tii[10,201] := {34} tii[10,202] := {82} tii[10,203] := {54} tii[10,204] := {20} tii[10,205] := {164} tii[10,206] := {221} tii[10,207] := {174} tii[10,208] := {69} tii[10,209] := {17} tii[10,210] := {79} tii[10,211] := {75} tii[10,212] := {8} tii[10,213] := {44} tii[10,214] := {109} tii[10,215] := {4} tii[10,216] := {15} tii[10,217] := {106} tii[10,218] := {201} tii[10,219] := {23} tii[10,220] := {27} tii[10,221] := {2} tii[10,222] := {116} tii[10,223] := {168} tii[10,224] := {208} tii[10,225] := {28} tii[10,226] := {104} tii[10,227] := {1} tii[10,228] := {24} tii[10,229] := {40} tii[10,230] := {19} tii[10,231] := {81} tii[10,232] := {59} tii[10,233] := {9} tii[10,234] := {39} tii[10,235] := {173} tii[10,236] := {107} tii[10,237] := {67} tii[10,238] := {131} tii[10,239] := {3} tii[10,240] := {57} tii[10,241] := {151} tii[10,242] := {108} tii[10,243] := {36} tii[10,244] := {61} tii[10,245] := {26} tii[10,246] := {144} tii[10,247] := {6} tii[10,248] := {103} tii[10,249] := {51} tii[10,250] := {55} tii[10,251] := {11} tii[10,252] := {0} cell#245 , |C| = 384 special orbit = [7, 3, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[3],[2, 1, 1, 1]]+phi[[1],[4, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 64*X+160*X^2 TII subcells: tii[32,1] := {374} tii[32,2] := {371} tii[32,3] := {341, 381} tii[32,4] := {357, 383} tii[32,5] := {361} tii[32,6] := {352} tii[32,7] := {339} tii[32,8] := {312} tii[32,9] := {313, 375} tii[32,10] := {281, 334} tii[32,11] := {335, 382} tii[32,12] := {327} tii[32,13] := {298} tii[32,14] := {280, 364} tii[32,15] := {262, 324} tii[32,16] := {306, 378} tii[32,17] := {240, 353} tii[32,18] := {204, 331} tii[32,19] := {274, 372} tii[32,20] := {246, 380} tii[32,21] := {338} tii[32,22] := {326} tii[32,23] := {310} tii[32,24] := {277} tii[32,25] := {278, 363} tii[32,26] := {241, 302} tii[32,27] := {303, 377} tii[32,28] := {276} tii[32,29] := {294} tii[32,30] := {259} tii[32,31] := {237} tii[32,32] := {238, 343} tii[32,33] := {221, 291} tii[32,34] := {201, 270} tii[32,35] := {271, 367} tii[32,36] := {197} tii[32,37] := {198, 328} tii[32,38] := {160, 300} tii[32,39] := {159, 231} tii[32,40] := {232, 355} tii[32,41] := {119, 205} tii[32,42] := {206, 373} tii[32,43] := {256} tii[32,44] := {218} tii[32,45] := {196, 318} tii[32,46] := {178, 253} tii[32,47] := {229, 348} tii[32,48] := {176} tii[32,49] := {154, 296} tii[32,50] := {118, 264} tii[32,51] := {134, 213} tii[32,52] := {191, 333} tii[32,53] := {97, 187} tii[32,54] := {166, 359} tii[32,55] := {112, 317} tii[32,56] := {80, 286} tii[32,57] := {147, 347} tii[32,58] := {55, 252} tii[32,59] := {124, 369} tii[32,60] := {146, 379} tii[32,61] := {309} tii[32,62] := {293} tii[32,63] := {275} tii[32,64] := {235} tii[32,65] := {236, 342} tii[32,66] := {199, 267} tii[32,67] := {268, 366} tii[32,68] := {255} tii[32,69] := {233} tii[32,70] := {217} tii[32,71] := {193} tii[32,72] := {194, 316} tii[32,73] := {177, 251} tii[32,74] := {155, 226} tii[32,75] := {227, 346} tii[32,76] := {151} tii[32,77] := {152, 295} tii[32,78] := {116, 263} tii[32,79] := {115, 188} tii[32,80] := {189, 332} tii[32,81] := {81, 163} tii[32,82] := {164, 358} tii[32,83] := {192} tii[32,84] := {214} tii[32,85] := {149} tii[32,86] := {174} tii[32,87] := {150, 284} tii[32,88] := {113, 184} tii[32,89] := {132, 210} tii[32,90] := {185, 322} tii[32,91] := {130} tii[32,92] := {109} tii[32,93] := {110, 257} tii[32,94] := {78, 222} tii[32,95] := {94, 170} tii[32,96] := {77, 142} tii[32,97] := {143, 301} tii[32,98] := {63, 140} tii[32,99] := {52, 121} tii[32,100] := {122, 336} tii[32,101] := {73} tii[32,102] := {74, 283} tii[32,103] := {50, 104} tii[32,104] := {51, 249} tii[32,105] := {106, 321} tii[32,106] := {28, 209} tii[32,107] := {27, 87} tii[32,108] := {88, 350} tii[32,109] := {16, 103} tii[32,110] := {105, 370} tii[32,111] := {173} tii[32,112] := {129} tii[32,113] := {108, 248} tii[32,114] := {93, 168} tii[32,115] := {139, 289} tii[32,116] := {91} tii[32,117] := {72, 215} tii[32,118] := {49, 179} tii[32,119] := {61, 126} tii[32,120] := {102, 265} tii[32,121] := {37, 98} tii[32,122] := {86, 307} tii[32,123] := {60} tii[32,124] := {47, 247} tii[32,125] := {36, 90} tii[32,126] := {24, 207} tii[32,127] := {70, 288} tii[32,128] := {15, 167} tii[32,129] := {19, 65} tii[32,130] := {57, 325} tii[32,131] := {11, 89} tii[32,132] := {69, 351} tii[32,133] := {22, 216} tii[32,134] := {13, 180} tii[32,135] := {45, 266} tii[32,136] := {7, 137} tii[32,137] := {30, 308} tii[32,138] := {4, 100} tii[32,139] := {44, 337} tii[32,140] := {34, 360} tii[32,141] := {362} tii[32,142] := {340} tii[32,143] := {314, 356} tii[32,144] := {311} tii[32,145] := {354} tii[32,146] := {279} tii[32,147] := {330, 368} tii[32,148] := {243, 305} tii[32,149] := {239} tii[32,150] := {315, 376} tii[32,151] := {203, 273} tii[32,152] := {161, 245} tii[32,153] := {234} tii[32,154] := {329} tii[32,155] := {195} tii[32,156] := {299, 349} tii[32,157] := {157, 228} tii[32,158] := {153} tii[32,159] := {260} tii[32,160] := {282, 365} tii[32,161] := {223, 292} tii[32,162] := {117, 190} tii[32,163] := {83, 165} tii[32,164] := {182, 272} tii[32,165] := {111} tii[32,166] := {244, 345} tii[32,167] := {79, 145} tii[32,168] := {162, 304} tii[32,169] := {54, 123} tii[32,170] := {31, 144} tii[32,171] := {148} tii[32,172] := {297} tii[32,173] := {107} tii[32,174] := {261, 323} tii[32,175] := {75, 138} tii[32,176] := {71} tii[32,177] := {219} tii[32,178] := {242, 344} tii[32,179] := {181, 254} tii[32,180] := {48, 101} tii[32,181] := {25, 85} tii[32,182] := {135, 230} tii[32,183] := {46} tii[32,184] := {131} tii[32,185] := {23, 68} tii[32,186] := {202, 320} tii[32,187] := {95, 172} tii[32,188] := {14, 56} tii[32,189] := {120, 269} tii[32,190] := {64, 141} tii[32,191] := {8, 67} tii[32,192] := {40, 171} tii[32,193] := {21} tii[32,194] := {158, 287} tii[32,195] := {12, 43} tii[32,196] := {6, 29} tii[32,197] := {84, 225} tii[32,198] := {32, 212} tii[32,199] := {3, 42} tii[32,200] := {0, 33} tii[32,201] := {258} tii[32,202] := {220, 290} tii[32,203] := {175} tii[32,204] := {200, 319} tii[32,205] := {133, 211} tii[32,206] := {96, 186} tii[32,207] := {92} tii[32,208] := {156, 285} tii[32,209] := {62, 128} tii[32,210] := {82, 224} tii[32,211] := {38, 99} tii[32,212] := {20, 127} tii[32,213] := {35} tii[32,214] := {114, 250} tii[32,215] := {18, 59} tii[32,216] := {10, 39} tii[32,217] := {53, 183} tii[32,218] := {17, 169} tii[32,219] := {5, 58} tii[32,220] := {2, 41} tii[32,221] := {76, 208} tii[32,222] := {26, 136} tii[32,223] := {9, 125} tii[32,224] := {1, 66} cell#246 , |C| = 1008 special orbit = [5, 3, 3, 3, 1, 1, 1] special rep = [[2, 1], [2, 2, 1]] , dim = 560 cell rep = phi[[2, 1],[2, 2, 1]]+phi[[1, 1],[3, 2, 1]] TII depth = 5 TII multiplicity polynomial = 112*X+448*X^2 TII subcells: tii[19,1] := {858} tii[19,2] := {729, 890} tii[19,3] := {969} tii[19,4] := {540, 929} tii[19,5] := {944, 1002} tii[19,6] := {989, 1006} tii[19,7] := {724, 995} tii[19,8] := {834, 1004} tii[19,9] := {777} tii[19,10] := {638, 815} tii[19,11] := {225} tii[19,12] := {924} tii[19,13] := {686} tii[19,14] := {496} tii[19,15] := {443, 865} tii[19,16] := {539, 730} tii[19,17] := {229, 344} tii[19,18] := {886, 982} tii[19,19] := {325, 465} tii[19,20] := {957, 997} tii[19,21] := {779} tii[19,22] := {445, 696} tii[19,23] := {691} tii[19,24] := {191, 399} tii[19,25] := {723, 894} tii[19,26] := {630, 971} tii[19,27] := {602, 756} tii[19,28] := {284, 513} tii[19,29] := {833, 941} tii[19,30] := {748, 991} tii[19,31] := {537, 790} tii[19,32] := {456, 706} tii[19,33] := {662, 856} tii[19,34] := {970} tii[19,35] := {350, 889} tii[19,36] := {945, 1003} tii[19,37] := {990, 1007} tii[19,38] := {925} tii[19,39] := {267, 816} tii[19,40] := {863} tii[19,41] := {88, 529} tii[19,42] := {531, 981} tii[19,43] := {887, 984} tii[19,44] := {148, 654} tii[19,45] := {793, 912} tii[19,46] := {656, 996} tii[19,47] := {958, 999} tii[19,48] := {348, 892} tii[19,49] := {813, 973} tii[19,50] := {737, 935} tii[19,51] := {277, 826} tii[19,52] := {469, 939} tii[19,53] := {908, 994} tii[19,54] := {963, 964} tii[19,55] := {632, 1001} tii[19,56] := {750, 1005} tii[19,57] := {533, 983} tii[19,58] := {452, 954} tii[19,59] := {658, 998} tii[19,60] := {765, 992} tii[19,61] := {305} tii[19,62] := {778} tii[19,63] := {639, 817} tii[19,64] := {596} tii[19,65] := {310, 437} tii[19,66] := {416, 561} tii[19,67] := {860} tii[19,68] := {541, 787} tii[19,69] := {783} tii[19,70] := {261, 493} tii[19,71] := {811, 950} tii[19,72] := {702, 841} tii[19,73] := {370, 614} tii[19,74] := {906, 979} tii[19,75] := {637, 868} tii[19,76] := {755, 921} tii[19,77] := {551, 796} tii[19,78] := {162} tii[19,79] := {587} tii[19,80] := {393} tii[19,81] := {165, 262} tii[19,82] := {695} tii[19,83] := {402} tii[19,84] := {444, 640} tii[19,85] := {398, 532} tii[19,86] := {244, 371} tii[19,87] := {512, 657} tii[19,88] := {487} tii[19,89] := {926} tii[19,90] := {110} tii[19,91] := {687} tii[19,92] := {785} tii[19,93] := {588} tii[19,94] := {74} tii[19,95] := {888, 985} tii[19,96] := {352, 597} tii[19,97] := {593} tii[19,98] := {135, 311} tii[19,99] := {864} tii[19,100] := {192, 592} tii[19,101] := {112, 194} tii[19,102] := {446, 866} tii[19,103] := {315} tii[19,104] := {432, 629} tii[19,105] := {631, 820} tii[19,106] := {46, 103} tii[19,107] := {708} tii[19,108] := {959, 1000} tii[19,109] := {501, 665} tii[19,110] := {209, 417} tii[19,111] := {794, 913} tii[19,112] := {285, 712} tii[19,113] := {178, 287} tii[19,114] := {556, 747} tii[19,115] := {749, 884} tii[19,116] := {525, 722} tii[19,117] := {73, 168} tii[19,118] := {814, 947} tii[19,119] := {442, 700} tii[19,120] := {538, 931} tii[19,121] := {404} tii[19,122] := {48, 123} tii[19,123] := {738, 900} tii[19,124] := {650, 832} tii[19,125] := {363, 608} tii[19,126] := {566, 776} tii[19,127] := {321, 484} tii[19,128] := {663, 967} tii[19,129] := {457, 874} tii[19,130] := {125, 247} tii[19,131] := {909, 976} tii[19,132] := {184, 334} tii[19,133] := {845, 937} tii[19,134] := {780} tii[19,135] := {927} tii[19,136] := {692} tii[19,137] := {89, 343} tii[19,138] := {268, 641} tii[19,139] := {260, 690} tii[19,140] := {725, 896} tii[19,141] := {149, 464} tii[19,142] := {603, 758} tii[19,143] := {871, 960} tii[19,144] := {369, 801} tii[19,145] := {835, 943} tii[19,146] := {636, 972} tii[19,147] := {57, 263} tii[19,148] := {633, 869} tii[19,149] := {349, 733} tii[19,150] := {598} tii[19,151] := {338, 781} tii[19,152] := {897, 987} tii[19,153] := {37, 201} tii[19,154] := {754, 993} tii[19,155] := {547, 797} tii[19,156] := {550, 934} tii[19,157] := {278, 649} tii[19,158] := {470, 809} tii[19,159] := {101, 372} tii[19,160] := {459, 876} tii[19,161] := {504, 679} tii[19,162] := {751, 922} tii[19,163] := {420, 620} tii[19,164] := {158, 480} tii[19,165] := {846, 847} tii[19,166] := {671, 962} tii[19,167] := {439, 821} tii[19,168] := {643, 974} tii[19,169] := {360, 742} tii[19,170] := {563, 885} tii[19,171] := {678, 852} tii[19,172] := {293, 666} tii[19,173] := {304} tii[19,174] := {595} tii[19,175] := {309, 435} tii[19,176] := {415, 559} tii[19,177] := {391} tii[19,178] := {163} tii[19,179] := {859} tii[19,180] := {693} tii[19,181] := {488} tii[19,182] := {403} tii[19,183] := {166, 264} tii[19,184] := {116} tii[19,185] := {351, 786} tii[19,186] := {340, 528} tii[19,187] := {810, 948} tii[19,188] := {782} tii[19,189] := {134, 492} tii[19,190] := {609} tii[19,191] := {245, 373} tii[19,192] := {77, 154} tii[19,193] := {461, 653} tii[19,194] := {905, 977} tii[19,195] := {701, 839} tii[19,196] := {208, 613} tii[19,197] := {428, 625} tii[19,198] := {113, 232} tii[19,199] := {499} tii[19,200] := {727, 891} tii[19,201] := {441, 867} tii[19,202] := {79, 176} tii[19,203] := {552, 743} tii[19,204] := {410, 584} tii[19,205] := {179, 328} tii[19,206] := {646, 825} tii[19,207] := {565, 920} tii[19,208] := {362, 795} tii[19,209] := {837, 938} tii[19,210] := {252, 425} tii[19,211] := {762, 879} tii[19,212] := {861} tii[19,213] := {303} tii[19,214] := {169} tii[19,215] := {594} tii[19,216] := {862} tii[19,217] := {784} tii[19,218] := {55, 434} tii[19,219] := {394} tii[19,220] := {196, 731} tii[19,221] := {812, 951} tii[19,222] := {259, 433} tii[19,223] := {189, 591} tii[19,224] := {118, 214} tii[19,225] := {99, 558} tii[19,226] := {703, 842} tii[19,227] := {508} tii[19,228] := {907, 980} tii[19,229] := {368, 557} tii[19,230] := {792, 910} tii[19,231] := {282, 711} tii[19,232] := {726, 932} tii[19,233] := {599} tii[19,234] := {307} tii[19,235] := {337, 526} tii[19,236] := {136, 312} tii[19,237] := {635, 818} tii[19,238] := {535, 930} tii[19,239] := {33, 345} tii[19,240] := {255, 688} tii[19,241] := {697} tii[19,242] := {266, 819} tii[19,243] := {173, 273} tii[19,244] := {505, 680} tii[19,245] := {645, 875} tii[19,246] := {822, 953} tii[19,247] := {19, 274} tii[19,248] := {458, 651} tii[19,249] := {660, 966} tii[19,250] := {836, 968} tii[19,251] := {454, 873} tii[19,252] := {62, 466} tii[19,253] := {413} tii[19,254] := {95, 240} tii[19,255] := {549, 739} tii[19,256] := {364, 799} tii[19,257] := {210, 418} tii[19,258] := {753, 882} tii[19,259] := {605, 769} tii[19,260] := {204, 740} tii[19,261] := {375, 883} tii[19,262] := {915, 916} tii[19,263] := {422, 576} tii[19,264] := {105, 577} tii[19,265] := {516, 717} tii[19,266] := {298, 520} tii[19,267] := {670, 806} tii[19,268] := {572, 914} tii[19,269] := {634, 870} tii[19,270] := {347, 895} tii[19,271] := {257, 491} tii[19,272] := {544, 933} tii[19,273] := {142, 318} tii[19,274] := {642, 828} tii[19,275] := {548, 798} tii[19,276] := {276, 829} tii[19,277] := {366, 612} tii[19,278] := {752, 923} tii[19,279] := {468, 942} tii[19,280] := {579, 918} tii[19,281] := {850, 851} tii[19,282] := {381, 618} tii[19,283] := {574, 766} tii[19,284] := {472, 716} tii[19,285] := {217, 757} tii[19,286] := {773, 774} tii[19,287] := {928} tii[19,288] := {133, 628} tii[19,289] := {207, 746} tii[19,290] := {872, 961} tii[19,291] := {56, 436} tii[19,292] := {788} tii[19,293] := {186, 721} tii[19,294] := {440, 946} tii[19,295] := {898, 988} tii[19,296] := {100, 560} tii[19,297] := {36, 357} tii[19,298] := {279, 831} tii[19,299] := {704, 853} tii[19,300] := {564, 975} tii[19,301] := {361, 899} tii[19,302] := {157, 674} tii[19,303] := {616, 805} tii[19,304] := {476, 936} tii[19,305] := {438, 949} tii[19,306] := {131, 626} tii[19,307] := {450, 952} tii[19,308] := {58, 448} tii[19,309] := {359, 902} tii[19,310] := {823, 955} tii[19,311] := {205, 744} tii[19,312] := {562, 978} tii[19,313] := {677, 965} tii[19,314] := {218, 760} tii[19,315] := {664, 878} tii[19,316] := {292, 840} tii[19,317] := {383, 880} tii[19,318] := {582, 919} tii[19,319] := {546, 986} tii[19,320] := {377, 911} tii[19,321] := {226} tii[19,322] := {497} tii[19,323] := {230, 346} tii[19,324] := {170} tii[19,325] := {326, 467} tii[19,326] := {119, 216} tii[19,327] := {167, 313} tii[19,328] := {600} tii[19,329] := {122, 241} tii[19,330] := {506, 684} tii[19,331] := {246, 419} tii[19,332] := {333, 521} tii[19,333] := {392} tii[19,334] := {71} tii[19,335] := {234} tii[19,336] := {72, 138} tii[19,337] := {44} tii[19,338] := {694} tii[19,339] := {489} tii[19,340] := {341, 530} tii[19,341] := {235} tii[19,342] := {124, 212} tii[19,343] := {27, 66} tii[19,344] := {172, 291} tii[19,345] := {610} tii[19,346] := {462, 655} tii[19,347] := {699} tii[19,348] := {429, 627} tii[19,349] := {193, 401} tii[19,350] := {43, 114} tii[19,351] := {728, 893} tii[19,352] := {316} tii[19,353] := {396} tii[19,354] := {26} tii[19,355] := {238, 358} tii[19,356] := {607, 772} tii[19,357] := {242, 389} tii[19,358] := {28, 80} tii[19,359] := {553, 745} tii[19,360] := {82, 180} tii[19,361] := {838, 940} tii[19,362] := {14, 41} tii[19,363] := {647, 827} tii[19,364] := {144, 320} tii[19,365] := {286, 515} tii[19,366] := {510} tii[19,367] := {763, 881} tii[19,368] := {129, 253} tii[19,369] := {385, 622} tii[19,370] := {518, 675} tii[19,371] := {7, 32} tii[19,372] := {25, 139} tii[19,373] := {339, 590} tii[19,374] := {405} tii[19,375] := {50, 213} tii[19,376] := {199, 407} tii[19,377] := {13, 98} tii[19,378] := {735, 903} tii[19,379] := {460, 710} tii[19,380] := {322, 486} tii[19,381] := {672, 849} tii[19,382] := {475, 715} tii[19,383] := {250, 426} tii[19,384] := {86, 301} tii[19,385] := {8, 67} tii[19,386] := {130, 390} tii[19,387] := {224} tii[19,388] := {115} tii[19,389] := {495} tii[19,390] := {314} tii[19,391] := {306} tii[19,392] := {190, 342} tii[19,393] := {76, 152} tii[19,394] := {412} tii[19,395] := {236, 376} tii[19,396] := {283, 463} tii[19,397] := {490} tii[19,398] := {91, 231} tii[19,399] := {45} tii[19,400] := {498} tii[19,401] := {256, 430} tii[19,402] := {789} tii[19,403] := {137, 494} tii[19,404] := {227} tii[19,405] := {536, 732} tii[19,406] := {120, 200} tii[19,407] := {317, 451} tii[19,408] := {29, 69} tii[19,409] := {409, 580} tii[19,410] := {611} tii[19,411] := {705, 854} tii[19,412] := {61, 175} tii[19,413] := {365, 554} tii[19,414] := {151, 327} tii[19,415] := {211, 615} tii[19,416] := {96, 408} tii[19,417] := {455, 648} tii[19,418] := {661, 808} tii[19,419] := {323} tii[19,420] := {299, 718} tii[19,421] := {15, 54} tii[19,422] := {221, 424} tii[19,423] := {617, 764} tii[19,424] := {573, 719} tii[19,425] := {331, 479} tii[19,426] := {500} tii[19,427] := {34, 195} tii[19,428] := {258, 689} tii[19,429] := {534, 791} tii[19,430] := {188, 397} tii[19,431] := {164} tii[19,432] := {824, 956} tii[19,433] := {78, 145} tii[19,434] := {94, 239} tii[19,435] := {143, 503} tii[19,436] := {411, 586} tii[19,437] := {353, 543} tii[19,438] := {453, 707} tii[19,439] := {545, 741} tii[19,440] := {20, 146} tii[19,441] := {281, 511} tii[19,442] := {63, 288} tii[19,443] := {367, 800} tii[19,444] := {659, 857} tii[19,445] := {243} tii[19,446] := {330, 522} tii[19,447] := {31, 84} tii[19,448] := {667, 844} tii[19,449] := {767, 768} tii[19,450] := {296, 519} tii[19,451] := {478, 676} tii[19,452] := {382, 804} tii[19,453] := {575, 917} tii[19,454] := {378, 619} tii[19,455] := {106, 387} tii[19,456] := {11, 104} tii[19,457] := {251, 386} tii[19,458] := {682, 683} tii[19,459] := {161, 485} tii[19,460] := {254, 427} tii[19,461] := {132, 431} tii[19,462] := {59, 272} tii[19,463] := {198, 604} tii[19,464] := {644, 830} tii[19,465] := {206, 555} tii[19,466] := {474, 877} tii[19,467] := {219, 571} tii[19,468] := {471, 713} tii[19,469] := {22, 153} tii[19,470] := {384, 720} tii[19,471] := {583, 775} tii[19,472] := {223, 581} tii[19,473] := {233} tii[19,474] := {171, 289} tii[19,475] := {395} tii[19,476] := {75} tii[19,477] := {90, 400} tii[19,478] := {698} tii[19,479] := {237, 356} tii[19,480] := {49, 107} tii[19,481] := {509} tii[19,482] := {606, 770} tii[19,483] := {150, 514} tii[19,484] := {60, 319} tii[19,485] := {220, 621} tii[19,486] := {30, 85} tii[19,487] := {517, 673} tii[19,488] := {228} tii[19,489] := {187, 589} tii[19,490] := {18, 265} tii[19,491] := {601} tii[19,492] := {121, 202} tii[19,493] := {269, 447} tii[19,494] := {734, 901} tii[19,495] := {93, 406} tii[19,496] := {280, 709} tii[19,497] := {324} tii[19,498] := {38, 374} tii[19,499] := {507, 685} tii[19,500] := {9, 203} tii[19,501] := {52, 127} tii[19,502] := {568, 759} tii[19,503] := {332, 481} tii[19,504] := {421, 623} tii[19,505] := {295, 714} tii[19,506] := {68, 482} tii[19,507] := {477, 848} tii[19,508] := {4, 155} tii[19,509] := {109, 585} tii[19,510] := {335, 524} tii[19,511] := {87, 527} tii[19,512] := {35, 355} tii[19,513] := {736, 904} tii[19,514] := {197, 354} tii[19,515] := {140, 502} tii[19,516] := {147, 652} tii[19,517] := {379, 802} tii[19,518] := {567, 803} tii[19,519] := {156, 669} tii[19,520] := {10, 215} tii[19,521] := {64, 181} tii[19,522] := {473, 668} tii[19,523] := {297, 807} tii[19,524] := {388, 624} tii[19,525] := {483, 855} tii[19,526] := {160, 681} tii[19,527] := {92, 542} tii[19,528] := {294, 843} tii[19,529] := {21, 290} tii[19,530] := {222, 771} tii[19,531] := {117} tii[19,532] := {81, 159} tii[19,533] := {51, 128} tii[19,534] := {308} tii[19,535] := {12} tii[19,536] := {174, 275} tii[19,537] := {6, 23} tii[19,538] := {414} tii[19,539] := {83, 182} tii[19,540] := {423, 578} tii[19,541] := {2, 17} tii[19,542] := {0, 24} tii[19,543] := {111} tii[19,544] := {47, 97} tii[19,545] := {270, 449} tii[19,546] := {177} tii[19,547] := {16, 53} tii[19,548] := {102, 249} tii[19,549] := {569, 761} tii[19,550] := {183, 300} tii[19,551] := {185, 336} tii[19,552] := {3, 42} tii[19,553] := {141, 271} tii[19,554] := {40, 126} tii[19,555] := {65, 329} tii[19,556] := {380, 570} tii[19,557] := {302, 523} tii[19,558] := {5, 70} tii[19,559] := {39, 248} tii[19,560] := {1, 108} cell#247 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {255} tii[24,2] := {276} tii[24,3] := {279} tii[24,4] := {236} tii[24,5] := {202} tii[24,6] := {269} tii[24,7] := {228} tii[24,8] := {277} tii[24,9] := {214} tii[24,10] := {189} tii[24,11] := {257} tii[24,12] := {222} tii[24,13] := {173} tii[24,14] := {272} tii[24,15] := {264} tii[24,16] := {250} tii[24,17] := {274} tii[24,18] := {278} tii[24,19] := {213} tii[24,20] := {174} tii[24,21] := {256} tii[24,22] := {203} tii[24,23] := {271} tii[24,24] := {187} tii[24,25] := {161} tii[24,26] := {146} tii[24,27] := {239} tii[24,28] := {196} tii[24,29] := {143} tii[24,30] := {177} tii[24,31] := {261} tii[24,32] := {117} tii[24,33] := {249} tii[24,34] := {95} tii[24,35] := {231} tii[24,36] := {150} tii[24,37] := {265} tii[24,38] := {171} tii[24,39] := {275} tii[24,40] := {159} tii[24,41] := {131} tii[24,42] := {217} tii[24,43] := {168} tii[24,44] := {113} tii[24,45] := {244} tii[24,46] := {103} tii[24,47] := {230} tii[24,48] := {208} tii[24,49] := {137} tii[24,50] := {84} tii[24,51] := {252} tii[24,52] := {157} tii[24,53] := {63} tii[24,54] := {267} tii[24,55] := {218} tii[24,56] := {194} tii[24,57] := {245} tii[24,58] := {170} tii[24,59] := {262} tii[24,60] := {273} tii[24,61] := {186} tii[24,62] := {145} tii[24,63] := {238} tii[24,64] := {176} tii[24,65] := {260} tii[24,66] := {158} tii[24,67] := {130} tii[24,68] := {115} tii[24,69] := {216} tii[24,70] := {167} tii[24,71] := {112} tii[24,72] := {148} tii[24,73] := {243} tii[24,74] := {86} tii[24,75] := {229} tii[24,76] := {68} tii[24,77] := {207} tii[24,78] := {120} tii[24,79] := {251} tii[24,80] := {139} tii[24,81] := {266} tii[24,82] := {129} tii[24,83] := {85} tii[24,84] := {101} tii[24,85] := {190} tii[24,86] := {119} tii[24,87] := {135} tii[24,88] := {82} tii[24,89] := {223} tii[24,90] := {74} tii[24,91] := {60} tii[24,92] := {206} tii[24,93] := {45} tii[24,94] := {182} tii[24,95] := {105} tii[24,96] := {57} tii[24,97] := {90} tii[24,98] := {232} tii[24,99] := {127} tii[24,100] := {40} tii[24,101] := {109} tii[24,102] := {253} tii[24,103] := {39} tii[24,104] := {191} tii[24,105] := {28} tii[24,106] := {65} tii[24,107] := {166} tii[24,108] := {224} tii[24,109] := {17} tii[24,110] := {138} tii[24,111] := {81} tii[24,112] := {246} tii[24,113] := {66} tii[24,114] := {263} tii[24,115] := {100} tii[24,116] := {73} tii[24,117] := {163} tii[24,118] := {104} tii[24,119] := {56} tii[24,120] := {197} tii[24,121] := {51} tii[24,122] := {180} tii[24,123] := {153} tii[24,124] := {76} tii[24,125] := {36} tii[24,126] := {209} tii[24,127] := {97} tii[24,128] := {22} tii[24,129] := {234} tii[24,130] := {31} tii[24,131] := {164} tii[24,132] := {53} tii[24,133] := {20} tii[24,134] := {134} tii[24,135] := {198} tii[24,136] := {107} tii[24,137] := {71} tii[24,138] := {13} tii[24,139] := {225} tii[24,140] := {54} tii[24,141] := {7} tii[24,142] := {247} tii[24,143] := {181} tii[24,144] := {154} tii[24,145] := {210} tii[24,146] := {126} tii[24,147] := {235} tii[24,148] := {98} tii[24,149] := {254} tii[24,150] := {268} tii[24,151] := {227} tii[24,152] := {248} tii[24,153] := {237} tii[24,154] := {175} tii[24,155] := {226} tii[24,156] := {259} tii[24,157] := {204} tii[24,158] := {147} tii[24,159] := {270} tii[24,160] := {124} tii[24,161] := {178} tii[24,162] := {200} tii[24,163] := {215} tii[24,164] := {116} tii[24,165] := {201} tii[24,166] := {242} tii[24,167] := {149} tii[24,168] := {87} tii[24,169] := {162} tii[24,170] := {179} tii[24,171] := {258} tii[24,172] := {69} tii[24,173] := {199} tii[24,174] := {144} tii[24,175] := {121} tii[24,176] := {118} tii[24,177] := {212} tii[24,178] := {141} tii[24,179] := {61} tii[24,180] := {241} tii[24,181] := {46} tii[24,182] := {91} tii[24,183] := {233} tii[24,184] := {30} tii[24,185] := {111} tii[24,186] := {92} tii[24,187] := {188} tii[24,188] := {59} tii[24,189] := {221} tii[24,190] := {172} tii[24,191] := {89} tii[24,192] := {38} tii[24,193] := {132} tii[24,194] := {151} tii[24,195] := {240} tii[24,196] := {27} tii[24,197] := {169} tii[24,198] := {114} tii[24,199] := {64} tii[24,200] := {79} tii[24,201] := {88} tii[24,202] := {185} tii[24,203] := {21} tii[24,204] := {75} tii[24,205] := {15} tii[24,206] := {42} tii[24,207] := {123} tii[24,208] := {220} tii[24,209] := {106} tii[24,210] := {58} tii[24,211] := {9} tii[24,212] := {70} tii[24,213] := {55} tii[24,214] := {211} tii[24,215] := {128} tii[24,216] := {41} tii[24,217] := {43} tii[24,218] := {24} tii[24,219] := {110} tii[24,220] := {12} tii[24,221] := {193} tii[24,222] := {25} tii[24,223] := {8} tii[24,224] := {4} tii[24,225] := {34} tii[24,226] := {184} tii[24,227] := {2} tii[24,228] := {26} tii[24,229] := {140} tii[24,230] := {35} tii[24,231] := {160} tii[24,232] := {195} tii[24,233] := {142} tii[24,234] := {102} tii[24,235] := {122} tii[24,236] := {219} tii[24,237] := {136} tii[24,238] := {83} tii[24,239] := {156} tii[24,240] := {62} tii[24,241] := {52} tii[24,242] := {93} tii[24,243] := {192} tii[24,244] := {77} tii[24,245] := {37} tii[24,246] := {47} tii[24,247] := {183} tii[24,248] := {99} tii[24,249] := {23} tii[24,250] := {14} tii[24,251] := {80} tii[24,252] := {19} tii[24,253] := {67} tii[24,254] := {165} tii[24,255] := {32} tii[24,256] := {11} tii[24,257] := {29} tii[24,258] := {49} tii[24,259] := {6} tii[24,260] := {155} tii[24,261] := {10} tii[24,262] := {108} tii[24,263] := {33} tii[24,264] := {3} tii[24,265] := {1} tii[24,266] := {50} tii[24,267] := {133} tii[24,268] := {125} tii[24,269] := {78} tii[24,270] := {72} tii[24,271] := {205} tii[24,272] := {152} tii[24,273] := {96} tii[24,274] := {94} tii[24,275] := {48} tii[24,276] := {18} tii[24,277] := {44} tii[24,278] := {16} tii[24,279] := {5} tii[24,280] := {0} cell#248 , |C| = 1274 special orbit = [5, 3, 3, 2, 2, 1, 1] special rep = [[2, 1, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[2, 1, 1],[2, 1, 1]]+phi[[1, 1, 1],[3, 1, 1]]+phi[[2],[2, 2, 2]]+phi[[1],[3, 2, 2]] TII depth = 4 TII multiplicity polynomial = 238*X+266*X^2+126*X^4 TII subcells: tii[18,1] := {1148} tii[18,2] := {1203, 1204} tii[18,3] := {949} tii[18,4] := {680} tii[18,5] := {1041, 1042} tii[18,6] := {1045, 1046} tii[18,7] := {1200} tii[18,8] := {1229, 1230} tii[18,9] := {455, 1256} tii[18,10] := {817} tii[18,11] := {1134} tii[18,12] := {912} tii[18,13] := {913, 914} tii[18,14] := {534} tii[18,15] := {1177, 1178} tii[18,16] := {700, 701, 1245, 1271} tii[18,17] := {873, 874, 1266, 1273} tii[18,18] := {1174} tii[18,19] := {286} tii[18,20] := {917, 918} tii[18,21] := {1095, 1231} tii[18,22] := {1092} tii[18,23] := {699, 972, 1149, 1247} tii[18,24] := {990, 1160} tii[18,25] := {872, 1115, 1216, 1263} tii[18,26] := {1180, 1246} tii[18,27] := {1108, 1214, 1222, 1262} tii[18,28] := {902} tii[18,29] := {981, 982} tii[18,30] := {626} tii[18,31] := {971} tii[18,32] := {777, 1047} tii[18,33] := {486} tii[18,34] := {849, 1096} tii[18,35] := {848} tii[18,36] := {416, 691, 954, 1152} tii[18,37] := {707, 961} tii[18,38] := {572, 869, 1072, 1208} tii[18,39] := {560} tii[18,40] := {985, 1151} tii[18,41] := {432, 688} tii[18,42] := {861, 1069, 1081, 1207} tii[18,43] := {919, 1097} tii[18,44] := {989, 1153} tii[18,45] := {865, 1071, 1085, 1209} tii[18,46] := {183} tii[18,47] := {238, 239} tii[18,48] := {389} tii[18,49] := {1063} tii[18,50] := {275} tii[18,51] := {285} tii[18,52] := {1138, 1139} tii[18,53] := {822} tii[18,54] := {347, 348} tii[18,55] := {623, 624} tii[18,56] := {808, 809} tii[18,57] := {950} tii[18,58] := {391} tii[18,59] := {401} tii[18,60] := {1043, 1044} tii[18,61] := {484, 485} tii[18,62] := {821} tii[18,63] := {531} tii[18,64] := {621, 622} tii[18,65] := {684} tii[18,66] := {806, 807} tii[18,67] := {921, 922} tii[18,68] := {617, 618} tii[18,69] := {801, 802} tii[18,70] := {324, 1241} tii[18,71] := {184} tii[18,72] := {527} tii[18,73] := {1034} tii[18,74] := {554, 555, 1227, 1269} tii[18,75] := {236, 237} tii[18,76] := {192} tii[18,77] := {952} tii[18,78] := {773} tii[18,79] := {769, 770} tii[18,80] := {1093, 1094} tii[18,81] := {724, 725, 1260, 1272} tii[18,82] := {944, 945} tii[18,83] := {674} tii[18,84] := {818} tii[18,85] := {222, 1201} tii[18,86] := {1086} tii[18,87] := {274} tii[18,88] := {1064} tii[18,89] := {535} tii[18,90] := {120} tii[18,91] := {819} tii[18,92] := {180, 1136} tii[18,93] := {194} tii[18,94] := {983, 1179} tii[18,95] := {980} tii[18,96] := {553, 834, 1065, 1212} tii[18,97] := {345, 346} tii[18,98] := {679} tii[18,99] := {395} tii[18,100] := {473, 474} tii[18,101] := {418, 419, 1175, 1258} tii[18,102] := {915, 916} tii[18,103] := {627} tii[18,104] := {908, 909} tii[18,105] := {243, 244, 1052, 1193} tii[18,106] := {953} tii[18,107] := {855, 1075} tii[18,108] := {723, 1006, 1157, 1244} tii[18,109] := {541} tii[18,110] := {654, 655} tii[18,111] := {574, 575, 1236, 1268} tii[18,112] := {1059, 1060} tii[18,113] := {188} tii[18,114] := {1036, 1037} tii[18,115] := {403} tii[18,116] := {303, 550, 1091, 1242} tii[18,117] := {1099, 1211} tii[18,118] := {779, 780} tii[18,119] := {468, 469} tii[18,120] := {706} tii[18,121] := {214, 458, 992, 1206} tii[18,122] := {294} tii[18,123] := {1145, 1146} tii[18,124] := {994, 1155, 1167, 1243} tii[18,125] := {570, 833} tii[18,126] := {650, 651} tii[18,127] := {439, 731, 1192, 1261} tii[18,128] := {587, 832, 1238, 1239} tii[18,129] := {390} tii[18,130] := {1035} tii[18,131] := {482, 483} tii[18,132] := {820} tii[18,133] := {530} tii[18,134] := {910} tii[18,135] := {417, 756, 978, 1183} tii[18,136] := {850, 1140} tii[18,137] := {240} tii[18,138] := {619, 620} tii[18,139] := {784, 1016} tii[18,140] := {573, 941, 1118, 1225} tii[18,141] := {804, 805} tii[18,142] := {683} tii[18,143] := {396} tii[18,144] := {763, 764} tii[18,145] := {924, 925} tii[18,146] := {302, 613, 846, 1141} tii[18,147] := {304} tii[18,148] := {615, 616} tii[18,149] := {986, 1182} tii[18,150] := {778} tii[18,151] := {213, 529, 713, 1053} tii[18,152] := {937, 938} tii[18,153] := {215, 413} tii[18,154] := {799, 800} tii[18,155] := {862, 1082, 1110, 1224} tii[18,156] := {640, 895} tii[18,157] := {438, 810, 1012, 1198} tii[18,158] := {542} tii[18,159] := {513, 814} tii[18,160] := {586, 894, 1123, 1124} tii[18,161] := {759, 760} tii[18,162] := {1101, 1102} tii[18,163] := {933, 934} tii[18,164] := {996, 997, 1169, 1170} tii[18,165] := {881, 882, 1127, 1128} tii[18,166] := {599} tii[18,167] := {112} tii[18,168] := {1040} tii[18,169] := {151, 152} tii[18,170] := {119} tii[18,171] := {843, 844} tii[18,172] := {1009, 1010} tii[18,173] := {754} tii[18,174] := {326, 1226} tii[18,175] := {675} tii[18,176] := {181} tii[18,177] := {1137} tii[18,178] := {904} tii[18,179] := {774} tii[18,180] := {400} tii[18,181] := {556, 557, 1210, 1264} tii[18,182] := {271, 1176} tii[18,183] := {69} tii[18,184] := {775, 776} tii[18,185] := {976, 977} tii[18,186] := {234, 235} tii[18,187] := {278} tii[18,188] := {533} tii[18,189] := {335, 336} tii[18,190] := {1055} tii[18,191] := {726, 727, 1249, 1270} tii[18,192] := {354, 355, 1106, 1218} tii[18,193] := {1116, 1117} tii[18,194] := {406} tii[18,195] := {505, 506} tii[18,196] := {1088, 1089} tii[18,197] := {421, 696, 1150, 1257} tii[18,198] := {115} tii[18,199] := {853} tii[18,200] := {287} tii[18,201] := {629, 630} tii[18,202] := {331, 332} tii[18,203] := {310, 602, 1068, 1234} tii[18,204] := {1189, 1190} tii[18,205] := {717, 969} tii[18,206] := {577, 878, 1217, 1267} tii[18,207] := {201} tii[18,208] := {503, 504} tii[18,209] := {741, 968, 1251, 1252} tii[18,210] := {272} tii[18,211] := {903} tii[18,212] := {600} tii[18,213] := {388, 1228} tii[18,214] := {343, 344} tii[18,215] := {1039} tii[18,216] := {678} tii[18,217] := {349} tii[18,218] := {39} tii[18,219] := {771} tii[18,220] := {298, 603, 845, 1105} tii[18,221] := {757} tii[18,222] := {394} tii[18,223] := {704, 1048} tii[18,224] := {841, 842} tii[18,225] := {471, 472} tii[18,226] := {490, 491, 1184, 1250} tii[18,227] := {635, 885} tii[18,228] := {434, 803, 1011, 1173} tii[18,229] := {931} tii[18,230] := {652, 653} tii[18,231] := {540} tii[18,232] := {1007, 1008} tii[18,233] := {422} tii[18,234] := {279} tii[18,235] := {984} tii[18,236] := {605} tii[18,237] := {609, 610} tii[18,238] := {974, 975} tii[18,239] := {196} tii[18,240] := {558, 840, 1066, 1232} tii[18,241] := {781, 782} tii[18,242] := {206, 465, 702, 1050} tii[18,243] := {67} tii[18,244] := {466, 467} tii[18,245] := {628} tii[18,246] := {852, 1104} tii[18,247] := {562, 563, 1213, 1265} tii[18,248] := {860, 1080} tii[18,249] := {311, 546} tii[18,250] := {136, 392, 567, 929} tii[18,251] := {794, 795} tii[18,252] := {1113, 1114} tii[18,253] := {648, 649} tii[18,254] := {498, 744} tii[18,255] := {312, 658, 875, 1132} tii[18,256] := {790} tii[18,257] := {407} tii[18,258] := {430, 755, 957, 1186} tii[18,259] := {128} tii[18,260] := {728, 1014, 1158, 1254} tii[18,261] := {716, 967, 999, 1172} tii[18,262] := {732, 1019} tii[18,263] := {375, 669} tii[18,264] := {444, 743, 1020, 1021} tii[18,265] := {889, 1079, 1219, 1220} tii[18,266] := {114} tii[18,267] := {606, 607} tii[18,268] := {351} tii[18,269] := {987, 988} tii[18,270] := {839, 1087} tii[18,271] := {566, 901, 1067, 1215} tii[18,272] := {791, 792} tii[18,273] := {253, 454} tii[18,274] := {863, 864, 1083, 1084} tii[18,275] := {200} tii[18,276] := {1005, 1188} tii[18,277] := {1018, 1159, 1163, 1253} tii[18,278] := {172, 384} tii[18,279] := {734, 735, 1024, 1025} tii[18,280] := {325} tii[18,281] := {772} tii[18,282] := {233, 481} tii[18,283] := {459} tii[18,284] := {551, 552} tii[18,285] := {721, 722} tii[18,286] := {642} tii[18,287] := {328} tii[18,288] := {692, 693} tii[18,289] := {301, 549, 825, 1100} tii[18,290] := {705} tii[18,291] := {631, 923} tii[18,292] := {330, 614} tii[18,293] := {866, 867} tii[18,294] := {437, 730, 958, 1168} tii[18,295] := {569, 831} tii[18,296] := {500} tii[18,297] := {212, 457, 686, 995} tii[18,298] := {502, 798} tii[18,299] := {440, 739} tii[18,300] := {585, 830, 1076, 1077} tii[18,301] := {462, 761} tii[18,302] := {854, 1103} tii[18,303] := {228} tii[18,304] := {547, 835} tii[18,305] := {305, 598, 826, 1070} tii[18,306] := {645, 935} tii[18,307] := {718, 970, 998, 1171} tii[18,308] := {719, 1001} tii[18,309] := {371} tii[18,310] := {316, 588} tii[18,311] := {737, 960, 963, 1164} tii[18,312] := {583, 883, 893, 1129} tii[18,313] := {608, 836} tii[18,314] := {793, 1002} tii[18,315] := {736, 962, 1026, 1165} tii[18,316] := {7} tii[18,317] := {80} tii[18,318] := {37, 38} tii[18,319] := {77, 78} tii[18,320] := {11} tii[18,321] := {273} tii[18,322] := {117} tii[18,323] := {32} tii[18,324] := {681} tii[18,325] := {193} tii[18,326] := {50, 51} tii[18,327] := {475, 476} tii[18,328] := {205} tii[18,329] := {72} tii[18,330] := {101, 102} tii[18,331] := {656, 657} tii[18,332] := {289, 290} tii[18,333] := {92, 93} tii[18,334] := {537} tii[18,335] := {339, 340} tii[18,336] := {282} tii[18,337] := {166, 167} tii[18,338] := {410} tii[18,339] := {509, 510} tii[18,340] := {249, 250} tii[18,341] := {382, 383} tii[18,342] := {143, 1135} tii[18,343] := {528} tii[18,344] := {30} tii[18,345] := {297} tii[18,346] := {299, 300, 1090, 1233} tii[18,347] := {110, 1038} tii[18,348] := {951} tii[18,349] := {191} tii[18,350] := {70} tii[18,351] := {676} tii[18,352] := {63} tii[18,353] := {767, 768} tii[18,354] := {94, 95} tii[18,355] := {487} tii[18,356] := {435, 436, 1191, 1255} tii[18,357] := {154, 155, 927, 1120} tii[18,358] := {404, 405} tii[18,359] := {823} tii[18,360] := {124} tii[18,361] := {942, 943} tii[18,362] := {169, 170} tii[18,363] := {682} tii[18,364] := {398} tii[18,365] := {113} tii[18,366] := {906, 907} tii[18,367] := {149, 150} tii[18,368] := {477, 478} tii[18,369] := {207, 415, 979, 1205} tii[18,370] := {116} tii[18,371] := {288} tii[18,372] := {561} tii[18,373] := {532} tii[18,374] := {62, 920} tii[18,375] := {492, 493} tii[18,376] := {544} tii[18,377] := {433, 690} tii[18,378] := {137, 327, 859, 1144} tii[18,379] := {1057, 1058} tii[18,380] := {258, 259} tii[18,381] := {313, 578, 1119, 1240} tii[18,382] := {97, 98, 787, 1027} tii[18,383] := {199} tii[18,384] := {202} tii[18,385] := {362, 363} tii[18,386] := {659, 660} tii[18,387] := {685} tii[18,388] := {411} tii[18,389] := {445, 689, 1195, 1196} tii[18,390] := {519, 520} tii[18,391] := {60, 153, 662, 948} tii[18,392] := {135, 334, 847, 1142} tii[18,393] := {186} tii[18,394] := {765, 766} tii[18,395] := {226, 227} tii[18,396] := {489} tii[18,397] := {217, 512, 1013, 1199} tii[18,398] := {496, 497} tii[18,399] := {365, 597} tii[18,400] := {82, 277, 714, 1054} tii[18,401] := {939, 940} tii[18,402] := {369, 370} tii[18,403] := {292} tii[18,404] := {667, 668} tii[18,405] := {262, 522} tii[18,406] := {320, 596, 1125, 1126} tii[18,407] := {46, 190, 582, 947} tii[18,408] := {452, 453, 1028, 1029} tii[18,409] := {12} tii[18,410] := {456} tii[18,411] := {270, 1202} tii[18,412] := {118} tii[18,413] := {412} tii[18,414] := {33} tii[18,415] := {911} tii[18,416] := {52, 53} tii[18,417] := {604} tii[18,418] := {16} tii[18,419] := {697, 698} tii[18,420] := {352, 353, 1143, 1237} tii[18,421] := {73} tii[18,422] := {538, 539} tii[18,423] := {103, 104} tii[18,424] := {789} tii[18,425] := {870, 871} tii[18,426] := {90, 91} tii[18,427] := {677} tii[18,428] := {64} tii[18,429] := {420, 695, 955, 1181} tii[18,430] := {111, 1049} tii[18,431] := {36} tii[18,432] := {851} tii[18,433] := {281} tii[18,434] := {460} tii[18,435] := {837, 838} tii[18,436] := {536} tii[18,437] := {337, 338} tii[18,438] := {123} tii[18,439] := {423, 424, 1185, 1259} tii[18,440] := {636, 637} tii[18,441] := {164, 165} tii[18,442] := {156, 157, 928, 1131} tii[18,443] := {715, 966} tii[18,444] := {409} tii[18,445] := {824} tii[18,446] := {125} tii[18,447] := {309, 601, 827, 1109} tii[18,448] := {1003, 1004} tii[18,449] := {576, 877, 1073, 1223} tii[18,450] := {507, 508} tii[18,451] := {76} tii[18,452] := {643} tii[18,453] := {251, 252} tii[18,454] := {380, 381} tii[18,455] := {295} tii[18,456] := {105, 241, 811, 1062} tii[18,457] := {579, 888} tii[18,458] := {740, 965, 1161, 1162} tii[18,459] := {280} tii[18,460] := {632} tii[18,461] := {208, 470, 703, 1051} tii[18,462] := {66} tii[18,463] := {35} tii[18,464] := {242} tii[18,465] := {611, 612} tii[18,466] := {694, 973} tii[18,467] := {329} tii[18,468] := {146, 147} tii[18,469] := {307, 308, 1107, 1235} tii[18,470] := {427, 753, 956, 1156} tii[18,471] := {360, 361} tii[18,472] := {499, 752} tii[18,473] := {785, 786} tii[18,474] := {160, 323} tii[18,475] := {408} tii[18,476] := {75} tii[18,477] := {138, 393, 568, 930} tii[18,478] := {796, 797} tii[18,479] := {868, 1112} tii[18,480] := {256, 257} tii[18,481] := {314, 661, 876, 1133} tii[18,482] := {127} tii[18,483] := {501} tii[18,484] := {376, 670} tii[18,485] := {139, 342, 880, 1147} tii[18,486] := {204} tii[18,487] := {887, 1074, 1078, 1221} tii[18,488] := {517, 518} tii[18,489] := {442, 742} tii[18,490] := {106, 267} tii[18,491] := {85, 284, 443, 813} tii[18,492] := {446, 751, 1022, 1023} tii[18,493] := {268, 524} tii[18,494] := {592, 593, 896, 897} tii[18,495] := {224, 225} tii[18,496] := {89} tii[18,497] := {548, 905} tii[18,498] := {306, 673, 858, 1111} tii[18,499] := {367, 368} tii[18,500] := {494, 495} tii[18,501] := {720, 1056} tii[18,502] := {168} tii[18,503] := {665, 666} tii[18,504] := {141, 399, 580, 946} tii[18,505] := {738, 964, 1015, 1197} tii[18,506] := {142, 321} tii[18,507] := {746, 747, 1031, 1032} tii[18,508] := {2} tii[18,509] := {525} tii[18,510] := {68} tii[18,511] := {13} tii[18,512] := {23, 24} tii[18,513] := {633, 634} tii[18,514] := {40} tii[18,515] := {58, 59} tii[18,516] := {758} tii[18,517] := {48, 49} tii[18,518] := {187} tii[18,519] := {34} tii[18,520] := {182, 1098} tii[18,521] := {230, 231} tii[18,522] := {402} tii[18,523] := {708, 709} tii[18,524] := {247, 248, 993, 1166} tii[18,525] := {99, 100} tii[18,526] := {293} tii[18,527] := {932} tii[18,528] := {373, 374} tii[18,529] := {74} tii[18,530] := {158, 159} tii[18,531] := {265, 266} tii[18,532] := {171, 350, 879, 1122} tii[18,533] := {203} tii[18,534] := {185} tii[18,535] := {461} tii[18,536] := {463, 464} tii[18,537] := {14} tii[18,538] := {87, 88} tii[18,539] := {134, 333, 559, 926} tii[18,540] := {488} tii[18,541] := {428, 429, 1154, 1248} tii[18,542] := {856, 857} tii[18,543] := {245, 246} tii[18,544] := {646, 647} tii[18,545] := {364, 595} tii[18,546] := {291} tii[18,547] := {41} tii[18,548] := {162, 163} tii[18,549] := {644} tii[18,550] := {216, 511, 729, 1033} tii[18,551] := {81, 276, 431, 788} tii[18,552] := {218, 480, 959, 1194} tii[18,553] := {261, 521} tii[18,554] := {131} tii[18,555] := {581, 890} tii[18,556] := {378, 379} tii[18,557] := {319, 594, 891, 892} tii[18,558] := {45, 189, 317, 663} tii[18,559] := {450, 451, 748, 749} tii[18,560] := {177, 386} tii[18,561] := {148} tii[18,562] := {144, 145} tii[18,563] := {414, 762} tii[18,564] := {3} tii[18,565] := {209, 526, 712, 1000} tii[18,566] := {254, 255} tii[18,567] := {710, 711} tii[18,568] := {356, 357} tii[18,569] := {260} tii[18,570] := {571, 936} tii[18,571] := {19} tii[18,572] := {220, 447} tii[18,573] := {515, 516} tii[18,574] := {83, 283, 441, 812} tii[18,575] := {584, 829, 884, 1130} tii[18,576] := {315, 625, 828, 1121} tii[18,577] := {79} tii[18,578] := {109, 269} tii[18,579] := {590, 591, 898, 899} tii[18,580] := {86, 223} tii[18,581] := {425, 426} tii[18,582] := {161, 366} tii[18,583] := {377, 664} tii[18,584] := {140, 341, 545, 886} tii[18,585] := {449, 745, 750, 1030} tii[18,586] := {1} tii[18,587] := {4, 5} tii[18,588] := {20} tii[18,589] := {133} tii[18,590] := {17, 18} tii[18,591] := {44} tii[18,592] := {197, 198} tii[18,593] := {129, 130} tii[18,594] := {65} tii[18,595] := {397} tii[18,596] := {31, 783} tii[18,597] := {25, 26} tii[18,598] := {358, 359} tii[18,599] := {56, 57, 641, 900} tii[18,600] := {126} tii[18,601] := {543} tii[18,602] := {296} tii[18,603] := {173, 174} tii[18,604] := {29, 96, 514, 815} tii[18,605] := {10, 71, 385, 672} tii[18,606] := {15} tii[18,607] := {229} tii[18,608] := {210, 211, 991, 1187} tii[18,609] := {638, 639} tii[18,610] := {54, 55} tii[18,611] := {42} tii[18,612] := {372} tii[18,613] := {84, 232, 733, 1061} tii[18,614] := {263, 264} tii[18,615] := {132} tii[18,616] := {318, 589} tii[18,617] := {178, 387} tii[18,618] := {21, 122, 448, 816} tii[18,619] := {0} tii[18,620] := {27, 28} tii[18,621] := {564, 565} tii[18,622] := {6} tii[18,623] := {219, 479, 687, 1017} tii[18,624] := {175, 176} tii[18,625] := {43} tii[18,626] := {61, 179} tii[18,627] := {47, 195, 322, 671} tii[18,628] := {8, 9} tii[18,629] := {107, 108} tii[18,630] := {22, 121, 221, 523} cell#249 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {1138} tii[17,2] := {1188, 1189} tii[17,3] := {423, 1230} tii[17,4] := {1044} tii[17,5] := {803} tii[17,6] := {1109, 1110} tii[17,7] := {601, 602, 1209, 1255} tii[17,8] := {762, 763, 1247, 1258} tii[17,9] := {1104} tii[17,10] := {996, 1190} tii[17,11] := {992} tii[17,12] := {600, 855, 1054, 1212} tii[17,13] := {875, 1075} tii[17,14] := {761, 1022, 1163, 1240} tii[17,15] := {1112, 1214} tii[17,16] := {1013, 1162, 1175, 1242} tii[17,17] := {315, 1202} tii[17,18] := {926} tii[17,19] := {994, 995} tii[17,20] := {675} tii[17,21] := {477, 478, 1185, 1252} tii[17,22] := {631, 632, 1236, 1257} tii[17,23] := {226, 1139} tii[17,24] := {985} tii[17,25] := {551} tii[17,26] := {178, 1046} tii[17,27] := {867, 1111} tii[17,28] := {863} tii[17,29] := {476, 717, 942, 1154} tii[17,30] := {368, 369, 1106, 1234} tii[17,31] := {240, 241, 935, 1129} tii[17,32] := {741, 962} tii[17,33] := {630, 895, 1070, 1206} tii[17,34] := {505, 506, 1197, 1251} tii[17,35] := {609} tii[17,36] := {271, 473, 991, 1203} tii[17,37] := {1001, 1156} tii[17,38] := {202, 427, 878, 1142} tii[17,39] := {498, 714} tii[17,40] := {881, 1069, 1090, 1208} tii[17,41] := {395, 639, 1128, 1237} tii[17,42] := {522, 716, 1199, 1200} tii[17,43] := {927} tii[17,44] := {734, 1048} tii[17,45] := {801} tii[17,46] := {365, 669, 861, 1116} tii[17,47] := {679, 905} tii[17,48] := {502, 813, 1025, 1181} tii[17,49] := {677} tii[17,50] := {270, 548, 729, 1049} tii[17,51] := {871, 1117} tii[17,52] := {201, 455, 618, 936} tii[17,53] := {750, 977, 1018, 1182} tii[17,54] := {557, 789} tii[17,55] := {394, 685, 901, 1136} tii[17,56] := {447, 689} tii[17,57] := {521, 790, 1032, 1033} tii[17,58] := {1004, 1005} tii[17,59] := {884, 885, 1095, 1097} tii[17,60] := {771, 772, 1036, 1037} tii[17,61] := {797} tii[17,62] := {225, 1231} tii[17,63] := {865, 866} tii[17,64] := {550} tii[17,65] := {366, 367, 1210, 1256} tii[17,66] := {503, 504, 1248, 1259} tii[17,67] := {153, 1184} tii[17,68] := {853} tii[17,69] := {733, 997} tii[17,70] := {435} tii[17,71] := {119, 1108} tii[17,72] := {731} tii[17,73] := {364, 591, 817, 1059} tii[17,74] := {265, 266, 1152, 1244} tii[17,75] := {611, 832} tii[17,76] := {164, 165, 1011, 1168} tii[17,77] := {501, 757, 956, 1145} tii[17,78] := {389, 390, 1218, 1254} tii[17,79] := {484} tii[17,80] := {870, 1061} tii[17,81] := {192, 361, 1057, 1233} tii[17,82] := {137, 318, 949, 1195} tii[17,83] := {749, 953, 975, 1147} tii[17,84] := {383, 582} tii[17,85] := {288, 509, 1166, 1250} tii[17,86] := {406, 584, 1222, 1224} tii[17,87] := {103, 1105} tii[17,88] := {798} tii[17,89] := {328} tii[17,90] := {605, 931} tii[17,91] := {79, 993} tii[17,92] := {189, 190, 1055, 1213} tii[17,93] := {673} tii[17,94] := {264, 545, 728, 1008} tii[17,95] := {110, 111, 876, 1076} tii[17,96] := {285, 286, 1164, 1241} tii[17,97] := {556, 775} tii[17,98] := {388, 684, 900, 1102} tii[17,99] := {49, 869} tii[17,100] := {552} tii[17,101] := {191, 431, 603, 933} tii[17,102] := {372} tii[17,103] := {130, 262, 945, 1192} tii[17,104] := {737, 1009} tii[17,105] := {136, 347, 493, 808} tii[17,106] := {91, 227, 825, 1122} tii[17,107] := {282, 464} tii[17,108] := {72, 73, 748, 973} tii[17,109] := {622, 845, 889, 1103} tii[17,110] := {441, 655} tii[17,111] := {287, 562, 764, 1042} tii[17,112] := {208, 396, 1073, 1228} tii[17,113] := {46, 107, 641, 911} tii[17,114] := {340, 566} tii[17,115] := {405, 656, 912, 913} tii[17,116] := {300, 466, 1170, 1172} tii[17,117] := {87, 231, 821, 1211} tii[17,118] := {330} tii[17,119] := {872, 873} tii[17,120] := {57, 180, 699, 1159} tii[17,121] := {244, 421} tii[17,122] := {142, 339, 960, 1239} tii[17,123] := {751, 752, 980, 982} tii[17,124] := {37, 123, 579, 1074} tii[17,125] := {173, 342} tii[17,126] := {643, 644, 916, 917} tii[17,127] := {217, 422, 1083, 1225} tii[17,128] := {308, 309, 1176, 1238} tii[17,129] := {854} tii[17,130] := {483, 998} tii[17,131] := {732} tii[17,132] := {188, 592, 818, 1060} tii[17,133] := {612, 833} tii[17,134] := {284, 758, 957, 1146} tii[17,135] := {608, 1062} tii[17,136] := {607} tii[17,137] := {129, 472, 693, 1003} tii[17,138] := {90, 426, 574, 883} tii[17,139] := {497, 712, 954, 1149} tii[17,140] := {496, 708} tii[17,141] := {207, 638, 827, 1093} tii[17,142] := {399, 649} tii[17,143] := {299, 710, 966, 968} tii[17,144] := {485} tii[17,145] := {86, 362, 571, 1058} tii[17,146] := {740, 1006} tii[17,147] := {384, 583} tii[17,148] := {56, 319, 457, 950} tii[17,149] := {141, 510, 700, 1144} tii[17,150] := {625, 852, 886, 1099} tii[17,151] := {36, 233, 351, 831} tii[17,152] := {518, 773, 787, 1038} tii[17,153] := {295, 524} tii[17,154] := {216, 585, 838, 1084} tii[17,155] := {218, 581} tii[17,156] := {307, 530, 976, 1143} tii[17,157] := {874, 1063} tii[17,158] := {753, 955, 984, 1150} tii[17,159] := {645, 836, 918, 1087} tii[17,160] := {527, 711, 983, 1148} tii[17,161] := {541} tii[17,162] := {930} tii[17,163] := {726, 727} tii[17,164] := {898, 899} tii[17,165] := {667} tii[17,166] := {317, 1183} tii[17,167] := {1047} tii[17,168] := {799} tii[17,169] := {676} tii[17,170] := {859, 860} tii[17,171] := {479, 480, 1151, 1243} tii[17,172] := {253, 1107} tii[17,173] := {938} tii[17,174] := {1023, 1024} tii[17,175] := {633, 634, 1217, 1253} tii[17,176] := {333, 334, 1010, 1167} tii[17,177] := {988, 989} tii[17,178] := {371, 597, 1056, 1232} tii[17,179] := {738} tii[17,180] := {1125, 1126} tii[17,181] := {281, 544, 948, 1194} tii[17,182] := {623, 848} tii[17,183] := {508, 767, 1165, 1249} tii[17,184] := {651, 850, 1221, 1223} tii[17,185] := {542} tii[17,186] := {154, 1045} tii[17,187] := {346, 1186} tii[17,188] := {929} tii[17,189] := {670} tii[17,190] := {436} tii[17,191] := {724, 725} tii[17,192] := {120, 928} tii[17,193] := {267, 268, 990, 1193} tii[17,194] := {439, 440, 1118, 1219} tii[17,195] := {810} tii[17,196] := {896, 897} tii[17,197] := {166, 167, 806, 1027} tii[17,198] := {391, 392, 1127, 1229} tii[17,199] := {868} tii[17,200] := {547} tii[17,201] := {857, 858} tii[17,202] := {481, 723, 944, 1191} tii[17,203] := {193, 363, 862, 1141} tii[17,204] := {486} tii[17,205] := {81, 804} tii[17,206] := {488, 489, 1157, 1245} tii[17,207] := {747, 972} tii[17,208] := {1020, 1021} tii[17,209] := {138, 320, 746, 1052} tii[17,210] := {683} tii[17,211] := {381, 668, 824, 1121} tii[17,212] := {635, 903, 1072, 1227} tii[17,213] := {385, 588} tii[17,214] := {289, 511, 1026, 1201} tii[17,215] := {114, 115, 680, 919} tii[17,216] := {640, 910} tii[17,217] := {782, 974, 1169, 1171} tii[17,218] := {407, 590, 1132, 1133} tii[17,219] := {77, 163, 564, 816} tii[17,220] := {722, 987} tii[17,221] := {132, 324, 730, 1050} tii[17,222] := {438} tii[17,223] := {492, 796, 946, 1160} tii[17,224] := {894, 1124} tii[17,225] := {93, 255, 619, 937} tii[17,226] := {210, 446, 902, 1137} tii[17,227] := {336, 537} tii[17,228] := {909, 1077, 1082, 1226} tii[17,229] := {248, 450} tii[17,230] := {302, 538, 1034, 1035} tii[17,231] := {62, 182, 517, 815} tii[17,232] := {416, 417, 920, 921} tii[17,233] := {424} tii[17,234] := {65, 986} tii[17,235] := {802} tii[17,236] := {252, 1140} tii[17,237] := {235} tii[17,238] := {546} tii[17,239] := {598, 599} tii[17,240] := {48, 864} tii[17,241] := {127, 128, 943, 1155} tii[17,242] := {682} tii[17,243] := {331, 332, 1051, 1198} tii[17,244] := {759, 760} tii[17,245] := {70, 71, 742, 963} tii[17,246] := {205, 206, 1071, 1207} tii[17,247] := {720, 721} tii[17,248] := {29, 736} tii[17,249] := {121, 932} tii[17,250] := {429} tii[17,251] := {370, 596, 819, 1113} tii[17,252] := {272} tii[17,253] := {85, 186, 820, 1114} tii[17,254] := {735} tii[17,255] := {374, 375, 1120, 1235} tii[17,256] := {892, 893} tii[17,257] := {168, 169, 807, 1041} tii[17,258] := {620, 842} tii[17,259] := {55, 155, 698, 1015} tii[17,260] := {203, 355} tii[17,261] := {42, 43, 621, 843} tii[17,262] := {560} tii[17,263] := {280, 543, 697, 1014} tii[17,264] := {507, 766, 958, 1177} tii[17,265] := {140, 291, 959, 1178} tii[17,266] := {26, 66, 513, 781} tii[17,267] := {116, 236, 686, 941} tii[17,268] := {215, 357, 1079, 1081} tii[17,269] := {512, 780} tii[17,270] := {650, 844, 1078, 1080} tii[17,271] := {53, 158, 694, 1153} tii[17,272] := {553} tii[17,273] := {237} tii[17,274] := {322} tii[17,275] := {194, 432, 604, 934} tii[17,276] := {15, 610} tii[17,277] := {595, 856} tii[17,278] := {33, 122, 575, 1066} tii[17,279] := {94, 246, 828, 1205} tii[17,280] := {278, 279, 1012, 1196} tii[17,281] := {378, 666, 822, 1067} tii[17,282] := {442, 664} tii[17,283] := {139, 348, 494, 809} tii[17,284] := {170, 313} tii[17,285] := {444} tii[17,286] := {756, 1019} tii[17,287] := {290, 563, 765, 1043} tii[17,288] := {24, 25, 499, 715} tii[17,289] := {341, 567} tii[17,290] := {18, 82, 461, 961} tii[17,291] := {143, 327, 770, 1053} tii[17,292] := {117, 249} tii[17,293] := {148, 314, 970, 1173} tii[17,294] := {401, 652} tii[17,295] := {779, 964, 969, 1174} tii[17,296] := {408, 665, 914, 915} tii[17,297] := {13, 40, 402, 653} tii[17,298] := {99, 257, 403, 688} tii[17,299] := {221, 222, 1091, 1204} tii[17,300] := {250, 452} tii[17,301] := {6, 31, 305, 713} tii[17,302] := {531, 532, 791, 792} tii[17,303] := {32, 187, 572, 1115} tii[17,304] := {273} tii[17,305] := {470, 800} tii[17,306] := {277, 570, 745, 1017} tii[17,307] := {627, 939} tii[17,308] := {17, 156, 458, 1016} tii[17,309] := {58, 292, 701, 1180} tii[17,310] := {204, 356} tii[17,311] := {8, 106, 352, 904} tii[17,312] := {145, 349, 514, 814} tii[17,313] := {100, 358, 840, 1134} tii[17,314] := {147, 304} tii[17,315] := {647, 839, 906, 1135} tii[17,316] := {101, 354} tii[17,317] := {151, 310, 978, 1179} tii[17,318] := {658, 659, 923, 924} tii[17,319] := {3, 67, 260, 788} tii[17,320] := {224, 359, 1094, 1096} tii[17,321] := {316} tii[17,322] := {674} tii[17,323] := {177, 1187} tii[17,324] := {428} tii[17,325] := {474, 475} tii[17,326] := {559} tii[17,327] := {238, 239, 1119, 1220} tii[17,328] := {628, 629} tii[17,329] := {593, 594} tii[17,330] := {321} tii[17,331] := {269, 471, 692, 1002} tii[17,332] := {606} tii[17,333] := {80, 1000} tii[17,334] := {274, 275, 1158, 1246} tii[17,335] := {754, 755} tii[17,336] := {495, 707} tii[17,337] := {443} tii[17,338] := {200, 425, 573, 882} tii[17,339] := {393, 637, 826, 1092} tii[17,340] := {112, 113, 880, 1089} tii[17,341] := {398, 648} tii[17,342] := {76, 161, 769, 1031} tii[17,343] := {520, 709, 965, 967} tii[17,344] := {30, 739} tii[17,345] := {469, 718} tii[17,346] := {229} tii[17,347] := {437} tii[17,348] := {131, 323, 482, 805} tii[17,349] := {276, 539, 695, 951} tii[17,350] := {196, 197, 1065, 1216} tii[17,351] := {626, 890} tii[17,352] := {44, 45, 624, 849} tii[17,353] := {92, 254, 382, 681} tii[17,354] := {337} tii[17,355] := {335, 534} tii[17,356] := {209, 445, 636, 925} tii[17,357] := {96, 232, 830, 1131} tii[17,358] := {646, 834, 837, 1085} tii[17,359] := {27, 68, 516, 784} tii[17,360] := {247, 449} tii[17,361] := {294, 523} tii[17,362] := {301, 535, 785, 786} tii[17,363] := {61, 181, 296, 565} tii[17,364] := {14, 52, 411, 847} tii[17,365] := {174, 344} tii[17,366] := {414, 415, 660, 661} tii[17,367] := {373} tii[17,368] := {157} tii[17,369] := {54, 263, 456, 1007} tii[17,370] := {360, 672} tii[17,371] := {134, 135, 947, 1161} tii[17,372] := {283, 465} tii[17,373] := {195, 454, 617, 888} tii[17,374] := {245} tii[17,375] := {500, 812} tii[17,376] := {34, 228, 350, 887} tii[17,377] := {95, 397, 576, 1101} tii[17,378] := {214, 410} tii[17,379] := {19, 160, 258, 774} tii[17,380] := {60, 159, 703, 1029} tii[17,381] := {213, 409} tii[17,382] := {97, 256, 400, 687} tii[17,383] := {149, 467, 705, 1039} tii[17,384] := {519, 704, 776, 1040} tii[17,385] := {150, 463} tii[17,386] := {20, 83, 462, 971} tii[17,387] := {118, 251} tii[17,388] := {528, 529, 793, 794} tii[17,389] := {223, 418, 846, 1100} tii[17,390] := {10, 108, 184, 654} tii[17,391] := {102, 420} tii[17,392] := {311, 468, 979, 981} tii[17,393] := {261, 719} tii[17,394] := {133, 540, 696, 952} tii[17,395] := {387, 891} tii[17,396] := {404, 580, 835, 1086} tii[17,397] := {59, 326, 460, 778} tii[17,398] := {21, 162, 259, 706} tii[17,399] := {413, 657, 662, 922} tii[17,400] := {419, 586, 851, 1098} tii[17,401] := {453} tii[17,402] := {554, 555} tii[17,403] := {671} tii[17,404] := {179, 999} tii[17,405] := {613, 614} tii[17,406] := {811} tii[17,407] := {242, 243, 879, 1088} tii[17,408] := {172, 329, 768, 1030} tii[17,409] := {430} tii[17,410] := {50, 678} tii[17,411] := {743, 744} tii[17,412] := {379, 380, 1064, 1215} tii[17,413] := {561} tii[17,414] := {74, 75, 558, 795} tii[17,415] := {211, 434, 829, 1130} tii[17,416] := {515, 783} tii[17,417] := {47, 109, 448, 690} tii[17,418] := {28, 84, 343, 569} tii[17,419] := {230} tii[17,420] := {7, 487} tii[17,421] := {615, 616} tii[17,422] := {198, 199, 877, 1123} tii[17,423] := {11, 12, 386, 589} tii[17,424] := {338} tii[17,425] := {98, 234, 642, 940} tii[17,426] := {293, 549, 702, 1028} tii[17,427] := {5, 22, 298, 526} tii[17,428] := {297, 525} tii[17,429] := {2, 16, 219, 587} tii[17,430] := {38, 125, 412, 691} tii[17,431] := {175, 345} tii[17,432] := {0, 23, 152, 536} tii[17,433] := {104} tii[17,434] := {490, 491} tii[17,435] := {88, 89, 823, 1068} tii[17,436] := {171} tii[17,437] := {35, 105, 578, 908} tii[17,438] := {212, 433, 577, 907} tii[17,439] := {146, 303} tii[17,440] := {9, 51, 353, 841} tii[17,441] := {78, 176} tii[17,442] := {63, 183, 306, 568} tii[17,443] := {1, 41, 185, 663} tii[17,444] := {64, 312} tii[17,445] := {376, 377} tii[17,446] := {144, 325, 459, 777} tii[17,447] := {39, 124, 220, 451} tii[17,448] := {4, 69, 126, 533} cell#250 , |C| = 420 special orbit = [3, 3, 3, 3, 3, 1, 1] special rep = [[1, 1, 1], [2, 2, 1]] , dim = 280 cell rep = phi[[1, 1, 1],[2, 2, 1]]+phi[[1, 1],[2, 2, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[11,1] := {372} tii[11,2] := {107, 404} tii[11,3] := {344} tii[11,4] := {276} tii[11,5] := {160, 417} tii[11,6] := {208, 419} tii[11,7] := {373} tii[11,8] := {345} tii[11,9] := {232, 403} tii[11,10] := {285, 412} tii[11,11] := {358} tii[11,12] := {332, 379} tii[11,13] := {137} tii[11,14] := {313} tii[11,15] := {194} tii[11,16] := {247} tii[11,17] := {168} tii[11,18] := {82, 394} tii[11,19] := {346} tii[11,20] := {240} tii[11,21] := {204} tii[11,22] := {129, 415} tii[11,23] := {61, 374} tii[11,24] := {23, 271} tii[11,25] := {233} tii[11,26] := {173, 418} tii[11,27] := {39, 322} tii[11,28] := {286} tii[11,29] := {315} tii[11,30] := {239} tii[11,31] := {80, 386} tii[11,32] := {283} tii[11,33] := {113, 401} tii[11,34] := {66, 364} tii[11,35] := {277} tii[11,36] := {161, 402} tii[11,37] := {269} tii[11,38] := {209, 411} tii[11,39] := {320} tii[11,40] := {293} tii[11,41] := {309} tii[11,42] := {131, 384} tii[11,43] := {259, 325} tii[11,44] := {118, 362} tii[11,45] := {348} tii[11,46] := {174, 399} tii[11,47] := {189, 391} tii[11,48] := {136} tii[11,49] := {83, 383} tii[11,50] := {34, 291} tii[11,51] := {312} tii[11,52] := {169} tii[11,53] := {193} tii[11,54] := {55, 335} tii[11,55] := {246} tii[11,56] := {105, 395} tii[11,57] := {278} tii[11,58] := {201} tii[11,59] := {143, 408} tii[11,60] := {90, 376} tii[11,61] := {244} tii[11,62] := {314} tii[11,63] := {138} tii[11,64] := {195, 382} tii[11,65] := {48, 326} tii[11,66] := {231} tii[11,67] := {248, 397} tii[11,68] := {75, 366} tii[11,69] := {284} tii[11,70] := {57, 356} tii[11,71] := {241} tii[11,72] := {132, 409} tii[11,73] := {330} tii[11,74] := {272} tii[11,75] := {166} tii[11,76] := {163, 357} tii[11,77] := {84, 390} tii[11,78] := {175, 416} tii[11,79] := {296, 355} tii[11,80] := {150, 331} tii[11,81] := {119, 396} tii[11,82] := {207} tii[11,83] := {316} tii[11,84] := {210, 378} tii[11,85] := {146, 413} tii[11,86] := {225, 368} tii[11,87] := {292} tii[11,88] := {196} tii[11,89] := {148, 410} tii[11,90] := {258, 324} tii[11,91] := {242} tii[11,92] := {223, 302} tii[11,93] := {270} tii[11,94] := {321} tii[11,95] := {310} tii[11,96] := {198, 385} tii[11,97] := {349} tii[11,98] := {249, 400} tii[11,99] := {184, 363} tii[11,100] := {264, 392} tii[11,101] := {273} tii[11,102] := {218, 388} tii[11,103] := {317} tii[11,104] := {299, 369} tii[11,105] := {109} tii[11,106] := {49} tii[11,107] := {76} tii[11,108] := {134} tii[11,109] := {176} tii[11,110] := {120} tii[11,111] := {170} tii[11,112] := {14, 234} tii[11,113] := {43, 347} tii[11,114] := {69} tii[11,115] := {27, 287} tii[11,116] := {99} tii[11,117] := {279} tii[11,118] := {165} tii[11,119] := {202} tii[11,120] := {60, 360} tii[11,121] := {78} tii[11,122] := {9, 199} tii[11,123] := {212} tii[11,124] := {245} tii[11,125] := {47, 334} tii[11,126] := {87, 381} tii[11,127] := {4, 185} tii[11,128] := {152} tii[11,129] := {111} tii[11,130] := {18, 250} tii[11,131] := {180} tii[11,132] := {25, 265} tii[11,133] := {236} tii[11,134] := {81, 329} tii[11,135] := {182} tii[11,136] := {67, 295} tii[11,137] := {114, 354} tii[11,138] := {281} tii[11,139] := {128, 340} tii[11,140] := {50, 261} tii[11,141] := {92} tii[11,142] := {108} tii[11,143] := {33, 308} tii[11,144] := {126} tii[11,145] := {54, 351} tii[11,146] := {101} tii[11,147] := {41, 343} tii[11,148] := {104, 405} tii[11,149] := {15, 238} tii[11,150] := {205} tii[11,151] := {200} tii[11,152] := {133} tii[11,153] := {139} tii[11,154] := {62, 375} tii[11,155] := {142, 414} tii[11,156] := {251} tii[11,157] := {28, 288} tii[11,158] := {89, 389} tii[11,159] := {186} tii[11,160] := {8, 221} tii[11,161] := {172} tii[11,162] := {216} tii[11,163] := {115, 407} tii[11,164] := {37, 304} tii[11,165] := {257} tii[11,166] := {274} tii[11,167] := {106, 359} tii[11,168] := {130} tii[11,169] := {162} tii[11,170] := {29, 311} tii[11,171] := {222, 290} tii[11,172] := {117, 406} tii[11,173] := {12, 255} tii[11,174] := {219} tii[11,175] := {91, 333} tii[11,176] := {318} tii[11,177] := {171} tii[11,178] := {206} tii[11,179] := {144, 380} tii[11,180] := {44, 350} tii[11,181] := {252} tii[11,182] := {159, 370} tii[11,183] := {88, 393} tii[11,184] := {51, 338} tii[11,185] := {188, 263} tii[11,186] := {70, 300} tii[11,187] := {127, 342} tii[11,188] := {197} tii[11,189] := {149, 387} tii[11,190] := {253} tii[11,191] := {243} tii[11,192] := {93, 336} tii[11,193] := {224, 303} tii[11,194] := {68} tii[11,195] := {98} tii[11,196] := {24, 256} tii[11,197] := {77} tii[11,198] := {164} tii[11,199] := {40, 297} tii[11,200] := {13, 230} tii[11,201] := {110} tii[11,202] := {211} tii[11,203] := {151} tii[11,204] := {52, 323} tii[11,205] := {179} tii[11,206] := {42, 327} tii[11,207] := {235} tii[11,208] := {102} tii[11,209] := {135, 328} tii[11,210] := {21, 268} tii[11,211] := {181} tii[11,212] := {63, 365} tii[11,213] := {121, 294} tii[11,214] := {280} tii[11,215] := {140} tii[11,216] := {177, 353} tii[11,217] := {116, 398} tii[11,218] := {72, 352} tii[11,219] := {214} tii[11,220] := {192, 339} tii[11,221] := {94, 260} tii[11,222] := {158, 305} tii[11,223] := {79} tii[11,224] := {237} tii[11,225] := {183, 361} tii[11,226] := {31, 307} tii[11,227] := {217} tii[11,228] := {282} tii[11,229] := {112} tii[11,230] := {95, 377} tii[11,231] := {122, 298} tii[11,232] := {262, 341} tii[11,233] := {178} tii[11,234] := {190, 267} tii[11,235] := {254} tii[11,236] := {154, 337} tii[11,237] := {35} tii[11,238] := {56} tii[11,239] := {22} tii[11,240] := {73} tii[11,241] := {59} tii[11,242] := {5, 167} tii[11,243] := {32} tii[11,244] := {2, 153} tii[11,245] := {86} tii[11,246] := {11, 213} tii[11,247] := {147} tii[11,248] := {96} tii[11,249] := {17, 229} tii[11,250] := {1, 123} tii[11,251] := {26, 191} tii[11,252] := {103} tii[11,253] := {19, 275} tii[11,254] := {7, 220} tii[11,255] := {46} tii[11,256] := {141} tii[11,257] := {30, 319} tii[11,258] := {125} tii[11,259] := {36, 301} tii[11,260] := {3, 155} tii[11,261] := {215} tii[11,262] := {64, 371} tii[11,263] := {100, 306} tii[11,264] := {38, 227} tii[11,265] := {58} tii[11,266] := {65} tii[11,267] := {20, 289} tii[11,268] := {85} tii[11,269] := {71, 367} tii[11,270] := {6, 187} tii[11,271] := {156} tii[11,272] := {145} tii[11,273] := {157, 228} tii[11,274] := {53, 266} tii[11,275] := {45} tii[11,276] := {10, 203} tii[11,277] := {124} tii[11,278] := {74, 226} tii[11,279] := {16} tii[11,280] := {0, 97} cell#251 , |C| = 280 special orbit = [5, 5, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [3, 1, 1, 1]] , dim = 280 cell rep = phi[[2],[3, 1, 1, 1]] TII depth = 8 TII multiplicity polynomial = 280*X TII subcells: tii[24,1] := {268} tii[24,2] := {278} tii[24,3] := {279} tii[24,4] := {249} tii[24,5] := {184} tii[24,6] := {274} tii[24,7] := {211} tii[24,8] := {277} tii[24,9] := {231} tii[24,10] := {201} tii[24,11] := {269} tii[24,12] := {228} tii[24,13] := {169} tii[24,14] := {276} tii[24,15] := {251} tii[24,16] := {225} tii[24,17] := {265} tii[24,18] := {240} tii[24,19] := {216} tii[24,20] := {149} tii[24,21] := {260} tii[24,22] := {176} tii[24,23] := {271} tii[24,24] := {200} tii[24,25] := {167} tii[24,26] := {117} tii[24,27] := {253} tii[24,28] := {194} tii[24,29] := {137} tii[24,30] := {144} tii[24,31] := {267} tii[24,32] := {101} tii[24,33] := {219} tii[24,34] := {74} tii[24,35] := {189} tii[24,36] := {132} tii[24,37] := {243} tii[24,38] := {91} tii[24,39] := {210} tii[24,40] := {215} tii[24,41] := {182} tii[24,42] := {259} tii[24,43] := {206} tii[24,44] := {151} tii[24,45] := {270} tii[24,46] := {148} tii[24,47] := {252} tii[24,48] := {226} tii[24,49] := {175} tii[24,50] := {120} tii[24,51] := {266} tii[24,52] := {161} tii[24,53] := {89} tii[24,54] := {239} tii[24,55] := {261} tii[24,56] := {237} tii[24,57] := {272} tii[24,58] := {208} tii[24,59] := {264} tii[24,60] := {273} tii[24,61] := {181} tii[24,62] := {115} tii[24,63] := {233} tii[24,64] := {141} tii[24,65] := {256} tii[24,66] := {165} tii[24,67] := {133} tii[24,68] := {82} tii[24,69] := {221} tii[24,70] := {156} tii[24,71] := {102} tii[24,72] := {109} tii[24,73] := {245} tii[24,74] := {69} tii[24,75] := {185} tii[24,76] := {44} tii[24,77] := {154} tii[24,78] := {95} tii[24,79] := {212} tii[24,80] := {62} tii[24,81] := {174} tii[24,82] := {180} tii[24,83] := {55} tii[24,84] := {146} tii[24,85] := {232} tii[24,86] := {79} tii[24,87] := {171} tii[24,88] := {118} tii[24,89] := {255} tii[24,90] := {114} tii[24,91] := {42} tii[24,92] := {220} tii[24,93] := {23} tii[24,94] := {190} tii[24,95] := {140} tii[24,96] := {85} tii[24,97] := {65} tii[24,98] := {244} tii[24,99] := {125} tii[24,100] := {60} tii[24,101] := {35} tii[24,102] := {209} tii[24,103] := {54} tii[24,104] := {234} tii[24,105] := {31} tii[24,106] := {78} tii[24,107] := {205} tii[24,108] := {257} tii[24,109] := {16} tii[24,110] := {173} tii[24,111] := {64} tii[24,112] := {241} tii[24,113] := {80} tii[24,114] := {258} tii[24,115] := {166} tii[24,116] := {134} tii[24,117] := {222} tii[24,118] := {157} tii[24,119] := {103} tii[24,120] := {246} tii[24,121] := {99} tii[24,122] := {202} tii[24,123] := {170} tii[24,124] := {129} tii[24,125] := {72} tii[24,126] := {230} tii[24,127] := {107} tii[24,128] := {47} tii[24,129] := {197} tii[24,130] := {71} tii[24,131] := {223} tii[24,132] := {97} tii[24,133] := {46} tii[24,134] := {193} tii[24,135] := {247} tii[24,136] := {158} tii[24,137] := {77} tii[24,138] := {25} tii[24,139] := {229} tii[24,140] := {98} tii[24,141] := {13} tii[24,142] := {248} tii[24,143] := {186} tii[24,144] := {155} tii[24,145] := {213} tii[24,146] := {123} tii[24,147] := {198} tii[24,148] := {94} tii[24,149] := {214} tii[24,150] := {179} tii[24,151] := {218} tii[24,152] := {242} tii[24,153] := {250} tii[24,154] := {150} tii[24,155] := {224} tii[24,156] := {263} tii[24,157] := {178} tii[24,158] := {136} tii[24,159] := {275} tii[24,160] := {105} tii[24,161] := {164} tii[24,162] := {127} tii[24,163] := {217} tii[24,164] := {84} tii[24,165] := {187} tii[24,166] := {238} tii[24,167] := {112} tii[24,168] := {70} tii[24,169] := {168} tii[24,170] := {153} tii[24,171] := {262} tii[24,172] := {45} tii[24,173] := {199} tii[24,174] := {138} tii[24,175] := {96} tii[24,176] := {106} tii[24,177] := {162} tii[24,178] := {63} tii[24,179] := {83} tii[24,180] := {254} tii[24,181] := {58} tii[24,182] := {111} tii[24,183] := {196} tii[24,184] := {34} tii[24,185] := {93} tii[24,186] := {113} tii[24,187] := {183} tii[24,188] := {30} tii[24,189] := {207} tii[24,190] := {152} tii[24,191] := {52} tii[24,192] := {21} tii[24,193] := {135} tii[24,194] := {121} tii[24,195] := {236} tii[24,196] := {9} tii[24,197] := {163} tii[24,198] := {104} tii[24,199] := {38} tii[24,200] := {17} tii[24,201] := {75} tii[24,202] := {126} tii[24,203] := {29} tii[24,204] := {116} tii[24,205] := {14} tii[24,206] := {51} tii[24,207] := {88} tii[24,208] := {227} tii[24,209] := {143} tii[24,210] := {87} tii[24,211] := {7} tii[24,212] := {49} tii[24,213] := {36} tii[24,214] := {160} tii[24,215] := {128} tii[24,216] := {61} tii[24,217] := {53} tii[24,218] := {37} tii[24,219] := {145} tii[24,220] := {22} tii[24,221] := {235} tii[24,222] := {40} tii[24,223] := {10} tii[24,224] := {4} tii[24,225] := {28} tii[24,226] := {195} tii[24,227] := {1} tii[24,228] := {41} tii[24,229] := {177} tii[24,230] := {20} tii[24,231] := {147} tii[24,232] := {172} tii[24,233] := {119} tii[24,234] := {100} tii[24,235] := {86} tii[24,236] := {204} tii[24,237] := {131} tii[24,238] := {73} tii[24,239] := {90} tii[24,240] := {48} tii[24,241] := {81} tii[24,242] := {57} tii[24,243] := {191} tii[24,244] := {108} tii[24,245] := {56} tii[24,246] := {26} tii[24,247] := {124} tii[24,248] := {92} tii[24,249] := {33} tii[24,250] := {18} tii[24,251] := {110} tii[24,252] := {43} tii[24,253] := {32} tii[24,254] := {203} tii[24,255] := {67} tii[24,256] := {24} tii[24,257] := {12} tii[24,258] := {50} tii[24,259] := {11} tii[24,260] := {159} tii[24,261] := {8} tii[24,262] := {142} tii[24,263] := {68} tii[24,264] := {6} tii[24,265] := {2} tii[24,266] := {39} tii[24,267] := {192} tii[24,268] := {139} tii[24,269] := {130} tii[24,270] := {66} tii[24,271] := {188} tii[24,272] := {122} tii[24,273] := {76} tii[24,274] := {59} tii[24,275] := {27} tii[24,276] := {19} tii[24,277] := {15} tii[24,278] := {5} tii[24,279] := {3} tii[24,280] := {0} cell#252 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {216} tii[10,2] := {246} tii[10,3] := {251} tii[10,4] := {188} tii[10,5] := {162} tii[10,6] := {86} tii[10,7] := {233} tii[10,8] := {119} tii[10,9] := {247} tii[10,10] := {186} tii[10,11] := {172} tii[10,12] := {219} tii[10,13] := {243} tii[10,14] := {250} tii[10,15] := {227} tii[10,16] := {211} tii[10,17] := {245} tii[10,18] := {249} tii[10,19] := {161} tii[10,20] := {129} tii[10,21] := {63} tii[10,22] := {212} tii[10,23] := {93} tii[10,24] := {235} tii[10,25] := {156} tii[10,26] := {191} tii[10,27] := {139} tii[10,28] := {102} tii[10,29] := {45} tii[10,30] := {226} tii[10,31] := {71} tii[10,32] := {244} tii[10,33] := {33} tii[10,34] := {203} tii[10,35] := {125} tii[10,36] := {18} tii[10,37] := {182} tii[10,38] := {165} tii[10,39] := {110} tii[10,40] := {53} tii[10,41] := {228} tii[10,42] := {68} tii[10,43] := {241} tii[10,44] := {149} tii[10,45] := {179} tii[10,46] := {122} tii[10,47] := {101} tii[10,48] := {202} tii[10,49] := {213} tii[10,50] := {236} tii[10,51] := {184} tii[10,52] := {170} tii[10,53] := {217} tii[10,54] := {230} tii[10,55] := {158} tii[10,56] := {141} tii[10,57] := {193} tii[10,58] := {114} tii[10,59] := {209} tii[10,60] := {196} tii[10,61] := {189} tii[10,62] := {113} tii[10,63] := {148} tii[10,64] := {215} tii[10,65] := {238} tii[10,66] := {200} tii[10,67] := {64} tii[10,68] := {130} tii[10,69] := {142} tii[10,70] := {94} tii[10,71] := {175} tii[10,72] := {155} tii[10,73] := {234} tii[10,74] := {47} tii[10,75] := {157} tii[10,76] := {190} tii[10,77] := {248} tii[10,78] := {30} tii[10,79] := {223} tii[10,80] := {140} tii[10,81] := {192} tii[10,82] := {73} tii[10,83] := {239} tii[10,84] := {91} tii[10,85] := {178} tii[10,86] := {240} tii[10,87] := {154} tii[10,88] := {206} tii[10,89] := {225} tii[10,90] := {128} tii[10,91] := {32} tii[10,92] := {77} tii[10,93] := {112} tii[10,94] := {52} tii[10,95] := {147} tii[10,96] := {21} tii[10,97] := {123} tii[10,98] := {65} tii[10,99] := {214} tii[10,100] := {99} tii[10,101] := {12} tii[10,102] := {37} tii[10,103] := {163} tii[10,104] := {95} tii[10,105] := {42} tii[10,106] := {237} tii[10,107] := {134} tii[10,108] := {83} tii[10,109] := {199} tii[10,110] := {48} tii[10,111] := {117} tii[10,112] := {220} tii[10,113] := {121} tii[10,114] := {204} tii[10,115] := {98} tii[10,116] := {14} tii[10,117] := {62} tii[10,118] := {222} tii[10,119] := {183} tii[10,120] := {7} tii[10,121] := {150} tii[10,122] := {96} tii[10,123] := {133} tii[10,124] := {229} tii[10,125] := {25} tii[10,126] := {5} tii[10,127] := {242} tii[10,128] := {76} tii[10,129] := {176} tii[10,130] := {35} tii[10,131] := {145} tii[10,132] := {195} tii[10,133] := {160} tii[10,134] := {231} tii[10,135] := {41} tii[10,136] := {100} tii[10,137] := {232} tii[10,138] := {84} tii[10,139] := {135} tii[10,140] := {187} tii[10,141] := {66} tii[10,142] := {152} tii[10,143] := {137} tii[10,144] := {50} tii[10,145] := {85} tii[10,146] := {118} tii[10,147] := {97} tii[10,148] := {46} tii[10,149] := {185} tii[10,150] := {132} tii[10,151] := {72} tii[10,152] := {218} tii[10,153] := {29} tii[10,154] := {171} tii[10,155] := {90} tii[10,156] := {194} tii[10,157] := {22} tii[10,158] := {74} tii[10,159] := {177} tii[10,160] := {43} tii[10,161] := {197} tii[10,162] := {13} tii[10,163] := {105} tii[10,164] := {38} tii[10,165] := {153} tii[10,166] := {205} tii[10,167] := {49} tii[10,168] := {167} tii[10,169] := {115} tii[10,170] := {10} tii[10,171] := {224} tii[10,172] := {127} tii[10,173] := {58} tii[10,174] := {207} tii[10,175] := {56} tii[10,176] := {126} tii[10,177] := {31} tii[10,178] := {210} tii[10,179] := {80} tii[10,180] := {111} tii[10,181] := {166} tii[10,182] := {16} tii[10,183] := {159} tii[10,184] := {88} tii[10,185] := {181} tii[10,186] := {136} tii[10,187] := {89} tii[10,188] := {169} tii[10,189] := {78} tii[10,190] := {180} tii[10,191] := {70} tii[10,192] := {138} tii[10,193] := {198} tii[10,194] := {143} tii[10,195] := {92} tii[10,196] := {87} tii[10,197] := {120} tii[10,198] := {60} tii[10,199] := {146} tii[10,200] := {124} tii[10,201] := {34} tii[10,202] := {82} tii[10,203] := {54} tii[10,204] := {20} tii[10,205] := {164} tii[10,206] := {221} tii[10,207] := {174} tii[10,208] := {69} tii[10,209] := {17} tii[10,210] := {79} tii[10,211] := {75} tii[10,212] := {8} tii[10,213] := {44} tii[10,214] := {109} tii[10,215] := {4} tii[10,216] := {15} tii[10,217] := {106} tii[10,218] := {201} tii[10,219] := {23} tii[10,220] := {27} tii[10,221] := {2} tii[10,222] := {116} tii[10,223] := {168} tii[10,224] := {208} tii[10,225] := {28} tii[10,226] := {104} tii[10,227] := {1} tii[10,228] := {24} tii[10,229] := {40} tii[10,230] := {19} tii[10,231] := {81} tii[10,232] := {59} tii[10,233] := {9} tii[10,234] := {39} tii[10,235] := {173} tii[10,236] := {107} tii[10,237] := {67} tii[10,238] := {131} tii[10,239] := {3} tii[10,240] := {57} tii[10,241] := {151} tii[10,242] := {108} tii[10,243] := {36} tii[10,244] := {61} tii[10,245] := {26} tii[10,246] := {144} tii[10,247] := {6} tii[10,248] := {103} tii[10,249] := {51} tii[10,250] := {55} tii[10,251] := {11} tii[10,252] := {0} cell#253 , |C| = 1274 special orbit = [5, 3, 3, 2, 2, 1, 1] special rep = [[2, 1, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[2, 1, 1],[2, 1, 1]]+phi[[1, 1, 1],[3, 1, 1]]+phi[[2],[2, 2, 2]]+phi[[1],[3, 2, 2]] TII depth = 4 TII multiplicity polynomial = 238*X+266*X^2+126*X^4 TII subcells: tii[18,1] := {926} tii[18,2] := {752, 987} tii[18,3] := {924} tii[18,4] := {870} tii[18,5] := {502, 986} tii[18,6] := {500, 981} tii[18,7] := {1037} tii[18,8] := {875, 1086} tii[18,9] := {723, 1195} tii[18,10] := {1034} tii[18,11] := {1127} tii[18,12] := {1083} tii[18,13] := {389, 1085} tii[18,14] := {983} tii[18,15] := {753, 1167} tii[18,16] := {814, 979, 1161, 1262} tii[18,17] := {946, 1103, 1236, 1273} tii[18,18] := {1191} tii[18,19] := {751} tii[18,20] := {387, 1081} tii[18,21] := {873, 1226} tii[18,22] := {1220} tii[18,23] := {559, 978, 1132, 1260} tii[18,24] := {1192, 1263} tii[18,25] := {707, 1105, 1201, 1271} tii[18,26] := {974, 1258} tii[18,27] := {928, 1109, 1267, 1268} tii[18,28] := {1125} tii[18,29] := {501, 1166} tii[18,30] := {1082} tii[18,31] := {1193} tii[18,32] := {499, 1165} tii[18,33] := {984} tii[18,34] := {621, 1225} tii[18,35] := {1221} tii[18,36] := {334, 741, 1131, 1261} tii[18,37] := {1194, 1264} tii[18,38] := {459, 900, 1200, 1272} tii[18,39] := {1076} tii[18,40] := {733, 1257} tii[18,41] := {1036, 1186} tii[18,42] := {678, 904, 1265, 1266} tii[18,43] := {620, 1224} tii[18,44] := {735, 1259} tii[18,45] := {680, 906, 1269, 1270} tii[18,46] := {116} tii[18,47] := {83, 149} tii[18,48] := {241} tii[18,49] := {806} tii[18,50] := {173} tii[18,51] := {184} tii[18,52] := {626, 876} tii[18,53] := {570} tii[18,54] := {99, 210} tii[18,55] := {251, 382} tii[18,56] := {359, 530} tii[18,57] := {681} tii[18,58] := {239} tii[18,59] := {624} tii[18,60] := {503, 754} tii[18,61] := {148, 290} tii[18,62] := {567} tii[18,63] := {336} tii[18,64] := {206, 381} tii[18,65] := {461} tii[18,66] := {312, 529} tii[18,67] := {393, 629} tii[18,68] := {203, 378} tii[18,69] := {309, 525} tii[18,70] := {594, 1124} tii[18,71] := {244} tii[18,72] := {329} tii[18,73] := {1032} tii[18,74] := {685, 866, 1078, 1227} tii[18,75] := {64, 291} tii[18,76] := {257} tii[18,77] := {696} tii[18,78] := {982} tii[18,79] := {341, 492} tii[18,80] := {625, 1084} tii[18,81] := {830, 1008, 1182, 1253} tii[18,82] := {466, 654} tii[18,83] := {432} tii[18,84] := {809} tii[18,85] := {474, 1039} tii[18,86] := {1120} tii[18,87] := {328} tii[18,88] := {819} tii[18,89] := {750} tii[18,90] := {288} tii[18,91] := {557} tii[18,92] := {366, 933} tii[18,93] := {623} tii[18,94] := {748, 1163} tii[18,95] := {1157} tii[18,96] := {439, 864, 1047, 1222} tii[18,97] := {98, 386} tii[18,98] := {693} tii[18,99] := {442} tii[18,100] := {144, 491} tii[18,101] := {558, 743, 977, 1171} tii[18,102] := {390, 877} tii[18,103] := {872} tii[18,104] := {379, 611} tii[18,105] := {324, 526, 827, 1019} tii[18,106] := {705} tii[18,107] := {1121, 1234} tii[18,108] := {577, 1010, 1135, 1245} tii[18,109] := {580} tii[18,110] := {225, 653} tii[18,111] := {706, 899, 1104, 1216} tii[18,112] := {527, 778} tii[18,113] := {376} tii[18,114] := {483, 730} tii[18,115] := {627} tii[18,116] := {444, 835, 868, 1089} tii[18,117] := {857, 1217} tii[18,118] := {294, 756} tii[18,119] := {140, 487} tii[18,120] := {973} tii[18,121] := {330, 715, 763, 995} tii[18,122] := {523} tii[18,123] := {644, 893} tii[18,124] := {805, 1014, 1239, 1240} tii[18,125] := {927, 1108} tii[18,126] := {222, 648} tii[18,127] := {582, 956, 1012, 1152} tii[18,128] := {697, 914, 1061, 1062} tii[18,129] := {431} tii[18,130] := {1030} tii[18,131] := {147, 496} tii[18,132] := {816} tii[18,133] := {556} tii[18,134] := {1070} tii[18,135] := {335, 742, 947, 1162} tii[18,136] := {622, 1080} tii[18,137] := {747} tii[18,138] := {205, 610} tii[18,139] := {1031, 1181} tii[18,140] := {460, 901, 1053, 1202} tii[18,141] := {311, 777} tii[18,142] := {704} tii[18,143] := {597} tii[18,144] := {279, 729} tii[18,145] := {392, 878} tii[18,146] := {247, 617, 834, 1087} tii[18,147] := {859} tii[18,148] := {202, 605} tii[18,149] := {734, 1155} tii[18,150] := {972} tii[18,151] := {169, 513, 714, 994} tii[18,152] := {407, 892} tii[18,153] := {808, 1016} tii[18,154] := {308, 774} tii[18,155] := {679, 905, 1196, 1197} tii[18,156] := {925, 1106} tii[18,157] := {355, 784, 955, 1149} tii[18,158] := {766} tii[18,159] := {817, 1023} tii[18,160] := {452, 665, 1059, 1060} tii[18,161] := {277, 724} tii[18,162] := {608, 1069} tii[18,163] := {405, 887} tii[18,164] := {554, 787, 1133, 1134} tii[18,165] := {450, 669, 1057, 1058} tii[18,166] := {436} tii[18,167] := {333} tii[18,168] := {824} tii[18,169] := {38, 388} tii[18,170] := {345} tii[18,171] := {447, 615} tii[18,172] := {585, 782} tii[18,173] := {551} tii[18,174] := {595, 1129} tii[18,175] := {930} tii[18,176] := {435} tii[18,177] := {939} tii[18,178] := {687} tii[18,179] := {985} tii[18,180] := {874} tii[18,181] := {688, 867, 1079, 1230} tii[18,182] := {476, 1041} tii[18,183] := {385} tii[18,184] := {292, 988} tii[18,185] := {489, 740} tii[18,186] := {63, 497} tii[18,187] := {560} tii[18,188] := {822} tii[18,189] := {95, 612} tii[18,190] := {832} tii[18,191] := {833, 1009, 1183, 1256} tii[18,192] := {430, 650, 943, 1113} tii[18,193] := {651, 898} tii[18,194] := {708} tii[18,195] := {159, 779} tii[18,196] := {602, 855} tii[18,197] := {562, 950, 980, 1170} tii[18,198] := {486} tii[18,199] := {1077} tii[18,200] := {755} tii[18,201] := {211, 879} tii[18,202] := {93, 606} tii[18,203] := {437, 840, 884, 1096} tii[18,204] := {771, 1004} tii[18,205] := {1038, 1187} tii[18,206] := {710, 1056, 1107, 1215} tii[18,207] := {647} tii[18,208] := {157, 775} tii[18,209] := {825, 1024, 1147, 1148} tii[18,210] := {550} tii[18,211] := {1122} tii[18,212] := {676} tii[18,213] := {596, 1130} tii[18,214] := {97, 619} tii[18,215] := {1044} tii[18,216] := {936} tii[18,217] := {871} tii[18,218] := {289} tii[18,219] := {1158} tii[18,220] := {245, 613, 1048, 1223} tii[18,221] := {813} tii[18,222] := {686} tii[18,223] := {498, 1164} tii[18,224] := {380, 863} tii[18,225] := {143, 739} tii[18,226] := {547, 776, 1046, 1188} tii[18,227] := {1123, 1235} tii[18,228] := {353, 781, 1136, 1246} tii[18,229] := {945} tii[18,230] := {224, 897} tii[18,231] := {831} tii[18,232] := {528, 1007} tii[18,233] := {975} tii[18,234] := {726} tii[18,235] := {1160} tii[18,236] := {852} tii[18,237] := {198, 854} tii[18,238] := {484, 971} tii[18,239] := {628} tii[18,240] := {445, 869, 1050, 1229} tii[18,241] := {293, 989} tii[18,242] := {175, 494, 949, 1169} tii[18,243] := {377} tii[18,244] := {139, 732} tii[18,245] := {1075} tii[18,246] := {607, 1218} tii[18,247] := {677, 883, 1093, 1233} tii[18,248] := {1128, 1238} tii[18,249] := {929, 1110} tii[18,250] := {114, 399, 839, 1095} tii[18,251] := {305, 1003} tii[18,252] := {645, 1102} tii[18,253] := {221, 895} tii[18,254] := {1035, 1185} tii[18,255] := {264, 656, 1055, 1214} tii[18,256] := {1001} tii[18,257] := {889} tii[18,258] := {331, 764, 954, 1176} tii[18,259] := {524} tii[18,260] := {583, 1013, 1138, 1255} tii[18,261] := {553, 785, 1241, 1242} tii[18,262] := {1045, 1190} tii[18,263] := {937, 1117} tii[18,264] := {346, 539, 1145, 1146} tii[18,265] := {698, 915, 1211, 1212} tii[18,266] := {482} tii[18,267] := {196, 850} tii[18,268] := {861} tii[18,269] := {488, 1156} tii[18,270] := {600, 1073} tii[18,271] := {434, 882, 1052, 1231} tii[18,272] := {303, 999} tii[18,273] := {811, 1018} tii[18,274] := {438, 658, 1198, 1199} tii[18,275] := {643} tii[18,276] := {769, 1180} tii[18,277] := {821, 1027, 1251, 1252} tii[18,278] := {695, 920} tii[18,279] := {344, 541, 1141, 1142} tii[18,280] := {675} tii[18,281] := {1042} tii[18,282] := {146, 746} tii[18,283] := {812} tii[18,284] := {204, 862} tii[18,285] := {310, 1006} tii[18,286] := {944} tii[18,287] := {851} tii[18,288] := {278, 970} tii[18,289] := {246, 616, 1049, 1228} tii[18,290] := {1159} tii[18,291] := {391, 1088} tii[18,292] := {201, 856} tii[18,293] := {406, 1101} tii[18,294] := {354, 783, 1137, 1254} tii[18,295] := {1126, 1237} tii[18,296] := {1000} tii[18,297] := {168, 512, 953, 1175} tii[18,298] := {307, 1005} tii[18,299] := {1043, 1189} tii[18,300] := {451, 664, 1209, 1210} tii[18,301] := {276, 969} tii[18,302] := {609, 1219} tii[18,303] := {727} tii[18,304] := {369, 1072} tii[18,305] := {237, 633, 1051, 1232} tii[18,306] := {404, 1100} tii[18,307] := {555, 788, 1243, 1244} tii[18,308] := {517, 1179} tii[18,309] := {890} tii[18,310] := {938, 1118} tii[18,311] := {564, 796, 1249, 1250} tii[18,312] := {449, 668, 1207, 1208} tii[18,313] := {368, 1071} tii[18,314] := {516, 1178} tii[18,315] := {563, 795, 1247, 1248} tii[18,316] := {7} tii[18,317] := {50} tii[18,318] := {8, 22} tii[18,319] := {18, 44} tii[18,320] := {15} tii[18,321] := {170} tii[18,322] := {82} tii[18,323] := {28} tii[18,324] := {453} tii[18,325] := {128} tii[18,326] := {17, 37} tii[18,327] := {178, 286} tii[18,328] := {125} tii[18,329] := {54} tii[18,330] := {32, 71} tii[18,331] := {267, 414} tii[18,332] := {86, 161} tii[18,333] := {29, 60} tii[18,334] := {350} tii[18,335] := {121, 207} tii[18,336] := {177} tii[18,337] := {55, 107} tii[18,338] := {266} tii[18,339] := {191, 314} tii[18,340] := {87, 153} tii[18,341] := {133, 234} tii[18,342] := {365, 932} tii[18,343] := {326} tii[18,344] := {27} tii[18,345] := {181} tii[18,346] := {441, 614, 865, 1091} tii[18,347] := {272, 815} tii[18,348] := {691} tii[18,349] := {127} tii[18,350] := {209} tii[18,351] := {440} tii[18,352] := {47} tii[18,353] := {285, 490} tii[18,354] := {21, 61} tii[18,355] := {749} tii[18,356] := {579, 780, 1011, 1154} tii[18,357] := {236, 411, 702, 909} tii[18,358] := {129, 228} tii[18,359] := {578} tii[18,360] := {88} tii[18,361] := {413, 652} tii[18,362] := {43, 108} tii[18,363] := {456} tii[18,364] := {250} tii[18,365] := {78} tii[18,366] := {374, 603} tii[18,367] := {36, 92} tii[18,368] := {145, 287} tii[18,369] := {339, 712, 745, 990} tii[18,370] := {283} tii[18,371] := {505} tii[18,372] := {858} tii[18,373] := {338} tii[18,374] := {200, 699} tii[18,375] := {187, 298} tii[18,376] := {358} tii[18,377] := {807, 1015} tii[18,378] := {242, 588, 637, 885} tii[18,379] := {522, 772} tii[18,380] := {70, 156} tii[18,381] := {464, 841, 903, 1067} tii[18,382] := {172, 313, 576, 801} tii[18,383] := {132} tii[18,384] := {410} tii[18,385] := {103, 215} tii[18,386] := {226, 416} tii[18,387] := {463} tii[18,388] := {268} tii[18,389] := {571, 794, 958, 959} tii[18,390] := {165, 321} tii[18,391] := {122, 363, 467, 670} tii[18,392] := {249, 587, 618, 880} tii[18,393] := {372} tii[18,394] := {280, 485} tii[18,395] := {59, 136} tii[18,396] := {736} tii[18,397] := {357, 717, 786, 966} tii[18,398] := {152, 297} tii[18,399] := {682, 907} tii[18,400] := {171, 469, 514, 765} tii[18,401] := {408, 646} tii[18,402] := {106, 218} tii[18,403] := {520} tii[18,404] := {233, 423} tii[18,405] := {568, 799} tii[18,406] := {454, 667, 845, 846} tii[18,407] := {126, 362, 420, 661} tii[18,408] := {351, 544, 721, 722} tii[18,409] := {46} tii[18,410] := {548} tii[18,411] := {475, 1040} tii[18,412] := {183} tii[18,413] := {253} tii[18,414] := {77} tii[18,415] := {934} tii[18,416] := {11, 94} tii[18,417] := {684} tii[18,418] := {208} tii[18,419] := {284, 738} tii[18,420] := {429, 649, 942, 1112} tii[18,421] := {131} tii[18,422] := {186, 315} tii[18,423] := {25, 158} tii[18,424] := {829} tii[18,425] := {412, 896} tii[18,426] := {20, 137} tii[18,427] := {443} tii[18,428] := {119} tii[18,429] := {337, 744, 948, 1168} tii[18,430] := {281, 826} tii[18,431] := {282} tii[18,432] := {1074} tii[18,433] := {340} tii[18,434] := {725} tii[18,435] := {373, 853} tii[18,436] := {572} tii[18,437] := {96, 383} tii[18,438] := {504} tii[18,439] := {549, 761, 992, 1174} tii[18,440] := {262, 397} tii[18,441] := {42, 219} tii[18,442] := {243, 415, 703, 922} tii[18,443] := {1033, 1184} tii[18,444] := {465} tii[18,445] := {581} tii[18,446] := {189} tii[18,447] := {240, 636, 838, 1094} tii[18,448] := {521, 1002} tii[18,449] := {462, 902, 1054, 1213} tii[18,450] := {160, 532} tii[18,451] := {409} tii[18,452] := {888} tii[18,453] := {67, 299} tii[18,454] := {112, 424} tii[18,455] := {361} tii[18,456] := {179, 472, 586, 800} tii[18,457] := {935, 1116} tii[18,458] := {569, 793, 1143, 1144} tii[18,459] := {481} tii[18,460] := {860} tii[18,461] := {176, 495, 713, 991} tii[18,462] := {371} tii[18,463] := {134} tii[18,464] := {737} tii[18,465] := {199, 604} tii[18,466] := {479, 967} tii[18,467] := {599} tii[18,468] := {35, 195} tii[18,469] := {433, 635, 881, 1097} tii[18,470] := {325, 759, 951, 1172} tii[18,471] := {102, 396} tii[18,472] := {810, 1017} tii[18,473] := {295, 507} tii[18,474] := {683, 908} tii[18,475] := {642} tii[18,476] := {216} tii[18,477] := {115, 400, 589, 886} tii[18,478] := {306, 773} tii[18,479] := {640, 1098} tii[18,480] := {69, 302} tii[18,481] := {265, 657, 842, 1068} tii[18,482] := {519} tii[18,483] := {768} tii[18,484] := {694, 919} tii[18,485] := {254, 591, 659, 911} tii[18,486] := {421} tii[18,487] := {690, 917, 1203, 1204} tii[18,488] := {164, 537} tii[18,489] := {820, 1026} tii[18,490] := {566, 798} tii[18,491] := {81, 318, 471, 791} tii[18,492] := {347, 540, 960, 961} tii[18,493] := {573, 803} tii[18,494] := {260, 426, 847, 848} tii[18,495] := {58, 273} tii[18,496] := {478} tii[18,497] := {370, 849} tii[18,498] := {238, 634, 837, 1092} tii[18,499] := {105, 401} tii[18,500] := {151, 506} tii[18,501] := {518, 998} tii[18,502] := {639} tii[18,503] := {232, 662} tii[18,504] := {124, 419, 590, 910} tii[18,505] := {565, 797, 1139, 1140} tii[18,506] := {689, 916} tii[18,507] := {349, 546, 962, 963} tii[18,508] := {75} tii[18,509] := {342} tii[18,510] := {256} tii[18,511] := {118} tii[18,512] := {4, 142} tii[18,513] := {261, 417} tii[18,514] := {188} tii[18,515] := {14, 223} tii[18,516] := {561} tii[18,517] := {10, 197} tii[18,518] := {446} tii[18,519] := {174} tii[18,520] := {375, 941} tii[18,521] := {62, 493} tii[18,522] := {700} tii[18,523] := {352, 511} tii[18,524] := {332, 531, 828, 1029} tii[18,525] := {24, 304} tii[18,526] := {584} tii[18,527] := {709} tii[18,528] := {109, 655} tii[18,529] := {263} tii[18,530] := {40, 398} tii[18,531] := {73, 538} tii[18,532] := {252, 593, 711, 921} tii[18,533] := {468} tii[18,534] := {601} tii[18,535] := {728} tii[18,536] := {138, 731} tii[18,537] := {194} tii[18,538] := {19, 274} tii[18,539] := {120, 384, 836, 1090} tii[18,540] := {976} tii[18,541] := {552, 762, 993, 1177} tii[18,542] := {394, 632} tii[18,543] := {66, 508} tii[18,544] := {220, 894} tii[18,545] := {931, 1111} tii[18,546] := {770} tii[18,547] := {301} tii[18,548] := {41, 402} tii[18,549] := {891} tii[18,550] := {190, 533, 957, 1153} tii[18,551] := {76, 300, 716, 996} tii[18,552] := {343, 720, 789, 1022} tii[18,553] := {823, 1028} tii[18,554] := {536} tii[18,555] := {940, 1119} tii[18,556] := {111, 663} tii[18,557] := {258, 425, 1063, 1064} tii[18,558] := {49, 230, 592, 912} tii[18,559] := {185, 323, 964, 965} tii[18,560] := {701, 923} tii[18,561] := {598} tii[18,562] := {34, 367} tii[18,563] := {275, 968} tii[18,564] := {135} tii[18,565] := {167, 509, 952, 1173} tii[18,566] := {68, 515} tii[18,567] := {296, 758} tii[18,568] := {101, 631} tii[18,569] := {767} tii[18,570] := {403, 1099} tii[18,571] := {217} tii[18,572] := {818, 1025} tii[18,573] := {163, 792} tii[18,574] := {79, 317, 719, 1021} tii[18,575] := {448, 666, 1205, 1206} tii[18,576] := {255, 660, 844, 1115} tii[18,577] := {422} tii[18,578] := {574, 804} tii[18,579] := {259, 427, 1065, 1066} tii[18,580] := {57, 477} tii[18,581] := {150, 757} tii[18,582] := {104, 638} tii[18,583] := {231, 913} tii[18,584] := {123, 418, 843, 1114} tii[18,585] := {348, 545, 1150, 1151} tii[18,586] := {2} tii[18,587] := {0, 6} tii[18,588] := {16} tii[18,589] := {84} tii[18,590] := {3, 13} tii[18,591] := {31} tii[18,592] := {53, 113} tii[18,593] := {33, 74} tii[18,594] := {48} tii[18,595] := {248} tii[18,596] := {141, 575} tii[18,597] := {9, 23} tii[18,598] := {130, 214} tii[18,599] := {117, 227, 458, 674} tii[18,600] := {89} tii[18,601] := {356} tii[18,602] := {192} tii[18,603] := {56, 110} tii[18,604] := {80, 271, 360, 542} tii[18,605] := {51, 193, 269, 428} tii[18,606] := {91} tii[18,607] := {480} tii[18,608] := {327, 510, 760, 997} tii[18,609] := {213, 395} tii[18,610] := {12, 39} tii[18,611] := {155} tii[18,612] := {641} tii[18,613] := {182, 470, 535, 790} tii[18,614] := {72, 162} tii[18,615] := {320} tii[18,616] := {692, 918} tii[18,617] := {457, 673} tii[18,618] := {85, 270, 322, 543} tii[18,619] := {90} tii[18,620] := {5, 65} tii[18,621] := {212, 630} tii[18,622] := {154} tii[18,623] := {180, 534, 718, 1020} tii[18,624] := {45, 229} tii[18,625] := {319} tii[18,626] := {455, 672} tii[18,627] := {52, 235, 364, 671} tii[18,628] := {1, 100} tii[18,629] := {26, 316} tii[18,630] := {30, 166, 473, 802} cell#254 , |C| = 1274 special orbit = [5, 3, 3, 2, 2, 1, 1] special rep = [[2, 1, 1], [2, 1, 1]] , dim = 630 cell rep = phi[[2, 1, 1],[2, 1, 1]]+phi[[1, 1, 1],[3, 1, 1]]+phi[[2],[2, 2, 2]]+phi[[1],[3, 2, 2]] TII depth = 4 TII multiplicity polynomial = 238*X+266*X^2+126*X^4 TII subcells: tii[18,1] := {926} tii[18,2] := {752, 987} tii[18,3] := {924} tii[18,4] := {870} tii[18,5] := {502, 986} tii[18,6] := {500, 981} tii[18,7] := {1037} tii[18,8] := {875, 1086} tii[18,9] := {723, 1195} tii[18,10] := {1034} tii[18,11] := {1127} tii[18,12] := {1083} tii[18,13] := {389, 1085} tii[18,14] := {983} tii[18,15] := {753, 1167} tii[18,16] := {814, 979, 1161, 1262} tii[18,17] := {946, 1103, 1236, 1273} tii[18,18] := {1191} tii[18,19] := {751} tii[18,20] := {387, 1081} tii[18,21] := {873, 1226} tii[18,22] := {1220} tii[18,23] := {559, 978, 1132, 1260} tii[18,24] := {1192, 1263} tii[18,25] := {707, 1105, 1201, 1271} tii[18,26] := {974, 1258} tii[18,27] := {928, 1109, 1267, 1268} tii[18,28] := {1125} tii[18,29] := {501, 1166} tii[18,30] := {1082} tii[18,31] := {1193} tii[18,32] := {499, 1165} tii[18,33] := {984} tii[18,34] := {621, 1225} tii[18,35] := {1221} tii[18,36] := {334, 741, 1131, 1261} tii[18,37] := {1194, 1264} tii[18,38] := {459, 900, 1200, 1272} tii[18,39] := {1076} tii[18,40] := {733, 1257} tii[18,41] := {1036, 1186} tii[18,42] := {678, 904, 1265, 1266} tii[18,43] := {620, 1224} tii[18,44] := {735, 1259} tii[18,45] := {680, 906, 1269, 1270} tii[18,46] := {116} tii[18,47] := {83, 149} tii[18,48] := {241} tii[18,49] := {806} tii[18,50] := {173} tii[18,51] := {184} tii[18,52] := {626, 876} tii[18,53] := {570} tii[18,54] := {99, 210} tii[18,55] := {251, 382} tii[18,56] := {359, 530} tii[18,57] := {681} tii[18,58] := {239} tii[18,59] := {624} tii[18,60] := {503, 754} tii[18,61] := {148, 290} tii[18,62] := {567} tii[18,63] := {336} tii[18,64] := {206, 381} tii[18,65] := {461} tii[18,66] := {312, 529} tii[18,67] := {393, 629} tii[18,68] := {203, 378} tii[18,69] := {309, 525} tii[18,70] := {594, 1124} tii[18,71] := {244} tii[18,72] := {329} tii[18,73] := {1032} tii[18,74] := {685, 866, 1078, 1227} tii[18,75] := {64, 291} tii[18,76] := {257} tii[18,77] := {696} tii[18,78] := {982} tii[18,79] := {341, 492} tii[18,80] := {625, 1084} tii[18,81] := {830, 1008, 1182, 1253} tii[18,82] := {466, 654} tii[18,83] := {432} tii[18,84] := {809} tii[18,85] := {474, 1039} tii[18,86] := {1120} tii[18,87] := {328} tii[18,88] := {819} tii[18,89] := {750} tii[18,90] := {288} tii[18,91] := {557} tii[18,92] := {366, 933} tii[18,93] := {623} tii[18,94] := {748, 1163} tii[18,95] := {1157} tii[18,96] := {439, 864, 1047, 1222} tii[18,97] := {98, 386} tii[18,98] := {693} tii[18,99] := {442} tii[18,100] := {144, 491} tii[18,101] := {558, 743, 977, 1171} tii[18,102] := {390, 877} tii[18,103] := {872} tii[18,104] := {379, 611} tii[18,105] := {324, 526, 827, 1019} tii[18,106] := {705} tii[18,107] := {1121, 1234} tii[18,108] := {577, 1010, 1135, 1245} tii[18,109] := {580} tii[18,110] := {225, 653} tii[18,111] := {706, 899, 1104, 1216} tii[18,112] := {527, 778} tii[18,113] := {376} tii[18,114] := {483, 730} tii[18,115] := {627} tii[18,116] := {444, 835, 868, 1089} tii[18,117] := {857, 1217} tii[18,118] := {294, 756} tii[18,119] := {140, 487} tii[18,120] := {973} tii[18,121] := {330, 715, 763, 995} tii[18,122] := {523} tii[18,123] := {644, 893} tii[18,124] := {805, 1014, 1239, 1240} tii[18,125] := {927, 1108} tii[18,126] := {222, 648} tii[18,127] := {582, 956, 1012, 1152} tii[18,128] := {697, 914, 1061, 1062} tii[18,129] := {431} tii[18,130] := {1030} tii[18,131] := {147, 496} tii[18,132] := {816} tii[18,133] := {556} tii[18,134] := {1070} tii[18,135] := {335, 742, 947, 1162} tii[18,136] := {622, 1080} tii[18,137] := {747} tii[18,138] := {205, 610} tii[18,139] := {1031, 1181} tii[18,140] := {460, 901, 1053, 1202} tii[18,141] := {311, 777} tii[18,142] := {704} tii[18,143] := {597} tii[18,144] := {279, 729} tii[18,145] := {392, 878} tii[18,146] := {247, 617, 834, 1087} tii[18,147] := {859} tii[18,148] := {202, 605} tii[18,149] := {734, 1155} tii[18,150] := {972} tii[18,151] := {169, 513, 714, 994} tii[18,152] := {407, 892} tii[18,153] := {808, 1016} tii[18,154] := {308, 774} tii[18,155] := {679, 905, 1196, 1197} tii[18,156] := {925, 1106} tii[18,157] := {355, 784, 955, 1149} tii[18,158] := {766} tii[18,159] := {817, 1023} tii[18,160] := {452, 665, 1059, 1060} tii[18,161] := {277, 724} tii[18,162] := {608, 1069} tii[18,163] := {405, 887} tii[18,164] := {554, 787, 1133, 1134} tii[18,165] := {450, 669, 1057, 1058} tii[18,166] := {436} tii[18,167] := {333} tii[18,168] := {824} tii[18,169] := {38, 388} tii[18,170] := {345} tii[18,171] := {447, 615} tii[18,172] := {585, 782} tii[18,173] := {551} tii[18,174] := {595, 1129} tii[18,175] := {930} tii[18,176] := {435} tii[18,177] := {939} tii[18,178] := {687} tii[18,179] := {985} tii[18,180] := {874} tii[18,181] := {688, 867, 1079, 1230} tii[18,182] := {476, 1041} tii[18,183] := {385} tii[18,184] := {292, 988} tii[18,185] := {489, 740} tii[18,186] := {63, 497} tii[18,187] := {560} tii[18,188] := {822} tii[18,189] := {95, 612} tii[18,190] := {832} tii[18,191] := {833, 1009, 1183, 1256} tii[18,192] := {430, 650, 943, 1113} tii[18,193] := {651, 898} tii[18,194] := {708} tii[18,195] := {159, 779} tii[18,196] := {602, 855} tii[18,197] := {562, 950, 980, 1170} tii[18,198] := {486} tii[18,199] := {1077} tii[18,200] := {755} tii[18,201] := {211, 879} tii[18,202] := {93, 606} tii[18,203] := {437, 840, 884, 1096} tii[18,204] := {771, 1004} tii[18,205] := {1038, 1187} tii[18,206] := {710, 1056, 1107, 1215} tii[18,207] := {647} tii[18,208] := {157, 775} tii[18,209] := {825, 1024, 1147, 1148} tii[18,210] := {550} tii[18,211] := {1122} tii[18,212] := {676} tii[18,213] := {596, 1130} tii[18,214] := {97, 619} tii[18,215] := {1044} tii[18,216] := {936} tii[18,217] := {871} tii[18,218] := {289} tii[18,219] := {1158} tii[18,220] := {245, 613, 1048, 1223} tii[18,221] := {813} tii[18,222] := {686} tii[18,223] := {498, 1164} tii[18,224] := {380, 863} tii[18,225] := {143, 739} tii[18,226] := {547, 776, 1046, 1188} tii[18,227] := {1123, 1235} tii[18,228] := {353, 781, 1136, 1246} tii[18,229] := {945} tii[18,230] := {224, 897} tii[18,231] := {831} tii[18,232] := {528, 1007} tii[18,233] := {975} tii[18,234] := {726} tii[18,235] := {1160} tii[18,236] := {852} tii[18,237] := {198, 854} tii[18,238] := {484, 971} tii[18,239] := {628} tii[18,240] := {445, 869, 1050, 1229} tii[18,241] := {293, 989} tii[18,242] := {175, 494, 949, 1169} tii[18,243] := {377} tii[18,244] := {139, 732} tii[18,245] := {1075} tii[18,246] := {607, 1218} tii[18,247] := {677, 883, 1093, 1233} tii[18,248] := {1128, 1238} tii[18,249] := {929, 1110} tii[18,250] := {114, 399, 839, 1095} tii[18,251] := {305, 1003} tii[18,252] := {645, 1102} tii[18,253] := {221, 895} tii[18,254] := {1035, 1185} tii[18,255] := {264, 656, 1055, 1214} tii[18,256] := {1001} tii[18,257] := {889} tii[18,258] := {331, 764, 954, 1176} tii[18,259] := {524} tii[18,260] := {583, 1013, 1138, 1255} tii[18,261] := {553, 785, 1241, 1242} tii[18,262] := {1045, 1190} tii[18,263] := {937, 1117} tii[18,264] := {346, 539, 1145, 1146} tii[18,265] := {698, 915, 1211, 1212} tii[18,266] := {482} tii[18,267] := {196, 850} tii[18,268] := {861} tii[18,269] := {488, 1156} tii[18,270] := {600, 1073} tii[18,271] := {434, 882, 1052, 1231} tii[18,272] := {303, 999} tii[18,273] := {811, 1018} tii[18,274] := {438, 658, 1198, 1199} tii[18,275] := {643} tii[18,276] := {769, 1180} tii[18,277] := {821, 1027, 1251, 1252} tii[18,278] := {695, 920} tii[18,279] := {344, 541, 1141, 1142} tii[18,280] := {675} tii[18,281] := {1042} tii[18,282] := {146, 746} tii[18,283] := {812} tii[18,284] := {204, 862} tii[18,285] := {310, 1006} tii[18,286] := {944} tii[18,287] := {851} tii[18,288] := {278, 970} tii[18,289] := {246, 616, 1049, 1228} tii[18,290] := {1159} tii[18,291] := {391, 1088} tii[18,292] := {201, 856} tii[18,293] := {406, 1101} tii[18,294] := {354, 783, 1137, 1254} tii[18,295] := {1126, 1237} tii[18,296] := {1000} tii[18,297] := {168, 512, 953, 1175} tii[18,298] := {307, 1005} tii[18,299] := {1043, 1189} tii[18,300] := {451, 664, 1209, 1210} tii[18,301] := {276, 969} tii[18,302] := {609, 1219} tii[18,303] := {727} tii[18,304] := {369, 1072} tii[18,305] := {237, 633, 1051, 1232} tii[18,306] := {404, 1100} tii[18,307] := {555, 788, 1243, 1244} tii[18,308] := {517, 1179} tii[18,309] := {890} tii[18,310] := {938, 1118} tii[18,311] := {564, 796, 1249, 1250} tii[18,312] := {449, 668, 1207, 1208} tii[18,313] := {368, 1071} tii[18,314] := {516, 1178} tii[18,315] := {563, 795, 1247, 1248} tii[18,316] := {7} tii[18,317] := {50} tii[18,318] := {8, 22} tii[18,319] := {18, 44} tii[18,320] := {15} tii[18,321] := {170} tii[18,322] := {82} tii[18,323] := {28} tii[18,324] := {453} tii[18,325] := {128} tii[18,326] := {17, 37} tii[18,327] := {178, 286} tii[18,328] := {125} tii[18,329] := {54} tii[18,330] := {32, 71} tii[18,331] := {267, 414} tii[18,332] := {86, 161} tii[18,333] := {29, 60} tii[18,334] := {350} tii[18,335] := {121, 207} tii[18,336] := {177} tii[18,337] := {55, 107} tii[18,338] := {266} tii[18,339] := {191, 314} tii[18,340] := {87, 153} tii[18,341] := {133, 234} tii[18,342] := {365, 932} tii[18,343] := {326} tii[18,344] := {27} tii[18,345] := {181} tii[18,346] := {441, 614, 865, 1091} tii[18,347] := {272, 815} tii[18,348] := {691} tii[18,349] := {127} tii[18,350] := {209} tii[18,351] := {440} tii[18,352] := {47} tii[18,353] := {285, 490} tii[18,354] := {21, 61} tii[18,355] := {749} tii[18,356] := {579, 780, 1011, 1154} tii[18,357] := {236, 411, 702, 909} tii[18,358] := {129, 228} tii[18,359] := {578} tii[18,360] := {88} tii[18,361] := {413, 652} tii[18,362] := {43, 108} tii[18,363] := {456} tii[18,364] := {250} tii[18,365] := {78} tii[18,366] := {374, 603} tii[18,367] := {36, 92} tii[18,368] := {145, 287} tii[18,369] := {339, 712, 745, 990} tii[18,370] := {283} tii[18,371] := {505} tii[18,372] := {858} tii[18,373] := {338} tii[18,374] := {200, 699} tii[18,375] := {187, 298} tii[18,376] := {358} tii[18,377] := {807, 1015} tii[18,378] := {242, 588, 637, 885} tii[18,379] := {522, 772} tii[18,380] := {70, 156} tii[18,381] := {464, 841, 903, 1067} tii[18,382] := {172, 313, 576, 801} tii[18,383] := {132} tii[18,384] := {410} tii[18,385] := {103, 215} tii[18,386] := {226, 416} tii[18,387] := {463} tii[18,388] := {268} tii[18,389] := {571, 794, 958, 959} tii[18,390] := {165, 321} tii[18,391] := {122, 363, 467, 670} tii[18,392] := {249, 587, 618, 880} tii[18,393] := {372} tii[18,394] := {280, 485} tii[18,395] := {59, 136} tii[18,396] := {736} tii[18,397] := {357, 717, 786, 966} tii[18,398] := {152, 297} tii[18,399] := {682, 907} tii[18,400] := {171, 469, 514, 765} tii[18,401] := {408, 646} tii[18,402] := {106, 218} tii[18,403] := {520} tii[18,404] := {233, 423} tii[18,405] := {568, 799} tii[18,406] := {454, 667, 845, 846} tii[18,407] := {126, 362, 420, 661} tii[18,408] := {351, 544, 721, 722} tii[18,409] := {46} tii[18,410] := {548} tii[18,411] := {475, 1040} tii[18,412] := {183} tii[18,413] := {253} tii[18,414] := {77} tii[18,415] := {934} tii[18,416] := {11, 94} tii[18,417] := {684} tii[18,418] := {208} tii[18,419] := {284, 738} tii[18,420] := {429, 649, 942, 1112} tii[18,421] := {131} tii[18,422] := {186, 315} tii[18,423] := {25, 158} tii[18,424] := {829} tii[18,425] := {412, 896} tii[18,426] := {20, 137} tii[18,427] := {443} tii[18,428] := {119} tii[18,429] := {337, 744, 948, 1168} tii[18,430] := {281, 826} tii[18,431] := {282} tii[18,432] := {1074} tii[18,433] := {340} tii[18,434] := {725} tii[18,435] := {373, 853} tii[18,436] := {572} tii[18,437] := {96, 383} tii[18,438] := {504} tii[18,439] := {549, 761, 992, 1174} tii[18,440] := {262, 397} tii[18,441] := {42, 219} tii[18,442] := {243, 415, 703, 922} tii[18,443] := {1033, 1184} tii[18,444] := {465} tii[18,445] := {581} tii[18,446] := {189} tii[18,447] := {240, 636, 838, 1094} tii[18,448] := {521, 1002} tii[18,449] := {462, 902, 1054, 1213} tii[18,450] := {160, 532} tii[18,451] := {409} tii[18,452] := {888} tii[18,453] := {67, 299} tii[18,454] := {112, 424} tii[18,455] := {361} tii[18,456] := {179, 472, 586, 800} tii[18,457] := {935, 1116} tii[18,458] := {569, 793, 1143, 1144} tii[18,459] := {481} tii[18,460] := {860} tii[18,461] := {176, 495, 713, 991} tii[18,462] := {371} tii[18,463] := {134} tii[18,464] := {737} tii[18,465] := {199, 604} tii[18,466] := {479, 967} tii[18,467] := {599} tii[18,468] := {35, 195} tii[18,469] := {433, 635, 881, 1097} tii[18,470] := {325, 759, 951, 1172} tii[18,471] := {102, 396} tii[18,472] := {810, 1017} tii[18,473] := {295, 507} tii[18,474] := {683, 908} tii[18,475] := {642} tii[18,476] := {216} tii[18,477] := {115, 400, 589, 886} tii[18,478] := {306, 773} tii[18,479] := {640, 1098} tii[18,480] := {69, 302} tii[18,481] := {265, 657, 842, 1068} tii[18,482] := {519} tii[18,483] := {768} tii[18,484] := {694, 919} tii[18,485] := {254, 591, 659, 911} tii[18,486] := {421} tii[18,487] := {690, 917, 1203, 1204} tii[18,488] := {164, 537} tii[18,489] := {820, 1026} tii[18,490] := {566, 798} tii[18,491] := {81, 318, 471, 791} tii[18,492] := {347, 540, 960, 961} tii[18,493] := {573, 803} tii[18,494] := {260, 426, 847, 848} tii[18,495] := {58, 273} tii[18,496] := {478} tii[18,497] := {370, 849} tii[18,498] := {238, 634, 837, 1092} tii[18,499] := {105, 401} tii[18,500] := {151, 506} tii[18,501] := {518, 998} tii[18,502] := {639} tii[18,503] := {232, 662} tii[18,504] := {124, 419, 590, 910} tii[18,505] := {565, 797, 1139, 1140} tii[18,506] := {689, 916} tii[18,507] := {349, 546, 962, 963} tii[18,508] := {75} tii[18,509] := {342} tii[18,510] := {256} tii[18,511] := {118} tii[18,512] := {4, 142} tii[18,513] := {261, 417} tii[18,514] := {188} tii[18,515] := {14, 223} tii[18,516] := {561} tii[18,517] := {10, 197} tii[18,518] := {446} tii[18,519] := {174} tii[18,520] := {375, 941} tii[18,521] := {62, 493} tii[18,522] := {700} tii[18,523] := {352, 511} tii[18,524] := {332, 531, 828, 1029} tii[18,525] := {24, 304} tii[18,526] := {584} tii[18,527] := {709} tii[18,528] := {109, 655} tii[18,529] := {263} tii[18,530] := {40, 398} tii[18,531] := {73, 538} tii[18,532] := {252, 593, 711, 921} tii[18,533] := {468} tii[18,534] := {601} tii[18,535] := {728} tii[18,536] := {138, 731} tii[18,537] := {194} tii[18,538] := {19, 274} tii[18,539] := {120, 384, 836, 1090} tii[18,540] := {976} tii[18,541] := {552, 762, 993, 1177} tii[18,542] := {394, 632} tii[18,543] := {66, 508} tii[18,544] := {220, 894} tii[18,545] := {931, 1111} tii[18,546] := {770} tii[18,547] := {301} tii[18,548] := {41, 402} tii[18,549] := {891} tii[18,550] := {190, 533, 957, 1153} tii[18,551] := {76, 300, 716, 996} tii[18,552] := {343, 720, 789, 1022} tii[18,553] := {823, 1028} tii[18,554] := {536} tii[18,555] := {940, 1119} tii[18,556] := {111, 663} tii[18,557] := {258, 425, 1063, 1064} tii[18,558] := {49, 230, 592, 912} tii[18,559] := {185, 323, 964, 965} tii[18,560] := {701, 923} tii[18,561] := {598} tii[18,562] := {34, 367} tii[18,563] := {275, 968} tii[18,564] := {135} tii[18,565] := {167, 509, 952, 1173} tii[18,566] := {68, 515} tii[18,567] := {296, 758} tii[18,568] := {101, 631} tii[18,569] := {767} tii[18,570] := {403, 1099} tii[18,571] := {217} tii[18,572] := {818, 1025} tii[18,573] := {163, 792} tii[18,574] := {79, 317, 719, 1021} tii[18,575] := {448, 666, 1205, 1206} tii[18,576] := {255, 660, 844, 1115} tii[18,577] := {422} tii[18,578] := {574, 804} tii[18,579] := {259, 427, 1065, 1066} tii[18,580] := {57, 477} tii[18,581] := {150, 757} tii[18,582] := {104, 638} tii[18,583] := {231, 913} tii[18,584] := {123, 418, 843, 1114} tii[18,585] := {348, 545, 1150, 1151} tii[18,586] := {2} tii[18,587] := {0, 6} tii[18,588] := {16} tii[18,589] := {84} tii[18,590] := {3, 13} tii[18,591] := {31} tii[18,592] := {53, 113} tii[18,593] := {33, 74} tii[18,594] := {48} tii[18,595] := {248} tii[18,596] := {141, 575} tii[18,597] := {9, 23} tii[18,598] := {130, 214} tii[18,599] := {117, 227, 458, 674} tii[18,600] := {89} tii[18,601] := {356} tii[18,602] := {192} tii[18,603] := {56, 110} tii[18,604] := {80, 271, 360, 542} tii[18,605] := {51, 193, 269, 428} tii[18,606] := {91} tii[18,607] := {480} tii[18,608] := {327, 510, 760, 997} tii[18,609] := {213, 395} tii[18,610] := {12, 39} tii[18,611] := {155} tii[18,612] := {641} tii[18,613] := {182, 470, 535, 790} tii[18,614] := {72, 162} tii[18,615] := {320} tii[18,616] := {692, 918} tii[18,617] := {457, 673} tii[18,618] := {85, 270, 322, 543} tii[18,619] := {90} tii[18,620] := {5, 65} tii[18,621] := {212, 630} tii[18,622] := {154} tii[18,623] := {180, 534, 718, 1020} tii[18,624] := {45, 229} tii[18,625] := {319} tii[18,626] := {455, 672} tii[18,627] := {52, 235, 364, 671} tii[18,628] := {1, 100} tii[18,629] := {26, 316} tii[18,630] := {30, 166, 473, 802} cell#255 , |C| = 300 special orbit = [7, 2, 2, 1, 1, 1, 1, 1, 1] special rep = [[3, 1], [1, 1, 1, 1]] , dim = 210 cell rep = phi[[3, 1],[1, 1, 1, 1]]+phi[[],[4, 2, 1, 1]] TII depth = 3 TII multiplicity polynomial = 120*X+90*X^2 TII subcells: tii[30,1] := {265} tii[30,2] := {254} tii[30,3] := {205} tii[30,4] := {281} tii[30,5] := {221} tii[30,6] := {291} tii[30,7] := {162} tii[30,8] := {282} tii[30,9] := {293, 294} tii[30,10] := {251} tii[30,11] := {120} tii[30,12] := {237} tii[30,13] := {256, 257} tii[30,14] := {160} tii[30,15] := {192, 193} tii[30,16] := {289} tii[30,17] := {178} tii[30,18] := {297} tii[30,19] := {119} tii[30,20] := {290} tii[30,21] := {298, 299} tii[30,22] := {285} tii[30,23] := {218} tii[30,24] := {79} tii[30,25] := {200} tii[30,26] := {273} tii[30,27] := {226, 227} tii[30,28] := {287, 288} tii[30,29] := {253} tii[30,30] := {115} tii[30,31] := {145, 146} tii[30,32] := {271, 272} tii[30,33] := {249, 286} tii[30,34] := {242} tii[30,35] := {45} tii[30,36] := {217} tii[30,37] := {245, 246} tii[30,38] := {177} tii[30,39] := {74} tii[30,40] := {99, 100} tii[30,41] := {212, 213} tii[30,42] := {172, 243} tii[30,43] := {92} tii[30,44] := {127, 128} tii[30,45] := {88, 167} tii[30,46] := {283} tii[30,47] := {133} tii[30,48] := {292} tii[30,49] := {78} tii[30,50] := {284} tii[30,51] := {295, 296} tii[30,52] := {175} tii[30,53] := {274} tii[30,54] := {44} tii[30,55] := {156} tii[30,56] := {264} tii[30,57] := {184, 185} tii[30,58] := {277, 278} tii[30,59] := {73} tii[30,60] := {239} tii[30,61] := {97, 98} tii[30,62] := {260, 261} tii[30,63] := {234, 276} tii[30,64] := {252} tii[30,65] := {207} tii[30,66] := {21} tii[30,67] := {238} tii[30,68] := {174} tii[30,69] := {258, 259} tii[30,70] := {210, 211} tii[30,71] := {132} tii[30,72] := {202} tii[30,73] := {40} tii[30,74] := {60, 61} tii[30,75] := {168, 169} tii[30,76] := {230, 231} tii[30,77] := {129, 208} tii[30,78] := {197, 255} tii[30,79] := {161} tii[30,80] := {56} tii[30,81] := {194, 195} tii[30,82] := {85, 86} tii[30,83] := {52, 124} tii[30,84] := {151, 225} tii[30,85] := {112, 206} tii[30,86] := {176} tii[30,87] := {8} tii[30,88] := {157} tii[30,89] := {186, 187} tii[30,90] := {17} tii[30,91] := {113} tii[30,92] := {30, 31} tii[30,93] := {141, 142} tii[30,94] := {106, 181} tii[30,95] := {75} tii[30,96] := {28} tii[30,97] := {101, 102} tii[30,98] := {50, 51} tii[30,99] := {25, 84} tii[30,100] := {65, 139} tii[30,101] := {37, 121} tii[30,102] := {18} tii[30,103] := {32, 33} tii[30,104] := {12, 59} tii[30,105] := {4, 46} tii[30,106] := {39} tii[30,107] := {240} tii[30,108] := {72} tii[30,109] := {204} tii[30,110] := {117} tii[30,111] := {164} tii[30,112] := {90} tii[30,113] := {275} tii[30,114] := {135} tii[30,115] := {222} tii[30,116] := {266} tii[30,117] := {196} tii[30,118] := {279, 280} tii[30,119] := {118} tii[30,120] := {241} tii[30,121] := {165} tii[30,122] := {262, 263} tii[30,123] := {235, 236} tii[30,124] := {55} tii[30,125] := {267} tii[30,126] := {180} tii[30,127] := {93} tii[30,128] := {250} tii[30,129] := {149} tii[30,130] := {269, 270} tii[30,131] := {77} tii[30,132] := {220} tii[30,133] := {203} tii[30,134] := {123} tii[30,135] := {232, 233} tii[30,136] := {247, 248} tii[30,137] := {198, 199} tii[30,138] := {216, 268} tii[30,139] := {43} tii[30,140] := {179} tii[30,141] := {83} tii[30,142] := {214, 215} tii[30,143] := {154, 155} tii[30,144] := {173, 244} tii[30,145] := {131, 224} tii[30,146] := {27} tii[30,147] := {219} tii[30,148] := {136} tii[30,149] := {57} tii[30,150] := {201} tii[30,151] := {105} tii[30,152] := {228, 229} tii[30,153] := {42} tii[30,154] := {158} tii[30,155] := {159} tii[30,156] := {82} tii[30,157] := {190, 191} tii[30,158] := {188, 189} tii[30,159] := {150, 223} tii[30,160] := {152, 153} tii[30,161] := {116} tii[30,162] := {134} tii[30,163] := {20} tii[30,164] := {147, 148} tii[30,165] := {170, 171} tii[30,166] := {49} tii[30,167] := {107, 183} tii[30,168] := {110, 111} tii[30,169] := {130, 209} tii[30,170] := {71, 163} tii[30,171] := {89, 182} tii[30,172] := {7} tii[30,173] := {76} tii[30,174] := {103, 104} tii[30,175] := {24} tii[30,176] := {66, 140} tii[30,177] := {69, 70} tii[30,178] := {38, 122} tii[30,179] := {54, 138} tii[30,180] := {16, 81} tii[30,181] := {11} tii[30,182] := {94} tii[30,183] := {29} tii[30,184] := {64} tii[30,185] := {19} tii[30,186] := {114} tii[30,187] := {48} tii[30,188] := {143, 144} tii[30,189] := {108, 109} tii[30,190] := {6} tii[30,191] := {91} tii[30,192] := {23} tii[30,193] := {125, 126} tii[30,194] := {67, 68} tii[30,195] := {87, 166} tii[30,196] := {53, 137} tii[30,197] := {2} tii[30,198] := {41} tii[30,199] := {62, 63} tii[30,200] := {9} tii[30,201] := {34, 96} tii[30,202] := {35, 36} tii[30,203] := {26, 95} tii[30,204] := {15, 80} tii[30,205] := {5, 47} tii[30,206] := {0} tii[30,207] := {3} tii[30,208] := {13, 14} tii[30,209] := {10, 58} tii[30,210] := {1, 22} cell#256 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {786} tii[17,2] := {421, 1075} tii[17,3] := {944, 945} tii[17,4] := {895} tii[17,5] := {678} tii[17,6] := {337, 1137} tii[17,7] := {734, 735, 1085, 1086} tii[17,8] := {831, 832, 1153, 1154} tii[17,9] := {988} tii[17,10] := {457, 1186} tii[17,11] := {891} tii[17,12] := {546, 547, 1108, 1109} tii[17,13] := {964, 965} tii[17,14] := {652, 653, 1174, 1175} tii[17,15] := {577, 1222} tii[17,16] := {691, 692, 1242, 1243} tii[17,17] := {841, 1032} tii[17,18] := {785} tii[17,19] := {233, 1074} tii[17,20] := {548} tii[17,21] := {610, 849, 1008, 1147} tii[17,22] := {715, 936, 1095, 1200} tii[17,23] := {728, 1103} tii[17,24] := {893} tii[17,25] := {420} tii[17,26] := {612, 1030} tii[17,27] := {336, 1136} tii[17,28] := {781} tii[17,29] := {417, 418, 1038, 1039} tii[17,30] := {486, 794, 917, 1194} tii[17,31] := {495, 719, 1089, 1090} tii[17,32] := {861, 862} tii[17,33] := {520, 521, 1118, 1119} tii[17,34] := {597, 882, 1024, 1235} tii[17,35] := {540} tii[17,36] := {361, 848, 898, 1227} tii[17,37] := {454, 1184} tii[17,38] := {259, 755, 974, 1192} tii[17,39] := {637, 638} tii[17,40] := {564, 565, 1212, 1213} tii[17,41] := {472, 973, 980, 1254} tii[17,42] := {397, 1045, 1065, 1258} tii[17,43] := {943} tii[17,44] := {232, 1165} tii[17,45] := {839} tii[17,46] := {300, 544, 1083, 1084} tii[17,47] := {922, 923} tii[17,48] := {390, 646, 1151, 1152} tii[17,49] := {729} tii[17,50] := {203, 668, 1009, 1145} tii[17,51] := {332, 1205} tii[17,52] := {132, 761, 927, 1081} tii[17,53] := {434, 435, 1230, 1231} tii[17,54] := {825, 826} tii[17,55] := {287, 760, 1096, 1198} tii[17,56] := {716, 920} tii[17,57] := {224, 856, 1157, 1228} tii[17,58] := {411, 1237} tii[17,59] := {510, 511, 1252, 1253} tii[17,60] := {391, 621, 1236, 1259} tii[17,61] := {665} tii[17,62] := {727, 990} tii[17,63] := {149, 997} tii[17,64] := {419} tii[17,65] := {483, 795, 915, 1111} tii[17,66] := {591, 884, 1022, 1177} tii[17,67] := {604, 1068} tii[17,68] := {783} tii[17,69] := {231, 1072} tii[17,70] := {301} tii[17,71] := {484, 987} tii[17,72] := {662} tii[17,73] := {298, 299, 950, 951} tii[17,74] := {359, 699, 813, 1164} tii[17,75] := {748, 749} tii[17,76] := {368, 593, 1047, 1048} tii[17,77] := {387, 388, 1054, 1055} tii[17,78] := {468, 810, 932, 1218} tii[17,79] := {407} tii[17,80] := {331, 1133} tii[17,81] := {252, 731, 812, 1207} tii[17,82] := {168, 628, 911, 1160} tii[17,83] := {432, 433, 1168, 1169} tii[17,84] := {502, 503} tii[17,85] := {348, 879, 910, 1246} tii[17,86] := {278, 982, 998, 1255} tii[17,87] := {478, 989} tii[17,88] := {840} tii[17,89] := {200} tii[17,90] := {148, 1113} tii[17,91] := {358, 892} tii[17,92] := {251, 579, 701, 1110} tii[17,93] := {726} tii[17,94] := {199, 416, 1006, 1007} tii[17,95] := {256, 466, 966, 967} tii[17,96] := {346, 696, 829, 1176} tii[17,97] := {819, 820} tii[17,98] := {274, 515, 1093, 1094} tii[17,99] := {253, 789} tii[17,100] := {606} tii[17,101] := {127, 539, 916, 1082} tii[17,102] := {290} tii[17,103] := {163, 608, 698, 1163} tii[17,104] := {228, 1161} tii[17,105] := {77, 636, 822, 1005} tii[17,106] := {105, 498, 807, 1105} tii[17,107] := {376, 377} tii[17,108] := {169, 350, 875, 876} tii[17,109] := {314, 315, 1196, 1197} tii[17,110] := {709, 710} tii[17,111] := {186, 635, 1023, 1150} tii[17,112] := {243, 768, 806, 1217} tii[17,113] := {109, 279, 770, 962} tii[17,114] := {592, 817} tii[17,115] := {139, 741, 1099, 1195} tii[17,116] := {181, 888, 909, 1239} tii[17,117] := {101, 578, 702, 1135} tii[17,118] := {357} tii[17,119] := {292, 1206} tii[17,120] := {60, 586, 694, 1069} tii[17,121] := {464, 465} tii[17,122] := {157, 693, 830, 1191} tii[17,123] := {380, 381, 1232, 1233} tii[17,124] := {33, 467, 573, 996} tii[17,125] := {347, 584} tii[17,126] := {275, 492, 1201, 1251} tii[17,127] := {113, 803, 940, 1224} tii[17,128] := {158, 700, 1029, 1247} tii[17,129] := {784} tii[17,130] := {92, 1073} tii[17,131] := {663} tii[17,132] := {125, 335, 952, 953} tii[17,133] := {750, 751} tii[17,134] := {176, 445, 1056, 1057} tii[17,135] := {144, 1134} tii[17,136] := {538} tii[17,137] := {74, 453, 845, 1037} tii[17,138] := {43, 563, 752, 947} tii[17,139] := {210, 211, 1170, 1171} tii[17,140] := {633, 634} tii[17,141] := {116, 562, 977, 1117} tii[17,142] := {514, 740} tii[17,143] := {83, 681, 1062, 1167} tii[17,144] := {409} tii[17,145] := {42, 333, 733, 994} tii[17,146] := {194, 1185} tii[17,147] := {506, 507} tii[17,148] := {20, 437, 630, 896} tii[17,149] := {69, 436, 881, 1079} tii[17,150] := {266, 267, 1214, 1215} tii[17,151] := {11, 322, 519, 797} tii[17,152] := {177, 366, 1178, 1241} tii[17,153] := {386, 619} tii[17,154] := {47, 556, 984, 1138} tii[17,155] := {282, 552} tii[17,156] := {70, 458, 1066, 1188} tii[17,157] := {145, 1223} tii[17,158] := {212, 213, 1244, 1245} tii[17,159] := {136, 308, 1219, 1257} tii[17,160] := {85, 234, 1183, 1248} tii[17,161] := {405} tii[17,162] := {550} tii[17,163] := {195, 673} tii[17,164] := {321, 809} tii[17,165] := {536} tii[17,166] := {842, 843} tii[17,167] := {676} tii[17,168] := {414} tii[17,169] := {549} tii[17,170] := {122, 793} tii[17,171] := {613, 614, 1010, 1011} tii[17,172] := {737, 738} tii[17,173] := {569} tii[17,174] := {216, 914} tii[17,175] := {721, 722, 1097, 1098} tii[17,176] := {626, 627, 836, 837} tii[17,177] := {198, 903} tii[17,178] := {487, 488, 956, 957} tii[17,179] := {669} tii[17,180] := {320, 1002} tii[17,181] := {373, 374, 871, 872} tii[17,182] := {762, 763} tii[17,183] := {599, 600, 1060, 1061} tii[17,184] := {528, 529, 1129, 1130} tii[17,185] := {664} tii[17,186] := {605, 1031} tii[17,187] := {850, 851} tii[17,188] := {796} tii[17,189] := {543} tii[17,190] := {302} tii[17,191] := {88, 905} tii[17,192] := {485, 942} tii[17,193] := {360, 674, 815, 1146} tii[17,194] := {746, 747, 938, 939} tii[17,195] := {695} tii[17,196] := {154, 1004} tii[17,197] := {369, 595, 1014, 1015} tii[17,198] := {470, 771, 934, 1199} tii[17,199] := {788} tii[17,200] := {415} tii[17,201] := {147, 993} tii[17,202] := {422, 423, 1041, 1042} tii[17,203] := {254, 732, 790, 1193} tii[17,204] := {408} tii[17,205] := {363, 844} tii[17,206] := {623, 624, 1018, 1019} tii[17,207] := {873, 874} tii[17,208] := {238, 1078} tii[17,209] := {170, 629, 878, 1144} tii[17,210] := {570} tii[17,211] := {312, 313, 971, 972} tii[17,212] := {531, 532, 1121, 1122} tii[17,213] := {504, 505} tii[17,214] := {352, 877, 880, 1234} tii[17,215] := {261, 476, 930, 931} tii[17,216] := {777, 778} tii[17,217] := {450, 451, 1181, 1182} tii[17,218] := {280, 963, 983, 1249} tii[17,219] := {174, 399, 833, 1013} tii[17,220] := {230, 1070} tii[17,221] := {164, 670, 816, 1162} tii[17,222] := {480} tii[17,223] := {430, 431, 1049, 1050} tii[17,224] := {341, 1142} tii[17,225] := {106, 708, 765, 1104} tii[17,226] := {245, 764, 935, 1216} tii[17,227] := {589, 590} tii[17,228] := {574, 575, 1220, 1221} tii[17,229] := {471, 704} tii[17,230] := {182, 858, 1028, 1238} tii[17,231] := {64, 596, 654, 1043} tii[17,232] := {246, 801, 1102, 1256} tii[17,233] := {535} tii[17,234] := {356, 894} tii[17,235] := {675} tii[17,236] := {736, 958} tii[17,237] := {126} tii[17,238] := {413} tii[17,239] := {49, 792} tii[17,240] := {250, 782} tii[17,241] := {161, 456, 582, 1040} tii[17,242] := {568} tii[17,243] := {625, 834, 860, 1026} tii[17,244] := {95, 913} tii[17,245] := {166, 344, 863, 864} tii[17,246] := {239, 571, 713, 1120} tii[17,247] := {91, 902} tii[17,248] := {162, 667} tii[17,249] := {489, 948} tii[17,250] := {295} tii[17,251] := {303, 304, 954, 955} tii[17,252] := {192} tii[17,253] := {100, 481, 576, 1107} tii[17,254] := {666} tii[17,255] := {493, 745, 926, 1092} tii[17,256] := {153, 1001} tii[17,257] := {375, 602, 1020, 1021} tii[17,258] := {756, 757} tii[17,259] := {59, 371, 690, 1034} tii[17,260] := {262, 263} tii[17,261] := {104, 241, 758, 759} tii[17,262] := {441} tii[17,263] := {208, 209, 869, 870} tii[17,264] := {400, 401, 1058, 1059} tii[17,265] := {155, 643, 689, 1173} tii[17,266] := {62, 180, 645, 855} tii[17,267] := {270, 530, 937, 1088} tii[17,268] := {112, 779, 800, 1209} tii[17,269] := {656, 657} tii[17,270] := {328, 329, 1127, 1128} tii[17,271] := {57, 455, 583, 1071} tii[17,272] := {607} tii[17,273] := {249} tii[17,274] := {197} tii[17,275] := {128, 541, 918, 1106} tii[17,276] := {102, 542} tii[17,277] := {146, 992} tii[17,278] := {30, 463, 567, 991} tii[17,279] := {96, 566, 714, 1143} tii[17,280] := {370, 685, 823, 1149} tii[17,281] := {310, 311, 968, 969} tii[17,282] := {711, 712} tii[17,283] := {78, 640, 824, 1033} tii[17,284] := {342, 343} tii[17,285] := {319} tii[17,286] := {237, 1077} tii[17,287] := {188, 639, 1025, 1172} tii[17,288] := {61, 159, 641, 642} tii[17,289] := {598, 818} tii[17,290] := {15, 345, 447, 907} tii[17,291] := {172, 651, 883, 1148} tii[17,292] := {240, 461} tii[17,293] := {66, 684, 838, 1187} tii[17,294] := {526, 527} tii[17,295] := {448, 449, 1179, 1180} tii[17,296] := {140, 743, 1100, 1208} tii[17,297] := {34, 114, 523, 744} tii[17,298] := {46, 522, 720, 959} tii[17,299] := {97, 580, 941, 1225} tii[17,300] := {473, 742} tii[17,301] := {18, 160, 403, 683} tii[17,302] := {189, 682, 1159, 1240} tii[17,303] := {29, 334, 482, 995} tii[17,304] := {193} tii[17,305] := {90, 1035} tii[17,306] := {207, 429, 1016, 1017} tii[17,307] := {152, 1115} tii[17,308] := {14, 372, 439, 897} tii[17,309] := {55, 438, 644, 1080} tii[17,310] := {264, 265} tii[17,311] := {7, 272, 323, 798} tii[17,312] := {82, 647, 835, 1012} tii[17,313] := {35, 558, 780, 1139} tii[17,314] := {175, 365} tii[17,315] := {326, 327, 1202, 1203} tii[17,316] := {115, 305} tii[17,317] := {56, 459, 890, 1189} tii[17,318] := {288, 554, 1204, 1250} tii[17,319] := {3, 184, 226, 680} tii[17,320] := {38, 339, 986, 1141} tii[17,321] := {406} tii[17,322] := {545} tii[17,323] := {611, 906} tii[17,324] := {294} tii[17,325] := {26, 672} tii[17,326] := {440} tii[17,327] := {494, 717, 804, 981} tii[17,328] := {53, 808} tii[17,329] := {51, 791} tii[17,330] := {196} tii[17,331] := {201, 202, 846, 847} tii[17,332] := {537} tii[17,333] := {362, 899} tii[17,334] := {367, 686, 821, 1052} tii[17,335] := {94, 912} tii[17,336] := {631, 632} tii[17,337] := {318} tii[17,338] := {130, 131, 753, 754} tii[17,339] := {283, 284, 978, 979} tii[17,340] := {260, 474, 975, 976} tii[17,341] := {524, 525} tii[17,342] := {173, 398, 885, 1046} tii[17,343] := {222, 223, 1063, 1064} tii[17,344] := {165, 671} tii[17,345] := {89, 900} tii[17,346] := {123} tii[17,347] := {479} tii[17,348] := {75, 410, 814, 1036} tii[17,349] := {205, 206, 865, 866} tii[17,350] := {257, 581, 705, 1114} tii[17,351] := {151, 999} tii[17,352] := {107, 247, 766, 767} tii[17,353] := {44, 509, 706, 946} tii[17,354] := {214} tii[17,355] := {587, 588} tii[17,356] := {118, 508, 933, 1116} tii[17,357] := {108, 517, 811, 1112} tii[17,358] := {324, 325, 1123, 1124} tii[17,359] := {65, 183, 655, 859} tii[17,360] := {469, 703} tii[17,361] := {393, 394} tii[17,362] := {84, 620, 1027, 1166} tii[17,363] := {22, 389, 594, 852} tii[17,364] := {37, 248, 534, 802} tii[17,365] := {349, 617} tii[17,366] := {119, 553, 1101, 1210} tii[17,367] := {291} tii[17,368] := {73} tii[17,369] := {19, 229, 609, 904} tii[17,370] := {50, 949} tii[17,371] := {167, 460, 585, 1051} tii[17,372] := {378, 379} tii[17,373] := {129, 309, 924, 925} tii[17,374] := {133} tii[17,375] := {93, 1053} tii[17,376] := {10, 317, 499, 787} tii[17,377] := {39, 316, 769, 1003} tii[17,378] := {273, 491} tii[17,379] := {5, 219, 385, 677} tii[17,380] := {63, 384, 697, 1044} tii[17,381] := {276, 277} tii[17,382] := {45, 516, 718, 919} tii[17,383] := {23, 428, 889, 1076} tii[17,384] := {220, 221, 1155, 1156} tii[17,385] := {185, 424} tii[17,386] := {17, 351, 452, 908} tii[17,387] := {244, 490} tii[17,388] := {187, 425, 1158, 1229} tii[17,389] := {40, 338, 985, 1140} tii[17,390] := {2, 141, 286, 551} tii[17,391] := {121, 307} tii[17,392] := {25, 235, 1067, 1190} tii[17,393] := {27, 901} tii[17,394] := {76, 236, 867, 868} tii[17,395] := {52, 1000} tii[17,396] := {137, 138, 1125, 1126} tii[17,397] := {21, 446, 648, 853} tii[17,398] := {6, 225, 404, 679} tii[17,399] := {117, 306, 1131, 1211} tii[17,400] := {48, 150, 1132, 1226} tii[17,401] := {293} tii[17,402] := {227, 444} tii[17,403] := {297} tii[17,404] := {615, 616} tii[17,405] := {143, 561} tii[17,406] := {443} tii[17,407] := {500, 501, 724, 725} tii[17,408] := {382, 383, 660, 661} tii[17,409] := {296} tii[17,410] := {255, 730} tii[17,411] := {87, 688} tii[17,412] := {496, 497, 928, 929} tii[17,413] := {442} tii[17,414] := {171, 354, 827, 828} tii[17,415] := {268, 269, 775, 776} tii[17,416] := {658, 659} tii[17,417] := {111, 281, 723, 921} tii[17,418] := {68, 355, 601, 857} tii[17,419] := {124} tii[17,420] := {58, 412} tii[17,421] := {54, 805} tii[17,422] := {258, 559, 707, 1091} tii[17,423] := {31, 98, 512, 513} tii[17,424] := {215} tii[17,425] := {110, 518, 772, 1087} tii[17,426] := {217, 218, 886, 887} tii[17,427] := {16, 67, 392, 622} tii[17,428] := {395, 396} tii[17,429] := {9, 99, 289, 555} tii[17,430] := {36, 477, 533, 961} tii[17,431] := {353, 618} tii[17,432] := {4, 72, 191, 427} tii[17,433] := {41} tii[17,434] := {28, 687} tii[17,435] := {103, 340, 462, 970} tii[17,436] := {79} tii[17,437] := {32, 271, 572, 960} tii[17,438] := {134, 135, 773, 774} tii[17,439] := {178, 179} tii[17,440] := {8, 242, 330, 799} tii[17,441] := {156, 364} tii[17,442] := {24, 402, 603, 854} tii[17,443] := {1, 120, 142, 557} tii[17,444] := {71, 204} tii[17,445] := {13, 560} tii[17,446] := {80, 81, 649, 650} tii[17,447] := {12, 285, 475, 739} tii[17,448] := {0, 86, 190, 426} cell#257 , |C| = 300 special orbit = [7, 2, 2, 1, 1, 1, 1, 1, 1] special rep = [[3, 1], [1, 1, 1, 1]] , dim = 210 cell rep = phi[[3, 1],[1, 1, 1, 1]]+phi[[],[4, 2, 1, 1]] TII depth = 3 TII multiplicity polynomial = 120*X+90*X^2 TII subcells: tii[30,1] := {265} tii[30,2] := {254} tii[30,3] := {205} tii[30,4] := {281} tii[30,5] := {221} tii[30,6] := {291} tii[30,7] := {162} tii[30,8] := {282} tii[30,9] := {293, 294} tii[30,10] := {251} tii[30,11] := {120} tii[30,12] := {237} tii[30,13] := {256, 257} tii[30,14] := {160} tii[30,15] := {192, 193} tii[30,16] := {289} tii[30,17] := {178} tii[30,18] := {297} tii[30,19] := {119} tii[30,20] := {290} tii[30,21] := {298, 299} tii[30,22] := {285} tii[30,23] := {218} tii[30,24] := {79} tii[30,25] := {200} tii[30,26] := {273} tii[30,27] := {226, 227} tii[30,28] := {287, 288} tii[30,29] := {253} tii[30,30] := {115} tii[30,31] := {145, 146} tii[30,32] := {271, 272} tii[30,33] := {249, 286} tii[30,34] := {242} tii[30,35] := {45} tii[30,36] := {217} tii[30,37] := {245, 246} tii[30,38] := {177} tii[30,39] := {74} tii[30,40] := {99, 100} tii[30,41] := {212, 213} tii[30,42] := {172, 243} tii[30,43] := {92} tii[30,44] := {127, 128} tii[30,45] := {88, 167} tii[30,46] := {283} tii[30,47] := {133} tii[30,48] := {292} tii[30,49] := {78} tii[30,50] := {284} tii[30,51] := {295, 296} tii[30,52] := {175} tii[30,53] := {274} tii[30,54] := {44} tii[30,55] := {156} tii[30,56] := {264} tii[30,57] := {184, 185} tii[30,58] := {277, 278} tii[30,59] := {73} tii[30,60] := {239} tii[30,61] := {97, 98} tii[30,62] := {260, 261} tii[30,63] := {234, 276} tii[30,64] := {252} tii[30,65] := {207} tii[30,66] := {21} tii[30,67] := {238} tii[30,68] := {174} tii[30,69] := {258, 259} tii[30,70] := {210, 211} tii[30,71] := {132} tii[30,72] := {202} tii[30,73] := {40} tii[30,74] := {60, 61} tii[30,75] := {168, 169} tii[30,76] := {230, 231} tii[30,77] := {129, 208} tii[30,78] := {197, 255} tii[30,79] := {161} tii[30,80] := {56} tii[30,81] := {194, 195} tii[30,82] := {85, 86} tii[30,83] := {52, 124} tii[30,84] := {151, 225} tii[30,85] := {112, 206} tii[30,86] := {176} tii[30,87] := {8} tii[30,88] := {157} tii[30,89] := {186, 187} tii[30,90] := {17} tii[30,91] := {113} tii[30,92] := {30, 31} tii[30,93] := {141, 142} tii[30,94] := {106, 181} tii[30,95] := {75} tii[30,96] := {28} tii[30,97] := {101, 102} tii[30,98] := {50, 51} tii[30,99] := {25, 84} tii[30,100] := {65, 139} tii[30,101] := {37, 121} tii[30,102] := {18} tii[30,103] := {32, 33} tii[30,104] := {12, 59} tii[30,105] := {4, 46} tii[30,106] := {39} tii[30,107] := {240} tii[30,108] := {72} tii[30,109] := {204} tii[30,110] := {117} tii[30,111] := {164} tii[30,112] := {90} tii[30,113] := {275} tii[30,114] := {135} tii[30,115] := {222} tii[30,116] := {266} tii[30,117] := {196} tii[30,118] := {279, 280} tii[30,119] := {118} tii[30,120] := {241} tii[30,121] := {165} tii[30,122] := {262, 263} tii[30,123] := {235, 236} tii[30,124] := {55} tii[30,125] := {267} tii[30,126] := {180} tii[30,127] := {93} tii[30,128] := {250} tii[30,129] := {149} tii[30,130] := {269, 270} tii[30,131] := {77} tii[30,132] := {220} tii[30,133] := {203} tii[30,134] := {123} tii[30,135] := {232, 233} tii[30,136] := {247, 248} tii[30,137] := {198, 199} tii[30,138] := {216, 268} tii[30,139] := {43} tii[30,140] := {179} tii[30,141] := {83} tii[30,142] := {214, 215} tii[30,143] := {154, 155} tii[30,144] := {173, 244} tii[30,145] := {131, 224} tii[30,146] := {27} tii[30,147] := {219} tii[30,148] := {136} tii[30,149] := {57} tii[30,150] := {201} tii[30,151] := {105} tii[30,152] := {228, 229} tii[30,153] := {42} tii[30,154] := {158} tii[30,155] := {159} tii[30,156] := {82} tii[30,157] := {190, 191} tii[30,158] := {188, 189} tii[30,159] := {150, 223} tii[30,160] := {152, 153} tii[30,161] := {116} tii[30,162] := {134} tii[30,163] := {20} tii[30,164] := {147, 148} tii[30,165] := {170, 171} tii[30,166] := {49} tii[30,167] := {107, 183} tii[30,168] := {110, 111} tii[30,169] := {130, 209} tii[30,170] := {71, 163} tii[30,171] := {89, 182} tii[30,172] := {7} tii[30,173] := {76} tii[30,174] := {103, 104} tii[30,175] := {24} tii[30,176] := {66, 140} tii[30,177] := {69, 70} tii[30,178] := {38, 122} tii[30,179] := {54, 138} tii[30,180] := {16, 81} tii[30,181] := {11} tii[30,182] := {94} tii[30,183] := {29} tii[30,184] := {64} tii[30,185] := {19} tii[30,186] := {114} tii[30,187] := {48} tii[30,188] := {143, 144} tii[30,189] := {108, 109} tii[30,190] := {6} tii[30,191] := {91} tii[30,192] := {23} tii[30,193] := {125, 126} tii[30,194] := {67, 68} tii[30,195] := {87, 166} tii[30,196] := {53, 137} tii[30,197] := {2} tii[30,198] := {41} tii[30,199] := {62, 63} tii[30,200] := {9} tii[30,201] := {34, 96} tii[30,202] := {35, 36} tii[30,203] := {26, 95} tii[30,204] := {15, 80} tii[30,205] := {5, 47} tii[30,206] := {0} tii[30,207] := {3} tii[30,208] := {13, 14} tii[30,209] := {10, 58} tii[30,210] := {1, 22} cell#258 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {786} tii[17,2] := {421, 1075} tii[17,3] := {944, 945} tii[17,4] := {895} tii[17,5] := {678} tii[17,6] := {337, 1137} tii[17,7] := {734, 735, 1085, 1086} tii[17,8] := {832, 833, 1153, 1154} tii[17,9] := {988} tii[17,10] := {457, 1186} tii[17,11] := {891} tii[17,12] := {546, 547, 1108, 1109} tii[17,13] := {964, 965} tii[17,14] := {653, 654, 1174, 1175} tii[17,15] := {577, 1222} tii[17,16] := {691, 692, 1242, 1243} tii[17,17] := {841, 1032} tii[17,18] := {785} tii[17,19] := {233, 1074} tii[17,20] := {548} tii[17,21] := {610, 849, 1009, 1147} tii[17,22] := {716, 937, 1096, 1200} tii[17,23] := {728, 1103} tii[17,24] := {893} tii[17,25] := {420} tii[17,26] := {612, 1030} tii[17,27] := {336, 1136} tii[17,28] := {781} tii[17,29] := {417, 418, 1038, 1039} tii[17,30] := {486, 794, 918, 1194} tii[17,31] := {495, 720, 1089, 1090} tii[17,32] := {861, 862} tii[17,33] := {521, 522, 1118, 1119} tii[17,34] := {598, 883, 1025, 1235} tii[17,35] := {540} tii[17,36] := {361, 848, 898, 1227} tii[17,37] := {454, 1184} tii[17,38] := {259, 755, 973, 1192} tii[17,39] := {637, 638} tii[17,40] := {564, 565, 1212, 1213} tii[17,41] := {473, 974, 980, 1254} tii[17,42] := {397, 1045, 1065, 1258} tii[17,43] := {943} tii[17,44] := {232, 1165} tii[17,45] := {839} tii[17,46] := {300, 544, 1083, 1084} tii[17,47] := {922, 923} tii[17,48] := {391, 647, 1151, 1152} tii[17,49] := {729} tii[17,50] := {203, 668, 1008, 1145} tii[17,51] := {332, 1205} tii[17,52] := {132, 760, 926, 1081} tii[17,53] := {434, 435, 1230, 1231} tii[17,54] := {825, 826} tii[17,55] := {288, 761, 1095, 1198} tii[17,56] := {715, 920} tii[17,57] := {224, 856, 1157, 1228} tii[17,58] := {411, 1237} tii[17,59] := {510, 511, 1252, 1253} tii[17,60] := {390, 621, 1236, 1259} tii[17,61] := {665} tii[17,62] := {727, 990} tii[17,63] := {149, 997} tii[17,64] := {419} tii[17,65] := {483, 795, 916, 1111} tii[17,66] := {592, 885, 1023, 1177} tii[17,67] := {604, 1068} tii[17,68] := {783} tii[17,69] := {231, 1072} tii[17,70] := {301} tii[17,71] := {484, 987} tii[17,72] := {662} tii[17,73] := {298, 299, 950, 951} tii[17,74] := {359, 699, 814, 1164} tii[17,75] := {748, 749} tii[17,76] := {368, 594, 1047, 1048} tii[17,77] := {388, 389, 1054, 1055} tii[17,78] := {469, 811, 933, 1218} tii[17,79] := {407} tii[17,80] := {331, 1133} tii[17,81] := {252, 731, 812, 1207} tii[17,82] := {168, 628, 910, 1160} tii[17,83] := {432, 433, 1168, 1169} tii[17,84] := {502, 503} tii[17,85] := {349, 879, 911, 1246} tii[17,86] := {278, 982, 998, 1255} tii[17,87] := {478, 989} tii[17,88] := {840} tii[17,89] := {200} tii[17,90] := {148, 1113} tii[17,91] := {358, 892} tii[17,92] := {251, 579, 702, 1110} tii[17,93] := {726} tii[17,94] := {199, 416, 1006, 1007} tii[17,95] := {256, 467, 966, 967} tii[17,96] := {347, 697, 830, 1176} tii[17,97] := {819, 820} tii[17,98] := {275, 516, 1093, 1094} tii[17,99] := {253, 789} tii[17,100] := {606} tii[17,101] := {127, 539, 915, 1082} tii[17,102] := {290} tii[17,103] := {163, 608, 698, 1163} tii[17,104] := {228, 1161} tii[17,105] := {77, 635, 821, 1005} tii[17,106] := {105, 498, 806, 1105} tii[17,107] := {376, 377} tii[17,108] := {169, 351, 875, 876} tii[17,109] := {314, 315, 1196, 1197} tii[17,110] := {709, 710} tii[17,111] := {187, 636, 1022, 1150} tii[17,112] := {244, 768, 807, 1217} tii[17,113] := {109, 279, 770, 962} tii[17,114] := {591, 817} tii[17,115] := {139, 741, 1099, 1195} tii[17,116] := {181, 888, 909, 1239} tii[17,117] := {101, 578, 701, 1135} tii[17,118] := {357} tii[17,119] := {292, 1206} tii[17,120] := {60, 585, 693, 1069} tii[17,121] := {464, 465} tii[17,122] := {158, 694, 829, 1191} tii[17,123] := {380, 381, 1232, 1233} tii[17,124] := {33, 466, 573, 996} tii[17,125] := {346, 584} tii[17,126] := {274, 492, 1201, 1251} tii[17,127] := {113, 803, 940, 1224} tii[17,128] := {157, 700, 1029, 1247} tii[17,129] := {784} tii[17,130] := {92, 1073} tii[17,131] := {663} tii[17,132] := {125, 335, 952, 953} tii[17,133] := {750, 751} tii[17,134] := {177, 446, 1056, 1057} tii[17,135] := {144, 1134} tii[17,136] := {538} tii[17,137] := {74, 453, 845, 1037} tii[17,138] := {43, 562, 752, 947} tii[17,139] := {210, 211, 1170, 1171} tii[17,140] := {633, 634} tii[17,141] := {117, 563, 977, 1117} tii[17,142] := {514, 740} tii[17,143] := {83, 681, 1062, 1167} tii[17,144] := {409} tii[17,145] := {42, 333, 733, 994} tii[17,146] := {194, 1185} tii[17,147] := {506, 507} tii[17,148] := {20, 436, 630, 896} tii[17,149] := {70, 437, 881, 1079} tii[17,150] := {266, 267, 1214, 1215} tii[17,151] := {11, 322, 519, 797} tii[17,152] := {176, 366, 1178, 1241} tii[17,153] := {386, 619} tii[17,154] := {47, 556, 984, 1138} tii[17,155] := {282, 552} tii[17,156] := {69, 458, 1066, 1188} tii[17,157] := {145, 1223} tii[17,158] := {212, 213, 1244, 1245} tii[17,159] := {136, 308, 1219, 1257} tii[17,160] := {85, 234, 1183, 1248} tii[17,161] := {405} tii[17,162] := {550} tii[17,163] := {195, 673} tii[17,164] := {321, 809} tii[17,165] := {536} tii[17,166] := {842, 843} tii[17,167] := {676} tii[17,168] := {414} tii[17,169] := {549} tii[17,170] := {122, 793} tii[17,171] := {613, 614, 1010, 1011} tii[17,172] := {737, 738} tii[17,173] := {569} tii[17,174] := {216, 914} tii[17,175] := {722, 723, 1097, 1098} tii[17,176] := {626, 627, 836, 837} tii[17,177] := {198, 903} tii[17,178] := {487, 488, 956, 957} tii[17,179] := {669} tii[17,180] := {320, 1002} tii[17,181] := {373, 374, 871, 872} tii[17,182] := {762, 763} tii[17,183] := {600, 601, 1060, 1061} tii[17,184] := {528, 529, 1129, 1130} tii[17,185] := {664} tii[17,186] := {605, 1031} tii[17,187] := {850, 851} tii[17,188] := {796} tii[17,189] := {543} tii[17,190] := {302} tii[17,191] := {88, 905} tii[17,192] := {485, 942} tii[17,193] := {360, 674, 816, 1146} tii[17,194] := {746, 747, 938, 939} tii[17,195] := {695} tii[17,196] := {154, 1004} tii[17,197] := {369, 596, 1014, 1015} tii[17,198] := {471, 772, 935, 1199} tii[17,199] := {788} tii[17,200] := {415} tii[17,201] := {147, 993} tii[17,202] := {422, 423, 1041, 1042} tii[17,203] := {254, 732, 790, 1193} tii[17,204] := {408} tii[17,205] := {363, 844} tii[17,206] := {623, 624, 1018, 1019} tii[17,207] := {873, 874} tii[17,208] := {238, 1078} tii[17,209] := {170, 629, 877, 1144} tii[17,210] := {570} tii[17,211] := {312, 313, 971, 972} tii[17,212] := {532, 533, 1121, 1122} tii[17,213] := {504, 505} tii[17,214] := {353, 878, 880, 1234} tii[17,215] := {261, 477, 930, 931} tii[17,216] := {777, 778} tii[17,217] := {450, 451, 1181, 1182} tii[17,218] := {280, 963, 983, 1249} tii[17,219] := {174, 399, 831, 1013} tii[17,220] := {230, 1070} tii[17,221] := {164, 670, 815, 1162} tii[17,222] := {480} tii[17,223] := {430, 431, 1049, 1050} tii[17,224] := {341, 1142} tii[17,225] := {106, 707, 764, 1104} tii[17,226] := {246, 765, 934, 1216} tii[17,227] := {589, 590} tii[17,228] := {574, 575, 1220, 1221} tii[17,229] := {470, 704} tii[17,230] := {182, 858, 1028, 1238} tii[17,231] := {64, 595, 652, 1043} tii[17,232] := {245, 801, 1102, 1256} tii[17,233] := {535} tii[17,234] := {356, 894} tii[17,235] := {675} tii[17,236] := {736, 958} tii[17,237] := {126} tii[17,238] := {413} tii[17,239] := {49, 792} tii[17,240] := {250, 782} tii[17,241] := {161, 456, 583, 1040} tii[17,242] := {568} tii[17,243] := {625, 835, 860, 1026} tii[17,244] := {95, 913} tii[17,245] := {166, 345, 863, 864} tii[17,246] := {240, 572, 714, 1120} tii[17,247] := {91, 902} tii[17,248] := {162, 667} tii[17,249] := {489, 948} tii[17,250] := {295} tii[17,251] := {303, 304, 954, 955} tii[17,252] := {192} tii[17,253] := {100, 481, 576, 1107} tii[17,254] := {666} tii[17,255] := {493, 745, 927, 1092} tii[17,256] := {153, 1001} tii[17,257] := {375, 603, 1020, 1021} tii[17,258] := {756, 757} tii[17,259] := {59, 371, 689, 1034} tii[17,260] := {262, 263} tii[17,261] := {104, 242, 758, 759} tii[17,262] := {441} tii[17,263] := {208, 209, 869, 870} tii[17,264] := {401, 402, 1058, 1059} tii[17,265] := {156, 643, 690, 1173} tii[17,266] := {62, 180, 645, 855} tii[17,267] := {270, 530, 936, 1088} tii[17,268] := {112, 779, 800, 1209} tii[17,269] := {656, 657} tii[17,270] := {328, 329, 1127, 1128} tii[17,271] := {57, 455, 582, 1071} tii[17,272] := {607} tii[17,273] := {249} tii[17,274] := {197} tii[17,275] := {128, 541, 917, 1106} tii[17,276] := {102, 542} tii[17,277] := {146, 992} tii[17,278] := {30, 462, 566, 991} tii[17,279] := {97, 567, 713, 1143} tii[17,280] := {370, 685, 824, 1149} tii[17,281] := {310, 311, 968, 969} tii[17,282] := {711, 712} tii[17,283] := {78, 639, 823, 1033} tii[17,284] := {342, 343} tii[17,285] := {319} tii[17,286] := {237, 1077} tii[17,287] := {189, 640, 1024, 1172} tii[17,288] := {61, 160, 641, 642} tii[17,289] := {597, 818} tii[17,290] := {15, 344, 447, 907} tii[17,291] := {172, 651, 882, 1148} tii[17,292] := {239, 461} tii[17,293] := {66, 684, 838, 1187} tii[17,294] := {526, 527} tii[17,295] := {448, 449, 1179, 1180} tii[17,296] := {140, 743, 1100, 1208} tii[17,297] := {34, 114, 523, 744} tii[17,298] := {46, 520, 719, 959} tii[17,299] := {96, 580, 941, 1225} tii[17,300] := {472, 742} tii[17,301] := {18, 159, 403, 683} tii[17,302] := {188, 682, 1159, 1240} tii[17,303] := {29, 334, 482, 995} tii[17,304] := {193} tii[17,305] := {90, 1035} tii[17,306] := {207, 429, 1016, 1017} tii[17,307] := {152, 1115} tii[17,308] := {14, 372, 438, 897} tii[17,309] := {56, 439, 644, 1080} tii[17,310] := {264, 265} tii[17,311] := {7, 272, 323, 798} tii[17,312] := {82, 646, 834, 1012} tii[17,313] := {35, 558, 780, 1139} tii[17,314] := {175, 365} tii[17,315] := {326, 327, 1202, 1203} tii[17,316] := {115, 305} tii[17,317] := {55, 459, 890, 1189} tii[17,318] := {287, 554, 1204, 1250} tii[17,319] := {3, 184, 226, 680} tii[17,320] := {38, 339, 986, 1141} tii[17,321] := {406} tii[17,322] := {545} tii[17,323] := {611, 906} tii[17,324] := {294} tii[17,325] := {26, 672} tii[17,326] := {440} tii[17,327] := {494, 718, 804, 981} tii[17,328] := {53, 808} tii[17,329] := {51, 791} tii[17,330] := {196} tii[17,331] := {201, 202, 846, 847} tii[17,332] := {537} tii[17,333] := {362, 899} tii[17,334] := {367, 686, 822, 1052} tii[17,335] := {94, 912} tii[17,336] := {631, 632} tii[17,337] := {318} tii[17,338] := {130, 131, 753, 754} tii[17,339] := {284, 285, 978, 979} tii[17,340] := {260, 475, 975, 976} tii[17,341] := {524, 525} tii[17,342] := {173, 398, 884, 1046} tii[17,343] := {222, 223, 1063, 1064} tii[17,344] := {165, 671} tii[17,345] := {89, 900} tii[17,346] := {123} tii[17,347] := {479} tii[17,348] := {75, 410, 813, 1036} tii[17,349] := {205, 206, 865, 866} tii[17,350] := {257, 581, 706, 1114} tii[17,351] := {151, 999} tii[17,352] := {107, 248, 766, 767} tii[17,353] := {44, 508, 705, 946} tii[17,354] := {214} tii[17,355] := {587, 588} tii[17,356] := {119, 509, 932, 1116} tii[17,357] := {108, 517, 810, 1112} tii[17,358] := {324, 325, 1123, 1124} tii[17,359] := {65, 183, 655, 859} tii[17,360] := {468, 703} tii[17,361] := {393, 394} tii[17,362] := {84, 620, 1027, 1166} tii[17,363] := {22, 387, 593, 852} tii[17,364] := {37, 247, 534, 802} tii[17,365] := {348, 617} tii[17,366] := {118, 553, 1101, 1210} tii[17,367] := {291} tii[17,368] := {73} tii[17,369] := {19, 229, 609, 904} tii[17,370] := {50, 949} tii[17,371] := {167, 460, 586, 1051} tii[17,372] := {378, 379} tii[17,373] := {129, 309, 924, 925} tii[17,374] := {133} tii[17,375] := {93, 1053} tii[17,376] := {10, 316, 499, 787} tii[17,377] := {40, 317, 769, 1003} tii[17,378] := {273, 491} tii[17,379] := {5, 219, 385, 677} tii[17,380] := {63, 384, 696, 1044} tii[17,381] := {276, 277} tii[17,382] := {45, 515, 717, 919} tii[17,383] := {23, 428, 889, 1076} tii[17,384] := {220, 221, 1155, 1156} tii[17,385] := {185, 424} tii[17,386] := {17, 350, 452, 908} tii[17,387] := {243, 490} tii[17,388] := {186, 425, 1158, 1229} tii[17,389] := {39, 338, 985, 1140} tii[17,390] := {2, 141, 286, 551} tii[17,391] := {121, 307} tii[17,392] := {25, 235, 1067, 1190} tii[17,393] := {27, 901} tii[17,394] := {76, 236, 867, 868} tii[17,395] := {52, 1000} tii[17,396] := {137, 138, 1125, 1126} tii[17,397] := {21, 445, 648, 853} tii[17,398] := {6, 225, 404, 679} tii[17,399] := {116, 306, 1131, 1211} tii[17,400] := {48, 150, 1132, 1226} tii[17,401] := {293} tii[17,402] := {227, 444} tii[17,403] := {297} tii[17,404] := {615, 616} tii[17,405] := {143, 561} tii[17,406] := {443} tii[17,407] := {500, 501, 724, 725} tii[17,408] := {382, 383, 660, 661} tii[17,409] := {296} tii[17,410] := {255, 730} tii[17,411] := {87, 688} tii[17,412] := {496, 497, 928, 929} tii[17,413] := {442} tii[17,414] := {171, 355, 827, 828} tii[17,415] := {268, 269, 775, 776} tii[17,416] := {658, 659} tii[17,417] := {111, 281, 721, 921} tii[17,418] := {68, 354, 599, 857} tii[17,419] := {124} tii[17,420] := {58, 412} tii[17,421] := {54, 805} tii[17,422] := {258, 559, 708, 1091} tii[17,423] := {31, 99, 512, 513} tii[17,424] := {215} tii[17,425] := {110, 518, 771, 1087} tii[17,426] := {217, 218, 886, 887} tii[17,427] := {16, 67, 392, 622} tii[17,428] := {395, 396} tii[17,429] := {9, 98, 289, 555} tii[17,430] := {36, 476, 531, 961} tii[17,431] := {352, 618} tii[17,432] := {4, 72, 191, 427} tii[17,433] := {41} tii[17,434] := {28, 687} tii[17,435] := {103, 340, 463, 970} tii[17,436] := {79} tii[17,437] := {32, 271, 571, 960} tii[17,438] := {134, 135, 773, 774} tii[17,439] := {178, 179} tii[17,440] := {8, 241, 330, 799} tii[17,441] := {155, 364} tii[17,442] := {24, 400, 602, 854} tii[17,443] := {1, 120, 142, 557} tii[17,444] := {71, 204} tii[17,445] := {13, 560} tii[17,446] := {80, 81, 649, 650} tii[17,447] := {12, 283, 474, 739} tii[17,448] := {0, 86, 190, 426} cell#259 , |C| = 420 special orbit = [3, 3, 3, 3, 3, 1, 1] special rep = [[1, 1, 1], [2, 2, 1]] , dim = 280 cell rep = phi[[1, 1, 1],[2, 2, 1]]+phi[[1, 1],[2, 2, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[11,1] := {298} tii[11,2] := {197, 374} tii[11,3] := {339} tii[11,4] := {337} tii[11,5] := {278, 414} tii[11,6] := {321, 418} tii[11,7] := {373} tii[11,8] := {400} tii[11,9] := {353, 415} tii[11,10] := {387, 419} tii[11,11] := {413} tii[11,12] := {416, 417} tii[11,13] := {58} tii[11,14] := {217} tii[11,15] := {106} tii[11,16] := {150} tii[11,17] := {82} tii[11,18] := {159, 338} tii[11,19] := {259} tii[11,20] := {297} tii[11,21] := {109} tii[11,22] := {235, 398} tii[11,23] := {125, 299} tii[11,24] := {47, 175} tii[11,25] := {139} tii[11,26] := {282, 407} tii[11,27] := {72, 227} tii[11,28] := {186} tii[11,29] := {218} tii[11,30] := {137} tii[11,31] := {158, 342} tii[11,32] := {184} tii[11,33] := {203, 367} tii[11,34] := {127, 305} tii[11,35] := {336} tii[11,36] := {277, 371} tii[11,37] := {174} tii[11,38] := {320, 388} tii[11,39] := {226} tii[11,40] := {369} tii[11,41] := {210} tii[11,42] := {236, 341} tii[11,43] := {383, 384} tii[11,44] := {199, 304} tii[11,45] := {266} tii[11,46] := {283, 366} tii[11,47] := {325, 326} tii[11,48] := {110} tii[11,49] := {160, 340} tii[11,50] := {69, 216} tii[11,51] := {300} tii[11,52] := {143} tii[11,53] := {176} tii[11,54] := {99, 272} tii[11,55] := {228} tii[11,56] := {196, 377} tii[11,57] := {261} tii[11,58] := {173} tii[11,59] := {244, 396} tii[11,60] := {163, 347} tii[11,61] := {225} tii[11,62] := {372} tii[11,63] := {178} tii[11,64] := {317, 399} tii[11,65] := {94, 257} tii[11,66] := {215} tii[11,67] := {356, 408} tii[11,68] := {130, 313} tii[11,69] := {271} tii[11,70] := {123, 296} tii[11,71] := {301} tii[11,72] := {238, 402} tii[11,73] := {397} tii[11,74] := {254} tii[11,75] := {213} tii[11,76] := {279, 376} tii[11,77] := {164, 350} tii[11,78] := {285, 412} tii[11,79] := {405, 406} tii[11,80] := {241, 346} tii[11,81] := {201, 381} tii[11,82] := {269} tii[11,83] := {310} tii[11,84] := {322, 395} tii[11,85] := {246, 393} tii[11,86] := {363, 364} tii[11,87] := {370} tii[11,88] := {252} tii[11,89] := {240, 403} tii[11,90] := {385, 386} tii[11,91] := {308} tii[11,92] := {360, 361} tii[11,93] := {256} tii[11,94] := {312} tii[11,95] := {295} tii[11,96] := {318, 401} tii[11,97] := {349} tii[11,98] := {357, 411} tii[11,99] := {281, 380} tii[11,100] := {391, 392} tii[11,101] := {335} tii[11,102] := {319, 404} tii[11,103] := {382} tii[11,104] := {409, 410} tii[11,105] := {40} tii[11,106] := {8} tii[11,107] := {17} tii[11,108] := {57} tii[11,109] := {88} tii[11,110] := {41} tii[11,111] := {81} tii[11,112] := {31, 138} tii[11,113] := {95, 258} tii[11,114] := {15} tii[11,115] := {51, 185} tii[11,116] := {28} tii[11,117] := {179} tii[11,118] := {80} tii[11,119] := {105} tii[11,120] := {124, 302} tii[11,121] := {24} tii[11,122] := {19, 107} tii[11,123] := {118} tii[11,124] := {149} tii[11,125] := {96, 263} tii[11,126] := {165, 332} tii[11,127] := {12, 84} tii[11,128] := {60} tii[11,129] := {42} tii[11,130] := {35, 151} tii[11,131] := {91} tii[11,132] := {53, 192} tii[11,133] := {136} tii[11,134] := {157, 262} tii[11,135] := {83} tii[11,136] := {126, 221} tii[11,137] := {202, 293} tii[11,138] := {183} tii[11,139] := {247, 248} tii[11,140] := {100, 189} tii[11,141] := {25} tii[11,142] := {142} tii[11,143] := {68, 214} tii[11,144] := {43} tii[11,145] := {98, 270} tii[11,146] := {38} tii[11,147] := {92, 253} tii[11,148] := {195, 375} tii[11,149] := {32, 140} tii[11,150] := {260} tii[11,151] := {108} tii[11,152] := {172} tii[11,153] := {62} tii[11,154] := {128, 309} tii[11,155] := {243, 394} tii[11,156] := {152} tii[11,157] := {52, 187} tii[11,158] := {162, 345} tii[11,159] := {85} tii[11,160] := {21, 113} tii[11,161] := {224} tii[11,162] := {121} tii[11,163] := {205, 362} tii[11,164] := {75, 233} tii[11,165] := {334} tii[11,166] := {171} tii[11,167] := {194, 303} tii[11,168] := {55} tii[11,169] := {209} tii[11,170] := {67, 211} tii[11,171] := {354, 355} tii[11,172] := {198, 378} tii[11,173] := {33, 145} tii[11,174] := {112} tii[11,175] := {161, 264} tii[11,176] := {223} tii[11,177] := {86} tii[11,178] := {265} tii[11,179] := {242, 333} tii[11,180] := {97, 267} tii[11,181] := {153} tii[11,182] := {287, 288} tii[11,183] := {169, 327} tii[11,184] := {101, 274} tii[11,185] := {323, 324} tii[11,186] := {131, 231} tii[11,187] := {249, 250} tii[11,188] := {251} tii[11,189] := {239, 344} tii[11,190] := {144} tii[11,191] := {307} tii[11,192] := {166, 273} tii[11,193] := {358, 359} tii[11,194] := {39} tii[11,195] := {63} tii[11,196] := {48, 177} tii[11,197] := {56} tii[11,198] := {141} tii[11,199] := {73, 229} tii[11,200] := {34, 147} tii[11,201] := {87} tii[11,202] := {188} tii[11,203] := {114} tii[11,204] := {102, 276} tii[11,205] := {154} tii[11,206] := {93, 255} tii[11,207] := {212} tii[11,208] := {78} tii[11,209] := {237, 343} tii[11,210] := {50, 182} tii[11,211] := {146} tii[11,212] := {129, 311} tii[11,213] := {200, 306} tii[11,214] := {268} tii[11,215] := {116} tii[11,216] := {284, 368} tii[11,217] := {206, 365} tii[11,218] := {133, 316} tii[11,219] := {191} tii[11,220] := {328, 329} tii[11,221] := {167, 275} tii[11,222] := {291, 292} tii[11,223] := {104} tii[11,224] := {294} tii[11,225] := {280, 379} tii[11,226] := {70, 220} tii[11,227] := {181} tii[11,228] := {348} tii[11,229] := {148} tii[11,230] := {168, 352} tii[11,231] := {204, 315} tii[11,232] := {389, 390} tii[11,233] := {232} tii[11,234] := {330, 331} tii[11,235] := {219} tii[11,236] := {245, 351} tii[11,237] := {4} tii[11,238] := {10} tii[11,239] := {2} tii[11,240] := {18} tii[11,241] := {14} tii[11,242] := {11, 79} tii[11,243] := {5} tii[11,244] := {6, 59} tii[11,245] := {27} tii[11,246] := {22, 117} tii[11,247] := {66} tii[11,248] := {29} tii[11,249] := {36, 155} tii[11,250] := {3, 44} tii[11,251] := {54, 122} tii[11,252] := {37} tii[11,253] := {46, 170} tii[11,254] := {20, 111} tii[11,255] := {9} tii[11,256] := {61} tii[11,257] := {71, 222} tii[11,258] := {45} tii[11,259] := {74, 230} tii[11,260] := {7, 64} tii[11,261] := {120} tii[11,262] := {134, 286} tii[11,263] := {207, 208} tii[11,264] := {76, 156} tii[11,265] := {77} tii[11,266] := {16} tii[11,267] := {49, 180} tii[11,268] := {115} tii[11,269] := {132, 314} tii[11,270] := {13, 89} tii[11,271] := {65} tii[11,272] := {190} tii[11,273] := {289, 290} tii[11,274] := {103, 193} tii[11,275] := {26} tii[11,276] := {23, 119} tii[11,277] := {90} tii[11,278] := {135, 234} tii[11,279] := {0} tii[11,280] := {1, 30} cell#260 , |C| = 420 special orbit = [3, 3, 3, 3, 3, 1, 1] special rep = [[1, 1, 1], [2, 2, 1]] , dim = 280 cell rep = phi[[1, 1, 1],[2, 2, 1]]+phi[[1, 1],[2, 2, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[11,1] := {298} tii[11,2] := {197, 374} tii[11,3] := {339} tii[11,4] := {337} tii[11,5] := {278, 414} tii[11,6] := {321, 418} tii[11,7] := {373} tii[11,8] := {400} tii[11,9] := {353, 415} tii[11,10] := {387, 419} tii[11,11] := {413} tii[11,12] := {416, 417} tii[11,13] := {58} tii[11,14] := {217} tii[11,15] := {106} tii[11,16] := {150} tii[11,17] := {82} tii[11,18] := {159, 338} tii[11,19] := {259} tii[11,20] := {297} tii[11,21] := {109} tii[11,22] := {235, 398} tii[11,23] := {125, 299} tii[11,24] := {47, 175} tii[11,25] := {139} tii[11,26] := {282, 407} tii[11,27] := {72, 227} tii[11,28] := {186} tii[11,29] := {218} tii[11,30] := {137} tii[11,31] := {158, 342} tii[11,32] := {184} tii[11,33] := {203, 367} tii[11,34] := {127, 305} tii[11,35] := {336} tii[11,36] := {277, 371} tii[11,37] := {174} tii[11,38] := {320, 388} tii[11,39] := {226} tii[11,40] := {369} tii[11,41] := {210} tii[11,42] := {236, 341} tii[11,43] := {383, 384} tii[11,44] := {199, 304} tii[11,45] := {266} tii[11,46] := {283, 366} tii[11,47] := {325, 326} tii[11,48] := {110} tii[11,49] := {160, 340} tii[11,50] := {69, 216} tii[11,51] := {300} tii[11,52] := {143} tii[11,53] := {176} tii[11,54] := {99, 272} tii[11,55] := {228} tii[11,56] := {196, 377} tii[11,57] := {261} tii[11,58] := {173} tii[11,59] := {244, 396} tii[11,60] := {163, 347} tii[11,61] := {225} tii[11,62] := {372} tii[11,63] := {178} tii[11,64] := {317, 399} tii[11,65] := {94, 257} tii[11,66] := {215} tii[11,67] := {356, 408} tii[11,68] := {130, 313} tii[11,69] := {271} tii[11,70] := {123, 296} tii[11,71] := {301} tii[11,72] := {238, 402} tii[11,73] := {397} tii[11,74] := {254} tii[11,75] := {213} tii[11,76] := {279, 376} tii[11,77] := {164, 350} tii[11,78] := {285, 412} tii[11,79] := {405, 406} tii[11,80] := {241, 346} tii[11,81] := {201, 381} tii[11,82] := {269} tii[11,83] := {310} tii[11,84] := {322, 395} tii[11,85] := {246, 393} tii[11,86] := {363, 364} tii[11,87] := {370} tii[11,88] := {252} tii[11,89] := {240, 403} tii[11,90] := {385, 386} tii[11,91] := {308} tii[11,92] := {360, 361} tii[11,93] := {256} tii[11,94] := {312} tii[11,95] := {295} tii[11,96] := {318, 401} tii[11,97] := {349} tii[11,98] := {357, 411} tii[11,99] := {281, 380} tii[11,100] := {391, 392} tii[11,101] := {335} tii[11,102] := {319, 404} tii[11,103] := {382} tii[11,104] := {409, 410} tii[11,105] := {40} tii[11,106] := {8} tii[11,107] := {17} tii[11,108] := {57} tii[11,109] := {88} tii[11,110] := {41} tii[11,111] := {81} tii[11,112] := {31, 138} tii[11,113] := {95, 258} tii[11,114] := {15} tii[11,115] := {51, 185} tii[11,116] := {28} tii[11,117] := {179} tii[11,118] := {80} tii[11,119] := {105} tii[11,120] := {124, 302} tii[11,121] := {24} tii[11,122] := {19, 107} tii[11,123] := {118} tii[11,124] := {149} tii[11,125] := {96, 263} tii[11,126] := {165, 332} tii[11,127] := {12, 84} tii[11,128] := {60} tii[11,129] := {42} tii[11,130] := {35, 151} tii[11,131] := {91} tii[11,132] := {53, 192} tii[11,133] := {136} tii[11,134] := {157, 262} tii[11,135] := {83} tii[11,136] := {126, 221} tii[11,137] := {202, 293} tii[11,138] := {183} tii[11,139] := {247, 248} tii[11,140] := {100, 189} tii[11,141] := {25} tii[11,142] := {142} tii[11,143] := {68, 214} tii[11,144] := {43} tii[11,145] := {98, 270} tii[11,146] := {38} tii[11,147] := {92, 253} tii[11,148] := {195, 375} tii[11,149] := {32, 140} tii[11,150] := {260} tii[11,151] := {108} tii[11,152] := {172} tii[11,153] := {62} tii[11,154] := {128, 309} tii[11,155] := {243, 394} tii[11,156] := {152} tii[11,157] := {52, 187} tii[11,158] := {162, 345} tii[11,159] := {85} tii[11,160] := {21, 113} tii[11,161] := {224} tii[11,162] := {121} tii[11,163] := {205, 362} tii[11,164] := {75, 233} tii[11,165] := {334} tii[11,166] := {171} tii[11,167] := {194, 303} tii[11,168] := {55} tii[11,169] := {209} tii[11,170] := {67, 211} tii[11,171] := {354, 355} tii[11,172] := {198, 378} tii[11,173] := {33, 145} tii[11,174] := {112} tii[11,175] := {161, 264} tii[11,176] := {223} tii[11,177] := {86} tii[11,178] := {265} tii[11,179] := {242, 333} tii[11,180] := {97, 267} tii[11,181] := {153} tii[11,182] := {287, 288} tii[11,183] := {169, 327} tii[11,184] := {101, 274} tii[11,185] := {323, 324} tii[11,186] := {131, 231} tii[11,187] := {249, 250} tii[11,188] := {251} tii[11,189] := {239, 344} tii[11,190] := {144} tii[11,191] := {307} tii[11,192] := {166, 273} tii[11,193] := {358, 359} tii[11,194] := {39} tii[11,195] := {63} tii[11,196] := {48, 177} tii[11,197] := {56} tii[11,198] := {141} tii[11,199] := {73, 229} tii[11,200] := {34, 147} tii[11,201] := {87} tii[11,202] := {188} tii[11,203] := {114} tii[11,204] := {102, 276} tii[11,205] := {154} tii[11,206] := {93, 255} tii[11,207] := {212} tii[11,208] := {78} tii[11,209] := {237, 343} tii[11,210] := {50, 182} tii[11,211] := {146} tii[11,212] := {129, 311} tii[11,213] := {200, 306} tii[11,214] := {268} tii[11,215] := {116} tii[11,216] := {284, 368} tii[11,217] := {206, 365} tii[11,218] := {133, 316} tii[11,219] := {191} tii[11,220] := {328, 329} tii[11,221] := {167, 275} tii[11,222] := {291, 292} tii[11,223] := {104} tii[11,224] := {294} tii[11,225] := {280, 379} tii[11,226] := {70, 220} tii[11,227] := {181} tii[11,228] := {348} tii[11,229] := {148} tii[11,230] := {168, 352} tii[11,231] := {204, 315} tii[11,232] := {389, 390} tii[11,233] := {232} tii[11,234] := {330, 331} tii[11,235] := {219} tii[11,236] := {245, 351} tii[11,237] := {4} tii[11,238] := {10} tii[11,239] := {2} tii[11,240] := {18} tii[11,241] := {14} tii[11,242] := {11, 79} tii[11,243] := {5} tii[11,244] := {6, 59} tii[11,245] := {27} tii[11,246] := {22, 117} tii[11,247] := {66} tii[11,248] := {29} tii[11,249] := {36, 155} tii[11,250] := {3, 44} tii[11,251] := {54, 122} tii[11,252] := {37} tii[11,253] := {46, 170} tii[11,254] := {20, 111} tii[11,255] := {9} tii[11,256] := {61} tii[11,257] := {71, 222} tii[11,258] := {45} tii[11,259] := {74, 230} tii[11,260] := {7, 64} tii[11,261] := {120} tii[11,262] := {134, 286} tii[11,263] := {207, 208} tii[11,264] := {76, 156} tii[11,265] := {77} tii[11,266] := {16} tii[11,267] := {49, 180} tii[11,268] := {115} tii[11,269] := {132, 314} tii[11,270] := {13, 89} tii[11,271] := {65} tii[11,272] := {190} tii[11,273] := {289, 290} tii[11,274] := {103, 193} tii[11,275] := {26} tii[11,276] := {23, 119} tii[11,277] := {90} tii[11,278] := {135, 234} tii[11,279] := {0} tii[11,280] := {1, 30} cell#261 , |C| = 210 special orbit = [3, 3, 3, 2, 2, 2, 2] special rep = [[1, 1, 1, 1], [2, 1, 1]] , dim = 210 cell rep = phi[[1, 1, 1, 1],[2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 210*X TII subcells: tii[9,1] := {209} tii[9,2] := {201} tii[9,3] := {175} tii[9,4] := {88} tii[9,5] := {91} tii[9,6] := {206} tii[9,7] := {109} tii[9,8] := {190} tii[9,9] := {69} tii[9,10] := {200} tii[9,11] := {133} tii[9,12] := {148} tii[9,13] := {183} tii[9,14] := {192} tii[9,15] := {152} tii[9,16] := {181} tii[9,17] := {176} tii[9,18] := {90} tii[9,19] := {157} tii[9,20] := {107} tii[9,21] := {140} tii[9,22] := {132} tii[9,23] := {51} tii[9,24] := {207} tii[9,25] := {154} tii[9,26] := {171} tii[9,27] := {198} tii[9,28] := {202} tii[9,29] := {174} tii[9,30] := {196} tii[9,31] := {134} tii[9,32] := {155} tii[9,33] := {67} tii[9,34] := {187} tii[9,35] := {205} tii[9,36] := {199} tii[9,37] := {193} tii[9,38] := {135} tii[9,39] := {85} tii[9,40] := {153} tii[9,41] := {208} tii[9,42] := {116} tii[9,43] := {182} tii[9,44] := {173} tii[9,45] := {195} tii[9,46] := {89} tii[9,47] := {156} tii[9,48] := {106} tii[9,49] := {139} tii[9,50] := {127} tii[9,51] := {159} tii[9,52] := {15} tii[9,53] := {68} tii[9,54] := {17} tii[9,55] := {32} tii[9,56] := {46} tii[9,57] := {52} tii[9,58] := {25} tii[9,59] := {40} tii[9,60] := {27} tii[9,61] := {126} tii[9,62] := {191} tii[9,63] := {44} tii[9,64] := {111} tii[9,65] := {163} tii[9,66] := {62} tii[9,67] := {47} tii[9,68] := {70} tii[9,69] := {37} tii[9,70] := {178} tii[9,71] := {131} tii[9,72] := {105} tii[9,73] := {71} tii[9,74] := {100} tii[9,75] := {57} tii[9,76] := {162} tii[9,77] := {142} tii[9,78] := {122} tii[9,79] := {50} tii[9,80] := {158} tii[9,81] := {108} tii[9,82] := {74} tii[9,83] := {141} tii[9,84] := {121} tii[9,85] := {170} tii[9,86] := {110} tii[9,87] := {18} tii[9,88] := {60} tii[9,89] := {197} tii[9,90] := {81} tii[9,91] := {188} tii[9,92] := {63} tii[9,93] := {129} tii[9,94] := {177} tii[9,95] := {53} tii[9,96] := {130} tii[9,97] := {26} tii[9,98] := {203} tii[9,99] := {92} tii[9,100] := {164} tii[9,101] := {124} tii[9,102] := {161} tii[9,103] := {41} tii[9,104] := {145} tii[9,105] := {149} tii[9,106] := {36} tii[9,107] := {136} tii[9,108] := {87} tii[9,109] := {172} tii[9,110] := {83} tii[9,111] := {146} tii[9,112] := {179} tii[9,113] := {56} tii[9,114] := {117} tii[9,115] := {194} tii[9,116] := {114} tii[9,117] := {165} tii[9,118] := {97} tii[9,119] := {128} tii[9,120] := {49} tii[9,121] := {160} tii[9,122] := {73} tii[9,123] := {120} tii[9,124] := {11} tii[9,125] := {79} tii[9,126] := {102} tii[9,127] := {82} tii[9,128] := {38} tii[9,129] := {16} tii[9,130] := {151} tii[9,131] := {113} tii[9,132] := {184} tii[9,133] := {147} tii[9,134] := {28} tii[9,135] := {167} tii[9,136] := {24} tii[9,137] := {112} tii[9,138] := {189} tii[9,139] := {103} tii[9,140] := {66} tii[9,141] := {169} tii[9,142] := {39} tii[9,143] := {204} tii[9,144] := {137} tii[9,145] := {95} tii[9,146] := {185} tii[9,147] := {75} tii[9,148] := {84} tii[9,149] := {104} tii[9,150] := {34} tii[9,151] := {186} tii[9,152] := {115} tii[9,153] := {138} tii[9,154] := {54} tii[9,155] := {96} tii[9,156] := {166} tii[9,157] := {48} tii[9,158] := {72} tii[9,159] := {119} tii[9,160] := {1} tii[9,161] := {4} tii[9,162] := {3} tii[9,163] := {22} tii[9,164] := {9} tii[9,165] := {33} tii[9,166] := {14} tii[9,167] := {23} tii[9,168] := {35} tii[9,169] := {5} tii[9,170] := {86} tii[9,171] := {21} tii[9,172] := {118} tii[9,173] := {78} tii[9,174] := {55} tii[9,175] := {12} tii[9,176] := {29} tii[9,177] := {98} tii[9,178] := {61} tii[9,179] := {77} tii[9,180] := {10} tii[9,181] := {150} tii[9,182] := {65} tii[9,183] := {123} tii[9,184] := {31} tii[9,185] := {19} tii[9,186] := {180} tii[9,187] := {94} tii[9,188] := {42} tii[9,189] := {80} tii[9,190] := {144} tii[9,191] := {99} tii[9,192] := {64} tii[9,193] := {6} tii[9,194] := {168} tii[9,195] := {43} tii[9,196] := {93} tii[9,197] := {13} tii[9,198] := {101} tii[9,199] := {143} tii[9,200] := {30} tii[9,201] := {76} tii[9,202] := {2} tii[9,203] := {59} tii[9,204] := {7} tii[9,205] := {125} tii[9,206] := {20} tii[9,207] := {58} tii[9,208] := {0} tii[9,209] := {8} tii[9,210] := {45} cell#262 , |C| = 280 special orbit = [5, 2, 2, 2, 2, 1, 1, 1, 1] special rep = [[2, 1, 1], [1, 1, 1, 1]] , dim = 210 cell rep = phi[[2, 1, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 140*X+70*X^2 TII subcells: tii[14,1] := {191} tii[14,2] := {122} tii[14,3] := {83} tii[14,4] := {225} tii[14,5] := {158} tii[14,6] := {249} tii[14,7] := {58} tii[14,8] := {146} tii[14,9] := {222} tii[14,10] := {243, 244} tii[14,11] := {182} tii[14,12] := {206, 207} tii[14,13] := {82} tii[14,14] := {109} tii[14,15] := {132, 133} tii[14,16] := {250} tii[14,17] := {196} tii[14,18] := {268} tii[14,19] := {40} tii[14,20] := {184} tii[14,21] := {248} tii[14,22] := {264, 265} tii[14,23] := {215} tii[14,24] := {239, 240} tii[14,25] := {277} tii[14,26] := {147} tii[14,27] := {57} tii[14,28] := {266} tii[14,29] := {275, 276} tii[14,30] := {261} tii[14,31] := {77} tii[14,32] := {183} tii[14,33] := {95, 96} tii[14,34] := {208, 209} tii[14,35] := {273, 274} tii[14,36] := {278, 279} tii[14,37] := {214} tii[14,38] := {237, 238} tii[14,39] := {253, 254} tii[14,40] := {81} tii[14,41] := {108} tii[14,42] := {130, 131} tii[14,43] := {142} tii[14,44] := {166, 167} tii[14,45] := {192, 193} tii[14,46] := {31} tii[14,47] := {33} tii[14,48] := {154} tii[14,49] := {45} tii[14,50] := {91} tii[14,51] := {22} tii[14,52] := {123} tii[14,53] := {65} tii[14,54] := {100} tii[14,55] := {66} tii[14,56] := {32} tii[14,57] := {48} tii[14,58] := {63} tii[14,59] := {223} tii[14,60] := {18} tii[14,61] := {159} tii[14,62] := {189} tii[14,63] := {90} tii[14,64] := {113} tii[14,65] := {216, 217} tii[14,66] := {137} tii[14,67] := {64} tii[14,68] := {59} tii[14,69] := {26} tii[14,70] := {145} tii[14,71] := {153} tii[14,72] := {44} tii[14,73] := {99} tii[14,74] := {172, 173} tii[14,75] := {185, 186} tii[14,76] := {151, 152} tii[14,77] := {39} tii[14,78] := {110} tii[14,79] := {62} tii[14,80] := {134, 135} tii[14,81] := {105, 106} tii[14,82] := {267} tii[14,83] := {88} tii[14,84] := {247} tii[14,85] := {197} tii[14,86] := {112} tii[14,87] := {10} tii[14,88] := {121} tii[14,89] := {262, 263} tii[14,90] := {175} tii[14,91] := {241} tii[14,92] := {89} tii[14,93] := {190} tii[14,94] := {41} tii[14,95] := {144} tii[14,96] := {17} tii[14,97] := {257, 258} tii[14,98] := {218, 219} tii[14,99] := {136} tii[14,100] := {170, 171} tii[14,101] := {29} tii[14,102] := {269, 270} tii[14,103] := {187, 188} tii[14,104] := {180} tii[14,105] := {25} tii[14,106] := {78} tii[14,107] := {213} tii[14,108] := {79} tii[14,109] := {43} tii[14,110] := {97, 98} tii[14,111] := {202, 203} tii[14,112] := {235, 236} tii[14,113] := {114} tii[14,114] := {226, 227} tii[14,115] := {251, 252} tii[14,116] := {176, 177} tii[14,117] := {73, 74} tii[14,118] := {231, 232} tii[14,119] := {143} tii[14,120] := {38} tii[14,121] := {61} tii[14,122] := {168, 169} tii[14,123] := {103, 104} tii[14,124] := {194, 195} tii[14,125] := {162, 163} tii[14,126] := {118} tii[14,127] := {230} tii[14,128] := {5} tii[14,129] := {155} tii[14,130] := {210} tii[14,131] := {120} tii[14,132] := {27} tii[14,133] := {9} tii[14,134] := {224} tii[14,135] := {174} tii[14,136] := {245, 246} tii[14,137] := {19} tii[14,138] := {220, 221} tii[14,139] := {16} tii[14,140] := {242} tii[14,141] := {111} tii[14,142] := {54} tii[14,143] := {28} tii[14,144] := {259, 260} tii[14,145] := {67, 68} tii[14,146] := {148} tii[14,147] := {271, 272} tii[14,148] := {211, 212} tii[14,149] := {49, 50} tii[14,150] := {255, 256} tii[14,151] := {80} tii[14,152] := {107} tii[14,153] := {24} tii[14,154] := {42} tii[14,155] := {128, 129} tii[14,156] := {115} tii[14,157] := {71, 72} tii[14,158] := {156, 157} tii[14,159] := {178, 179} tii[14,160] := {233, 234} tii[14,161] := {124, 125} tii[14,162] := {37} tii[14,163] := {60} tii[14,164] := {101, 102} tii[14,165] := {160, 161} tii[14,166] := {3} tii[14,167] := {21} tii[14,168] := {7} tii[14,169] := {14} tii[14,170] := {13} tii[14,171] := {92} tii[14,172] := {47} tii[14,173] := {23} tii[14,174] := {70} tii[14,175] := {51} tii[14,176] := {46} tii[14,177] := {8} tii[14,178] := {119} tii[14,179] := {149, 150} tii[14,180] := {69} tii[14,181] := {15} tii[14,182] := {34} tii[14,183] := {116, 117} tii[14,184] := {86, 87} tii[14,185] := {4} tii[14,186] := {181} tii[14,187] := {56} tii[14,188] := {11} tii[14,189] := {204, 205} tii[14,190] := {85} tii[14,191] := {228, 229} tii[14,192] := {30} tii[14,193] := {140, 141} tii[14,194] := {200, 201} tii[14,195] := {75, 76} tii[14,196] := {164, 165} tii[14,197] := {55} tii[14,198] := {1} tii[14,199] := {84} tii[14,200] := {6} tii[14,201] := {138, 139} tii[14,202] := {20} tii[14,203] := {52, 53} tii[14,204] := {198, 199} tii[14,205] := {126, 127} tii[14,206] := {0} tii[14,207] := {2} tii[14,208] := {12} tii[14,209] := {35, 36} tii[14,210] := {93, 94} cell#263 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {788} tii[17,2] := {625, 855} tii[17,3] := {485, 1003} tii[17,4] := {900} tii[17,5] := {853} tii[17,6] := {508, 962} tii[17,7] := {551, 735, 956, 1140} tii[17,8] := {689, 866, 1076, 1194} tii[17,9] := {997} tii[17,10] := {624, 1057} tii[17,11] := {1050} tii[17,12] := {344, 733, 920, 1137} tii[17,13] := {998, 1156} tii[17,14] := {461, 867, 1024, 1188} tii[17,15] := {726, 1131} tii[17,16] := {667, 872, 1178, 1179} tii[17,17] := {384, 1045} tii[17,18] := {786} tii[17,19] := {404, 854} tii[17,20] := {738} tii[17,21] := {440, 617, 1019, 1173} tii[17,22] := {571, 751, 1113, 1220} tii[17,23] := {298, 1129} tii[17,24] := {894} tii[17,25] := {623} tii[17,26] := {226, 1172} tii[17,27] := {506, 961} tii[17,28] := {949} tii[17,29] := {261, 615, 813, 1055} tii[17,30] := {343, 500, 921, 1221} tii[17,31] := {182, 324, 1130, 1232} tii[17,32] := {895, 1074} tii[17,33] := {363, 753, 923, 1116} tii[17,34] := {460, 637, 1025, 1245} tii[17,35] := {725} tii[17,36] := {263, 583, 1018, 1246} tii[17,37] := {606, 1047} tii[17,38] := {186, 477, 948, 1255} tii[17,39] := {666, 871} tii[17,40] := {543, 758, 1107, 1108} tii[17,41] := {365, 709, 1114, 1256} tii[17,42] := {452, 827, 1171, 1259} tii[17,43] := {999} tii[17,44] := {403, 912} tii[17,45] := {1051} tii[17,46] := {191, 700, 732, 1138} tii[17,47] := {1000, 1157} tii[17,48] := {281, 820, 865, 1190} tii[17,49] := {951} tii[17,50] := {139, 619, 812, 1198} tii[17,51] := {491, 1007} tii[17,52] := {90, 515, 721, 1228} tii[17,53] := {435, 645, 1068, 1069} tii[17,54] := {898, 1078} tii[17,55] := {212, 755, 926, 1229} tii[17,56] := {796, 1122} tii[17,57] := {271, 884, 1017, 1248} tii[17,58] := {609, 1094} tii[17,59] := {546, 761, 1150, 1151} tii[17,60] := {445, 834, 1083, 1205} tii[17,61] := {664} tii[17,62] := {297, 1005} tii[17,63] := {311, 740} tii[17,64] := {622} tii[17,65] := {342, 499, 957, 1141} tii[17,66] := {459, 636, 1077, 1196} tii[17,67] := {223, 1092} tii[17,68] := {783} tii[17,69] := {401, 851} tii[17,70] := {505} tii[17,71] := {163, 1136} tii[17,72] := {839} tii[17,73] := {189, 497, 698, 960} tii[17,74] := {260, 395, 848, 1201} tii[17,75] := {784, 973} tii[17,76] := {126, 242, 1093, 1215} tii[17,77] := {279, 638, 818, 1030} tii[17,78] := {362, 523, 974, 1236} tii[17,79] := {605} tii[17,80] := {489, 946} tii[17,81] := {192, 471, 954, 1238} tii[17,82] := {131, 375, 903, 1252} tii[17,83] := {433, 643, 1020, 1022} tii[17,84] := {542, 757} tii[17,85] := {282, 589, 1081, 1253} tii[17,86] := {353, 710, 1126, 1258} tii[17,87] := {162, 1015} tii[17,88] := {896} tii[17,89] := {402} tii[17,90] := {309, 803} tii[17,91] := {114, 1097} tii[17,92] := {190, 307, 734, 1169} tii[17,93] := {950} tii[17,94] := {135, 580, 614, 1056} tii[17,95] := {85, 174, 1016, 1170} tii[17,96] := {280, 421, 868, 1217} tii[17,97] := {897, 1075} tii[17,98] := {208, 706, 750, 1118} tii[17,99] := {78, 1011} tii[17,100] := {841} tii[17,101] := {95, 501, 697, 1133} tii[17,102] := {490} tii[17,103] := {138, 373, 847, 1218} tii[17,104] := {391, 902} tii[17,105] := {57, 411, 599, 1182} tii[17,106] := {89, 291, 793, 1242} tii[17,107] := {434, 644} tii[17,108] := {61, 121, 917, 1101} tii[17,109] := {338, 529, 969, 970} tii[17,110] := {785, 976} tii[17,111] := {152, 640, 823, 1183} tii[17,112] := {211, 478, 982, 1243} tii[17,113] := {41, 159, 811, 1165} tii[17,114] := {676, 1035} tii[17,115] := {198, 771, 918, 1224} tii[17,116] := {270, 593, 1044, 1254} tii[17,117] := {97, 308, 795, 1166} tii[17,118] := {608} tii[17,119] := {492, 1008} tii[17,120] := {59, 238, 694, 1208} tii[17,121] := {545, 760} tii[17,122] := {154, 422, 914, 1209} tii[17,123] := {436, 646, 1070, 1071} tii[17,124] := {44, 178, 578, 1161} tii[17,125] := {444, 832} tii[17,126] := {347, 717, 985, 1146} tii[17,127] := {200, 537, 996, 1239} tii[17,128] := {276, 657, 889, 1203} tii[17,129] := {1001} tii[17,130] := {235, 852} tii[17,131] := {1052} tii[17,132] := {94, 498, 699, 1139} tii[17,133] := {1002, 1158} tii[17,134] := {151, 639, 819, 1192} tii[17,135] := {305, 947} tii[17,136] := {952} tii[17,137] := {63, 582, 612, 1199} tii[17,138] := {34, 476, 549, 1230} tii[17,139] := {259, 423, 1021, 1023} tii[17,140] := {899, 1079} tii[17,141] := {106, 708, 764, 1231} tii[17,142] := {797, 1123} tii[17,143] := {144, 825, 837, 1249} tii[17,144] := {844} tii[17,145] := {39, 472, 553, 1167} tii[17,146] := {393, 1049} tii[17,147] := {790, 979} tii[17,148] := {19, 376, 465, 1210} tii[17,149] := {73, 590, 691, 1211} tii[17,150] := {340, 531, 1110, 1112} tii[17,151] := {12, 294, 369, 1162} tii[17,152] := {266, 598, 1029, 1176} tii[17,153] := {677, 1041} tii[17,154] := {103, 711, 781, 1240} tii[17,155] := {566, 993} tii[17,156] := {147, 658, 829, 1202} tii[17,157] := {494, 1134} tii[17,158] := {438, 648, 1184, 1185} tii[17,159] := {349, 720, 1119, 1225} tii[17,160] := {273, 660, 1036, 1204} tii[17,161] := {257} tii[17,162] := {564} tii[17,163] := {265, 397} tii[17,164] := {367, 525} tii[17,165] := {336} tii[17,166] := {385, 904} tii[17,167] := {683} tii[17,168] := {441} tii[17,169] := {739} tii[17,170] := {306, 496} tii[17,171] := {442, 618, 849, 1061} tii[17,172] := {300, 799} tii[17,173] := {572} tii[17,174] := {420, 635} tii[17,175] := {573, 752, 975, 1128} tii[17,176] := {252, 419, 687, 878} tii[17,177] := {390, 604} tii[17,178] := {346, 702, 736, 964} tii[17,179] := {843} tii[17,180] := {520, 748} tii[17,181] := {258, 588, 630, 862} tii[17,182] := {789, 978} tii[17,183] := {463, 822, 870, 1040} tii[17,184] := {565, 768, 933, 934} tii[17,185] := {431} tii[17,186] := {224, 1090} tii[17,187] := {386, 908} tii[17,188] := {801} tii[17,189] := {550} tii[17,190] := {507} tii[17,191] := {232, 613} tii[17,192] := {164, 1135} tii[17,193] := {262, 396, 814, 1200} tii[17,194] := {333, 521, 804, 983} tii[17,195] := {688} tii[17,196] := {325, 749} tii[17,197] := {127, 243, 1091, 1214} tii[17,198] := {364, 524, 924, 1234} tii[17,199] := {953} tii[17,200] := {602} tii[17,201] := {304, 723} tii[17,202] := {264, 620, 815, 1058} tii[17,203] := {194, 473, 919, 1237} tii[17,204] := {607} tii[17,205] := {117, 1053} tii[17,206] := {432, 629, 859, 1066} tii[17,207] := {901, 1080} tii[17,208] := {417, 864} tii[17,209] := {133, 377, 838, 1250} tii[17,210] := {746} tii[17,211] := {187, 516, 705, 968} tii[17,212] := {366, 756, 925, 1125} tii[17,213] := {544, 759} tii[17,214] := {284, 591, 1026, 1251} tii[17,215] := {93, 177, 1004, 1159} tii[17,216] := {802, 989} tii[17,217] := {453, 650, 1033, 1034} tii[17,218] := {355, 712, 1102, 1257} tii[17,219] := {67, 222, 909, 1193} tii[17,220] := {389, 840} tii[17,221] := {140, 399, 846, 1197} tii[17,222] := {728} tii[17,223] := {256, 627, 816, 1063} tii[17,224] := {519, 972} tii[17,225] := {91, 317, 792, 1226} tii[17,226] := {213, 527, 981, 1227} tii[17,227] := {669, 874} tii[17,228] := {563, 770, 1120, 1121} tii[17,229] := {556, 942} tii[17,230] := {272, 656, 1043, 1247} tii[17,231] := {71, 248, 679, 1187} tii[17,232] := {360, 775, 939, 1222} tii[17,233] := {334} tii[17,234] := {113, 915} tii[17,235] := {681} tii[17,236] := {299, 958} tii[17,237] := {310} tii[17,238] := {439} tii[17,239] := {169, 495} tii[17,240] := {77, 1010} tii[17,241] := {136, 233, 616, 1098} tii[17,242] := {570} tii[17,243] := {251, 418, 857, 1027} tii[17,244] := {244, 634} tii[17,245] := {55, 120, 916, 1100} tii[17,246] := {209, 326, 754, 1164} tii[17,247] := {230, 603} tii[17,248] := {51, 906} tii[17,249] := {168, 1103} tii[17,250] := {486} tii[17,251] := {193, 503, 701, 963} tii[17,252] := {392} tii[17,253] := {96, 289, 731, 1168} tii[17,254] := {842} tii[17,255] := {335, 513, 922, 1106} tii[17,256] := {322, 747} tii[17,257] := {134, 245, 1046, 1186} tii[17,258] := {787, 977} tii[17,259] := {58, 216, 672, 1212} tii[17,260] := {339, 530} tii[17,261] := {37, 81, 809, 1013} tii[17,262] := {631} tii[17,263] := {132, 413, 587, 861} tii[17,264] := {283, 642, 821, 1038} tii[17,265] := {153, 378, 877, 1213} tii[17,266] := {23, 109, 695, 1086} tii[17,267] := {99, 296, 959, 1219} tii[17,268] := {199, 482, 945, 1241} tii[17,269] := {682, 882} tii[17,270] := {354, 533, 931, 932} tii[17,271] := {65, 234, 674, 1095} tii[17,272] := {845} tii[17,273] := {493} tii[17,274] := {388} tii[17,275] := {98, 502, 729, 1132} tii[17,276] := {31, 794} tii[17,277] := {302, 722} tii[17,278] := {36, 172, 575, 1152} tii[17,279] := {108, 327, 807, 1153} tii[17,280] := {255, 410, 817, 1177} tii[17,281] := {184, 511, 703, 966} tii[17,282] := {791, 980} tii[17,283] := {60, 412, 670, 1180} tii[17,284] := {437, 647} tii[17,285] := {518} tii[17,286] := {415, 863} tii[17,287] := {155, 641, 875, 1181} tii[17,288] := {21, 53, 693, 913} tii[17,289] := {678, 1042} tii[17,290] := {26, 123, 467, 1084} tii[17,291] := {142, 382, 850, 1244} tii[17,292] := {348, 718} tii[17,293] := {146, 429, 892, 1206} tii[17,294] := {562, 769} tii[17,295] := {450, 652, 1031, 1032} tii[17,296] := {201, 772, 943, 1223} tii[17,297] := {14, 75, 577, 995} tii[17,298] := {45, 330, 557, 1115} tii[17,299] := {204, 538, 776, 1143} tii[17,300] := {567, 938} tii[17,301] := {7, 54, 469, 887} tii[17,302] := {277, 830, 888, 1174} tii[17,303] := {40, 290, 554, 1009} tii[17,304] := {611} tii[17,305] := {229, 673} tii[17,306] := {130, 586, 626, 1064} tii[17,307] := {321, 806} tii[17,308] := {20, 217, 466, 1072} tii[17,309] := {74, 379, 692, 1073} tii[17,310] := {548, 763} tii[17,311] := {13, 158, 370, 986} tii[17,312] := {70, 424, 621, 1189} tii[17,313] := {104, 483, 782, 1147} tii[17,314] := {447, 836} tii[17,315] := {352, 536, 987, 988} tii[17,316] := {356, 778} tii[17,317] := {148, 597, 659, 1060} tii[17,318] := {359, 716, 990, 1142} tii[17,319] := {9, 110, 287, 886} tii[17,320] := {206, 540, 719, 965} tii[17,321] := {253} tii[17,322] := {560} tii[17,323] := {225, 910} tii[17,324] := {341} tii[17,325] := {118, 394} tii[17,326] := {458} tii[17,327] := {181, 323, 805, 984} tii[17,328] := {175, 522} tii[17,329] := {167, 488} tii[17,330] := {387} tii[17,331] := {137, 400, 581, 856} tii[17,332] := {724} tii[17,333] := {116, 1054} tii[17,334] := {254, 409, 860, 1067} tii[17,335] := {241, 633} tii[17,336] := {665, 869} tii[17,337] := {517} tii[17,338] := {88, 318, 475, 743} tii[17,339] := {210, 528, 707, 937} tii[17,340] := {92, 176, 1006, 1160} tii[17,341] := {561, 767} tii[17,342] := {66, 220, 911, 1195} tii[17,343] := {269, 426, 824, 826} tii[17,344] := {52, 907} tii[17,345] := {227, 600} tii[17,346] := {301} tii[17,347] := {727} tii[17,348] := {64, 398, 610, 1048} tii[17,349] := {128, 407, 584, 858} tii[17,350] := {183, 313, 741, 1149} tii[17,351] := {319, 744} tii[17,352] := {38, 82, 810, 1014} tii[17,353] := {35, 316, 547, 1109} tii[17,354] := {414} tii[17,355] := {668, 873} tii[17,356] := {107, 526, 762, 1111} tii[17,357] := {100, 293, 798, 1235} tii[17,358] := {350, 534, 927, 929} tii[17,359] := {27, 111, 696, 1089} tii[17,360] := {555, 940} tii[17,361] := {449, 651} tii[17,362] := {145, 655, 835, 1175} tii[17,363] := {25, 247, 446, 1028} tii[17,364] := {15, 84, 579, 994} tii[17,365] := {455, 828} tii[17,366] := {203, 713, 774, 1104} tii[17,367] := {730} tii[17,368] := {228} tii[17,369] := {22, 374, 443, 1096} tii[17,370] := {165, 552} tii[17,371] := {129, 237, 628, 1099} tii[17,372] := {671, 876} tii[17,373] := {86, 474, 510, 967} tii[17,374] := {320} tii[17,375] := {239, 690} tii[17,376] := {10, 292, 368, 1154} tii[17,377] := {48, 479, 574, 1155} tii[17,378] := {558, 944} tii[17,379] := {5, 219, 285, 1085} tii[17,380] := {69, 218, 680, 1216} tii[17,381] := {351, 535} tii[17,382] := {42, 329, 504, 1117} tii[17,383] := {72, 594, 663, 1207} tii[17,384] := {267, 427, 880, 881} tii[17,385] := {454, 890} tii[17,386] := {29, 124, 470, 1088} tii[17,387] := {358, 714} tii[17,388] := {274, 595, 885, 1059} tii[17,389] := {105, 539, 715, 1144} tii[17,390] := {2, 160, 214, 992} tii[17,391] := {361, 780} tii[17,392] := {149, 430, 833, 1062} tii[17,393] := {115, 601} tii[17,394] := {56, 408, 585, 1065} tii[17,395] := {173, 745} tii[17,396] := {197, 332, 928, 930} tii[17,397] := {24, 381, 448, 1191} tii[17,398] := {8, 221, 286, 1087} tii[17,399] := {202, 484, 936, 1105} tii[17,400] := {205, 541, 941, 1145} tii[17,401] := {195} tii[17,402] := {150, 246} tii[17,403] := {345} tii[17,404] := {231, 685} tii[17,405] := {207, 315} tii[17,406] := {462} tii[17,407] := {188, 328, 569, 773} tii[17,408] := {141, 383, 464, 654} tii[17,409] := {487} tii[17,410] := {79, 955} tii[17,411] := {236, 406} tii[17,412] := {337, 514, 742, 971} tii[17,413] := {632} tii[17,414] := {62, 122, 905, 1082} tii[17,415] := {196, 481, 532, 766} tii[17,416] := {684, 883} tii[17,417] := {46, 161, 800, 1127} tii[17,418] := {28, 125, 686, 1039} tii[17,419] := {303} tii[17,420] := {18, 675} tii[17,421] := {170, 509} tii[17,422] := {185, 314, 704, 1148} tii[17,423] := {11, 32, 576, 808} tii[17,424] := {416} tii[17,425] := {102, 295, 737, 1233} tii[17,426] := {143, 425, 592, 879} tii[17,427] := {6, 49, 468, 893} tii[17,428] := {451, 653} tii[17,429] := {3, 33, 372, 777} tii[17,430] := {47, 180, 568, 1124} tii[17,431] := {457, 831} tii[17,432] := {0, 50, 288, 661} tii[17,433] := {166} tii[17,434] := {119, 405} tii[17,435] := {87, 171, 512, 1012} tii[17,436] := {240} tii[17,437] := {43, 157, 559, 1163} tii[17,438] := {101, 331, 480, 765} tii[17,439] := {268, 428} tii[17,440] := {17, 83, 371, 991} tii[17,441] := {275, 596} tii[17,442] := {30, 250, 456, 1037} tii[17,443] := {4, 76, 215, 779} tii[17,444] := {278, 662} tii[17,445] := {80, 312} tii[17,446] := {68, 249, 380, 649} tii[17,447] := {16, 179, 357, 935} tii[17,448] := {1, 112, 156, 891} cell#264 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {788} tii[17,2] := {625, 855} tii[17,3] := {485, 1003} tii[17,4] := {900} tii[17,5] := {853} tii[17,6] := {508, 962} tii[17,7] := {551, 735, 956, 1140} tii[17,8] := {689, 866, 1076, 1194} tii[17,9] := {997} tii[17,10] := {624, 1057} tii[17,11] := {1050} tii[17,12] := {344, 733, 920, 1137} tii[17,13] := {998, 1156} tii[17,14] := {461, 867, 1024, 1188} tii[17,15] := {726, 1131} tii[17,16] := {667, 872, 1178, 1179} tii[17,17] := {384, 1045} tii[17,18] := {786} tii[17,19] := {404, 854} tii[17,20] := {738} tii[17,21] := {440, 617, 1019, 1173} tii[17,22] := {571, 751, 1113, 1220} tii[17,23] := {298, 1129} tii[17,24] := {894} tii[17,25] := {623} tii[17,26] := {226, 1172} tii[17,27] := {506, 961} tii[17,28] := {949} tii[17,29] := {261, 615, 813, 1055} tii[17,30] := {343, 500, 921, 1221} tii[17,31] := {182, 324, 1130, 1232} tii[17,32] := {895, 1074} tii[17,33] := {363, 753, 923, 1116} tii[17,34] := {460, 637, 1025, 1245} tii[17,35] := {725} tii[17,36] := {263, 583, 1018, 1246} tii[17,37] := {606, 1047} tii[17,38] := {186, 477, 948, 1255} tii[17,39] := {666, 871} tii[17,40] := {543, 758, 1107, 1108} tii[17,41] := {365, 709, 1114, 1256} tii[17,42] := {452, 827, 1171, 1259} tii[17,43] := {999} tii[17,44] := {403, 912} tii[17,45] := {1051} tii[17,46] := {191, 700, 732, 1138} tii[17,47] := {1000, 1157} tii[17,48] := {281, 820, 865, 1190} tii[17,49] := {951} tii[17,50] := {139, 619, 812, 1198} tii[17,51] := {491, 1007} tii[17,52] := {90, 515, 721, 1228} tii[17,53] := {435, 645, 1068, 1069} tii[17,54] := {898, 1078} tii[17,55] := {212, 755, 926, 1229} tii[17,56] := {796, 1122} tii[17,57] := {271, 884, 1017, 1248} tii[17,58] := {609, 1094} tii[17,59] := {546, 761, 1150, 1151} tii[17,60] := {445, 834, 1083, 1205} tii[17,61] := {664} tii[17,62] := {297, 1005} tii[17,63] := {311, 740} tii[17,64] := {622} tii[17,65] := {342, 499, 957, 1141} tii[17,66] := {459, 636, 1077, 1196} tii[17,67] := {223, 1092} tii[17,68] := {783} tii[17,69] := {401, 851} tii[17,70] := {505} tii[17,71] := {163, 1136} tii[17,72] := {839} tii[17,73] := {189, 497, 698, 960} tii[17,74] := {260, 395, 848, 1201} tii[17,75] := {784, 973} tii[17,76] := {126, 242, 1093, 1215} tii[17,77] := {279, 638, 818, 1030} tii[17,78] := {362, 523, 974, 1236} tii[17,79] := {605} tii[17,80] := {489, 946} tii[17,81] := {192, 471, 954, 1238} tii[17,82] := {131, 375, 903, 1252} tii[17,83] := {433, 643, 1020, 1022} tii[17,84] := {542, 757} tii[17,85] := {282, 589, 1081, 1253} tii[17,86] := {353, 710, 1126, 1258} tii[17,87] := {162, 1015} tii[17,88] := {896} tii[17,89] := {402} tii[17,90] := {309, 803} tii[17,91] := {114, 1097} tii[17,92] := {190, 307, 734, 1169} tii[17,93] := {950} tii[17,94] := {135, 580, 614, 1056} tii[17,95] := {85, 174, 1016, 1170} tii[17,96] := {280, 421, 868, 1217} tii[17,97] := {897, 1075} tii[17,98] := {208, 706, 750, 1118} tii[17,99] := {78, 1011} tii[17,100] := {841} tii[17,101] := {95, 501, 697, 1133} tii[17,102] := {490} tii[17,103] := {138, 373, 847, 1218} tii[17,104] := {391, 902} tii[17,105] := {57, 411, 599, 1182} tii[17,106] := {89, 291, 793, 1242} tii[17,107] := {434, 644} tii[17,108] := {61, 121, 917, 1101} tii[17,109] := {338, 529, 969, 970} tii[17,110] := {785, 976} tii[17,111] := {152, 640, 823, 1183} tii[17,112] := {211, 478, 982, 1243} tii[17,113] := {41, 159, 811, 1165} tii[17,114] := {676, 1035} tii[17,115] := {198, 771, 918, 1224} tii[17,116] := {270, 593, 1044, 1254} tii[17,117] := {97, 308, 795, 1166} tii[17,118] := {608} tii[17,119] := {492, 1008} tii[17,120] := {59, 238, 694, 1208} tii[17,121] := {545, 760} tii[17,122] := {154, 422, 914, 1209} tii[17,123] := {436, 646, 1070, 1071} tii[17,124] := {44, 178, 578, 1161} tii[17,125] := {444, 832} tii[17,126] := {347, 717, 985, 1146} tii[17,127] := {200, 537, 996, 1239} tii[17,128] := {276, 657, 889, 1203} tii[17,129] := {1001} tii[17,130] := {235, 852} tii[17,131] := {1052} tii[17,132] := {94, 498, 699, 1139} tii[17,133] := {1002, 1158} tii[17,134] := {151, 639, 819, 1192} tii[17,135] := {305, 947} tii[17,136] := {952} tii[17,137] := {63, 582, 612, 1199} tii[17,138] := {34, 476, 549, 1230} tii[17,139] := {259, 423, 1021, 1023} tii[17,140] := {899, 1079} tii[17,141] := {106, 708, 764, 1231} tii[17,142] := {797, 1123} tii[17,143] := {144, 825, 837, 1249} tii[17,144] := {844} tii[17,145] := {39, 472, 553, 1167} tii[17,146] := {393, 1049} tii[17,147] := {790, 979} tii[17,148] := {19, 376, 465, 1210} tii[17,149] := {73, 590, 691, 1211} tii[17,150] := {340, 531, 1110, 1112} tii[17,151] := {12, 294, 369, 1162} tii[17,152] := {266, 598, 1029, 1176} tii[17,153] := {677, 1041} tii[17,154] := {103, 711, 781, 1240} tii[17,155] := {566, 993} tii[17,156] := {147, 658, 829, 1202} tii[17,157] := {494, 1134} tii[17,158] := {438, 648, 1184, 1185} tii[17,159] := {349, 720, 1119, 1225} tii[17,160] := {273, 660, 1036, 1204} tii[17,161] := {257} tii[17,162] := {564} tii[17,163] := {265, 397} tii[17,164] := {367, 525} tii[17,165] := {336} tii[17,166] := {385, 904} tii[17,167] := {683} tii[17,168] := {441} tii[17,169] := {739} tii[17,170] := {306, 496} tii[17,171] := {442, 618, 849, 1061} tii[17,172] := {300, 799} tii[17,173] := {572} tii[17,174] := {420, 635} tii[17,175] := {573, 752, 975, 1128} tii[17,176] := {252, 419, 687, 878} tii[17,177] := {390, 604} tii[17,178] := {346, 702, 736, 964} tii[17,179] := {843} tii[17,180] := {520, 748} tii[17,181] := {258, 588, 630, 862} tii[17,182] := {789, 978} tii[17,183] := {463, 822, 870, 1040} tii[17,184] := {565, 768, 933, 934} tii[17,185] := {431} tii[17,186] := {224, 1090} tii[17,187] := {386, 908} tii[17,188] := {801} tii[17,189] := {550} tii[17,190] := {507} tii[17,191] := {232, 613} tii[17,192] := {164, 1135} tii[17,193] := {262, 396, 814, 1200} tii[17,194] := {333, 521, 804, 983} tii[17,195] := {688} tii[17,196] := {325, 749} tii[17,197] := {127, 243, 1091, 1214} tii[17,198] := {364, 524, 924, 1234} tii[17,199] := {953} tii[17,200] := {602} tii[17,201] := {304, 723} tii[17,202] := {264, 620, 815, 1058} tii[17,203] := {194, 473, 919, 1237} tii[17,204] := {607} tii[17,205] := {117, 1053} tii[17,206] := {432, 629, 859, 1066} tii[17,207] := {901, 1080} tii[17,208] := {417, 864} tii[17,209] := {133, 377, 838, 1250} tii[17,210] := {746} tii[17,211] := {187, 516, 705, 968} tii[17,212] := {366, 756, 925, 1125} tii[17,213] := {544, 759} tii[17,214] := {284, 591, 1026, 1251} tii[17,215] := {93, 177, 1004, 1159} tii[17,216] := {802, 989} tii[17,217] := {453, 650, 1033, 1034} tii[17,218] := {355, 712, 1102, 1257} tii[17,219] := {67, 222, 909, 1193} tii[17,220] := {389, 840} tii[17,221] := {140, 399, 846, 1197} tii[17,222] := {728} tii[17,223] := {256, 627, 816, 1063} tii[17,224] := {519, 972} tii[17,225] := {91, 317, 792, 1226} tii[17,226] := {213, 527, 981, 1227} tii[17,227] := {669, 874} tii[17,228] := {563, 770, 1120, 1121} tii[17,229] := {556, 942} tii[17,230] := {272, 656, 1043, 1247} tii[17,231] := {71, 248, 679, 1187} tii[17,232] := {360, 775, 939, 1222} tii[17,233] := {334} tii[17,234] := {113, 915} tii[17,235] := {681} tii[17,236] := {299, 958} tii[17,237] := {310} tii[17,238] := {439} tii[17,239] := {169, 495} tii[17,240] := {77, 1010} tii[17,241] := {136, 233, 616, 1098} tii[17,242] := {570} tii[17,243] := {251, 418, 857, 1027} tii[17,244] := {244, 634} tii[17,245] := {55, 120, 916, 1100} tii[17,246] := {209, 326, 754, 1164} tii[17,247] := {230, 603} tii[17,248] := {51, 906} tii[17,249] := {168, 1103} tii[17,250] := {486} tii[17,251] := {193, 503, 701, 963} tii[17,252] := {392} tii[17,253] := {96, 289, 731, 1168} tii[17,254] := {842} tii[17,255] := {335, 513, 922, 1106} tii[17,256] := {322, 747} tii[17,257] := {134, 245, 1046, 1186} tii[17,258] := {787, 977} tii[17,259] := {58, 216, 672, 1212} tii[17,260] := {339, 530} tii[17,261] := {37, 81, 809, 1013} tii[17,262] := {631} tii[17,263] := {132, 413, 587, 861} tii[17,264] := {283, 642, 821, 1038} tii[17,265] := {153, 378, 877, 1213} tii[17,266] := {23, 109, 695, 1086} tii[17,267] := {99, 296, 959, 1219} tii[17,268] := {199, 482, 945, 1241} tii[17,269] := {682, 882} tii[17,270] := {354, 533, 931, 932} tii[17,271] := {65, 234, 674, 1095} tii[17,272] := {845} tii[17,273] := {493} tii[17,274] := {388} tii[17,275] := {98, 502, 729, 1132} tii[17,276] := {31, 794} tii[17,277] := {302, 722} tii[17,278] := {36, 172, 575, 1152} tii[17,279] := {108, 327, 807, 1153} tii[17,280] := {255, 410, 817, 1177} tii[17,281] := {184, 511, 703, 966} tii[17,282] := {791, 980} tii[17,283] := {60, 412, 670, 1180} tii[17,284] := {437, 647} tii[17,285] := {518} tii[17,286] := {415, 863} tii[17,287] := {155, 641, 875, 1181} tii[17,288] := {21, 53, 693, 913} tii[17,289] := {678, 1042} tii[17,290] := {26, 123, 467, 1084} tii[17,291] := {142, 382, 850, 1244} tii[17,292] := {348, 718} tii[17,293] := {146, 429, 892, 1206} tii[17,294] := {562, 769} tii[17,295] := {450, 652, 1031, 1032} tii[17,296] := {201, 772, 943, 1223} tii[17,297] := {14, 75, 577, 995} tii[17,298] := {45, 330, 557, 1115} tii[17,299] := {204, 538, 776, 1143} tii[17,300] := {567, 938} tii[17,301] := {7, 54, 469, 887} tii[17,302] := {277, 830, 888, 1174} tii[17,303] := {40, 290, 554, 1009} tii[17,304] := {611} tii[17,305] := {229, 673} tii[17,306] := {130, 586, 626, 1064} tii[17,307] := {321, 806} tii[17,308] := {20, 217, 466, 1072} tii[17,309] := {74, 379, 692, 1073} tii[17,310] := {548, 763} tii[17,311] := {13, 158, 370, 986} tii[17,312] := {70, 424, 621, 1189} tii[17,313] := {104, 483, 782, 1147} tii[17,314] := {447, 836} tii[17,315] := {352, 536, 987, 988} tii[17,316] := {356, 778} tii[17,317] := {148, 597, 659, 1060} tii[17,318] := {359, 716, 990, 1142} tii[17,319] := {9, 110, 287, 886} tii[17,320] := {206, 540, 719, 965} tii[17,321] := {253} tii[17,322] := {560} tii[17,323] := {225, 910} tii[17,324] := {341} tii[17,325] := {118, 394} tii[17,326] := {458} tii[17,327] := {181, 323, 805, 984} tii[17,328] := {175, 522} tii[17,329] := {167, 488} tii[17,330] := {387} tii[17,331] := {137, 400, 581, 856} tii[17,332] := {724} tii[17,333] := {116, 1054} tii[17,334] := {254, 409, 860, 1067} tii[17,335] := {241, 633} tii[17,336] := {665, 869} tii[17,337] := {517} tii[17,338] := {88, 318, 475, 743} tii[17,339] := {210, 528, 707, 937} tii[17,340] := {92, 176, 1006, 1160} tii[17,341] := {561, 767} tii[17,342] := {66, 220, 911, 1195} tii[17,343] := {269, 426, 824, 826} tii[17,344] := {52, 907} tii[17,345] := {227, 600} tii[17,346] := {301} tii[17,347] := {727} tii[17,348] := {64, 398, 610, 1048} tii[17,349] := {128, 407, 584, 858} tii[17,350] := {183, 313, 741, 1149} tii[17,351] := {319, 744} tii[17,352] := {38, 82, 810, 1014} tii[17,353] := {35, 316, 547, 1109} tii[17,354] := {414} tii[17,355] := {668, 873} tii[17,356] := {107, 526, 762, 1111} tii[17,357] := {100, 293, 798, 1235} tii[17,358] := {350, 534, 927, 929} tii[17,359] := {27, 111, 696, 1089} tii[17,360] := {555, 940} tii[17,361] := {449, 651} tii[17,362] := {145, 655, 835, 1175} tii[17,363] := {25, 247, 446, 1028} tii[17,364] := {15, 84, 579, 994} tii[17,365] := {455, 828} tii[17,366] := {203, 713, 774, 1104} tii[17,367] := {730} tii[17,368] := {228} tii[17,369] := {22, 374, 443, 1096} tii[17,370] := {165, 552} tii[17,371] := {129, 237, 628, 1099} tii[17,372] := {671, 876} tii[17,373] := {86, 474, 510, 967} tii[17,374] := {320} tii[17,375] := {239, 690} tii[17,376] := {10, 292, 368, 1154} tii[17,377] := {48, 479, 574, 1155} tii[17,378] := {558, 944} tii[17,379] := {5, 219, 285, 1085} tii[17,380] := {69, 218, 680, 1216} tii[17,381] := {351, 535} tii[17,382] := {42, 329, 504, 1117} tii[17,383] := {72, 594, 663, 1207} tii[17,384] := {267, 427, 880, 881} tii[17,385] := {454, 890} tii[17,386] := {29, 124, 470, 1088} tii[17,387] := {358, 714} tii[17,388] := {274, 595, 885, 1059} tii[17,389] := {105, 539, 715, 1144} tii[17,390] := {2, 160, 214, 992} tii[17,391] := {361, 780} tii[17,392] := {149, 430, 833, 1062} tii[17,393] := {115, 601} tii[17,394] := {56, 408, 585, 1065} tii[17,395] := {173, 745} tii[17,396] := {197, 332, 928, 930} tii[17,397] := {24, 381, 448, 1191} tii[17,398] := {8, 221, 286, 1087} tii[17,399] := {202, 484, 936, 1105} tii[17,400] := {205, 541, 941, 1145} tii[17,401] := {195} tii[17,402] := {150, 246} tii[17,403] := {345} tii[17,404] := {231, 685} tii[17,405] := {207, 315} tii[17,406] := {462} tii[17,407] := {188, 328, 569, 773} tii[17,408] := {141, 383, 464, 654} tii[17,409] := {487} tii[17,410] := {79, 955} tii[17,411] := {236, 406} tii[17,412] := {337, 514, 742, 971} tii[17,413] := {632} tii[17,414] := {62, 122, 905, 1082} tii[17,415] := {196, 481, 532, 766} tii[17,416] := {684, 883} tii[17,417] := {46, 161, 800, 1127} tii[17,418] := {28, 125, 686, 1039} tii[17,419] := {303} tii[17,420] := {18, 675} tii[17,421] := {170, 509} tii[17,422] := {185, 314, 704, 1148} tii[17,423] := {11, 32, 576, 808} tii[17,424] := {416} tii[17,425] := {102, 295, 737, 1233} tii[17,426] := {143, 425, 592, 879} tii[17,427] := {6, 49, 468, 893} tii[17,428] := {451, 653} tii[17,429] := {3, 33, 372, 777} tii[17,430] := {47, 180, 568, 1124} tii[17,431] := {457, 831} tii[17,432] := {0, 50, 288, 661} tii[17,433] := {166} tii[17,434] := {119, 405} tii[17,435] := {87, 171, 512, 1012} tii[17,436] := {240} tii[17,437] := {43, 157, 559, 1163} tii[17,438] := {101, 331, 480, 765} tii[17,439] := {268, 428} tii[17,440] := {17, 83, 371, 991} tii[17,441] := {275, 596} tii[17,442] := {30, 250, 456, 1037} tii[17,443] := {4, 76, 215, 779} tii[17,444] := {278, 662} tii[17,445] := {80, 312} tii[17,446] := {68, 249, 380, 649} tii[17,447] := {16, 179, 357, 935} tii[17,448] := {1, 112, 156, 891} cell#265 , |C| = 420 special orbit = [3, 3, 3, 3, 3, 1, 1] special rep = [[1, 1, 1], [2, 2, 1]] , dim = 280 cell rep = phi[[1, 1, 1],[2, 2, 1]]+phi[[1, 1],[2, 2, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[11,1] := {369} tii[11,2] := {143, 353} tii[11,3] := {393} tii[11,4] := {338} tii[11,5] := {216, 402} tii[11,6] := {268, 411} tii[11,7] := {404} tii[11,8] := {383} tii[11,9] := {275, 417} tii[11,10] := {328, 419} tii[11,11] := {395} tii[11,12] := {374, 408} tii[11,13] := {111} tii[11,14] := {300} tii[11,15] := {175} tii[11,16] := {225} tii[11,17] := {142} tii[11,18] := {110, 316} tii[11,19] := {337} tii[11,20] := {301} tii[11,21] := {183} tii[11,22] := {176, 382} tii[11,23] := {81, 278} tii[11,24] := {28, 163} tii[11,25] := {215} tii[11,26] := {226, 397} tii[11,27] := {48, 204} tii[11,28] := {267} tii[11,29] := {302} tii[11,30] := {220} tii[11,31] := {106, 319} tii[11,32] := {265} tii[11,33] := {149, 349} tii[11,34] := {88, 280} tii[11,35] := {318} tii[11,36] := {197, 403} tii[11,37] := {256} tii[11,38] := {245, 412} tii[11,39] := {307} tii[11,40] := {343} tii[11,41] := {298} tii[11,42] := {161, 384} tii[11,43] := {309, 372} tii[11,44] := {135, 360} tii[11,45] := {340} tii[11,46] := {206, 399} tii[11,47] := {234, 391} tii[11,48] := {182} tii[11,49] := {112, 317} tii[11,50] := {44, 201} tii[11,51] := {370} tii[11,52] := {222} tii[11,53] := {257} tii[11,54] := {70, 247} tii[11,55] := {308} tii[11,56] := {140, 356} tii[11,57] := {339} tii[11,58] := {260} tii[11,59] := {188, 379} tii[11,60] := {122, 323} tii[11,61] := {306} tii[11,62] := {354} tii[11,63] := {184} tii[11,64] := {236, 415} tii[11,65] := {64, 241} tii[11,66] := {297} tii[11,67] := {286, 418} tii[11,68] := {95, 287} tii[11,69] := {342} tii[11,70] := {76, 277} tii[11,71] := {303} tii[11,72] := {178, 385} tii[11,73] := {373} tii[11,74] := {336} tii[11,75] := {221} tii[11,76] := {199, 405} tii[11,77] := {114, 327} tii[11,78] := {228, 400} tii[11,79] := {344, 394} tii[11,80] := {174, 389} tii[11,81] := {157, 361} tii[11,82] := {266} tii[11,83] := {371} tii[11,84] := {248, 414} tii[11,85] := {192, 376} tii[11,86] := {274, 407} tii[11,87] := {358} tii[11,88] := {259} tii[11,89] := {194, 387} tii[11,90] := {325, 381} tii[11,91] := {305} tii[11,92] := {290, 367} tii[11,93] := {314} tii[11,94] := {364} tii[11,95] := {352} tii[11,96] := {240, 409} tii[11,97] := {390} tii[11,98] := {288, 416} tii[11,99] := {214, 396} tii[11,100] := {312, 413} tii[11,101] := {315} tii[11,102] := {255, 410} tii[11,103] := {363} tii[11,104] := {345, 398} tii[11,105] := {82} tii[11,106] := {29} tii[11,107] := {49} tii[11,108] := {107} tii[11,109] := {150} tii[11,110] := {89} tii[11,111] := {145} tii[11,112] := {17, 127} tii[11,113] := {57, 242} tii[11,114] := {43} tii[11,115] := {32, 167} tii[11,116] := {69} tii[11,117] := {262} tii[11,118] := {139} tii[11,119] := {180} tii[11,120] := {79, 279} tii[11,121] := {54} tii[11,122] := {11, 97} tii[11,123] := {187} tii[11,124] := {224} tii[11,125] := {62, 243} tii[11,126] := {117, 313} tii[11,127] := {4, 72} tii[11,128] := {121} tii[11,129] := {85} tii[11,130] := {21, 131} tii[11,131] := {152} tii[11,132] := {31, 170} tii[11,133] := {217} tii[11,134] := {96, 320} tii[11,135] := {154} tii[11,136] := {74, 281} tii[11,137] := {132, 350} tii[11,138] := {263} tii[11,139] := {159, 332} tii[11,140] := {56, 249} tii[11,141] := {63} tii[11,142] := {144} tii[11,143] := {42, 200} tii[11,144] := {94} tii[11,145] := {68, 246} tii[11,146] := {75} tii[11,147] := {53, 238} tii[11,148] := {138, 355} tii[11,149] := {18, 128} tii[11,150] := {261} tii[11,151] := {177} tii[11,152] := {179} tii[11,153] := {113} tii[11,154] := {84, 284} tii[11,155] := {186, 378} tii[11,156] := {227} tii[11,157] := {33, 168} tii[11,158] := {120, 322} tii[11,159] := {156} tii[11,160] := {8, 99} tii[11,161] := {223} tii[11,162] := {191} tii[11,163] := {151, 346} tii[11,164] := {46, 209} tii[11,165] := {321} tii[11,166] := {258} tii[11,167] := {126, 357} tii[11,168] := {104} tii[11,169] := {218} tii[11,170] := {36, 198} tii[11,171] := {282, 351} tii[11,172] := {155, 359} tii[11,173] := {15, 129} tii[11,174] := {193} tii[11,175] := {102, 324} tii[11,176] := {304} tii[11,177] := {147} tii[11,178] := {264} tii[11,179] := {169, 380} tii[11,180] := {59, 244} tii[11,181] := {229} tii[11,182] := {196, 366} tii[11,183] := {118, 311} tii[11,184] := {65, 251} tii[11,185] := {250, 333} tii[11,186] := {80, 289} tii[11,187] := {171, 334} tii[11,188] := {237} tii[11,189] := {173, 388} tii[11,190] := {232} tii[11,191] := {283} tii[11,192] := {108, 329} tii[11,193] := {272, 348} tii[11,194] := {90} tii[11,195] := {125} tii[11,196] := {30, 164} tii[11,197] := {103} tii[11,198] := {219} tii[11,199] := {50, 205} tii[11,200] := {14, 130} tii[11,201] := {146} tii[11,202] := {269} tii[11,203] := {195} tii[11,204] := {67, 252} tii[11,205] := {231} tii[11,206] := {55, 239} tii[11,207] := {299} tii[11,208] := {137} tii[11,209] := {162, 386} tii[11,210] := {27, 166} tii[11,211] := {233} tii[11,212] := {86, 285} tii[11,213] := {136, 362} tii[11,214] := {341} tii[11,215] := {185} tii[11,216] := {207, 401} tii[11,217] := {153, 347} tii[11,218] := {93, 292} tii[11,219] := {270} tii[11,220] := {235, 392} tii[11,221] := {109, 330} tii[11,222] := {212, 368} tii[11,223] := {105} tii[11,224] := {276} tii[11,225] := {213, 406} tii[11,226] := {41, 202} tii[11,227] := {271} tii[11,228] := {326} tii[11,229] := {148} tii[11,230] := {124, 331} tii[11,231] := {141, 365} tii[11,232] := {310, 377} tii[11,233] := {230} tii[11,234] := {254, 335} tii[11,235] := {296} tii[11,236] := {181, 375} tii[11,237] := {19} tii[11,238] := {34} tii[11,239] := {10} tii[11,240] := {47} tii[11,241] := {37} tii[11,242] := {5, 71} tii[11,243] := {16} tii[11,244] := {2, 51} tii[11,245] := {60} tii[11,246] := {12, 100} tii[11,247] := {119} tii[11,248] := {66} tii[11,249] := {20, 133} tii[11,250] := {1, 35} tii[11,251] := {24, 172} tii[11,252] := {78} tii[11,253] := {23, 160} tii[11,254] := {9, 98} tii[11,255] := {26} tii[11,256] := {116} tii[11,257] := {39, 203} tii[11,258] := {92} tii[11,259] := {45, 208} tii[11,260] := {3, 52} tii[11,261] := {190} tii[11,262] := {87, 273} tii[11,263] := {134, 295} tii[11,264] := {38, 211} tii[11,265] := {77} tii[11,266] := {40} tii[11,267] := {25, 165} tii[11,268] := {115} tii[11,269] := {91, 291} tii[11,270] := {7, 73} tii[11,271] := {123} tii[11,272] := {189} tii[11,273] := {210, 294} tii[11,274] := {58, 253} tii[11,275] := {61} tii[11,276] := {13, 101} tii[11,277] := {158} tii[11,278] := {83, 293} tii[11,279] := {6} tii[11,280] := {0, 22} cell#266 , |C| = 420 special orbit = [3, 3, 3, 3, 3, 1, 1] special rep = [[1, 1, 1], [2, 2, 1]] , dim = 280 cell rep = phi[[1, 1, 1],[2, 2, 1]]+phi[[1, 1],[2, 2, 2]] TII depth = 4 TII multiplicity polynomial = 140*X+140*X^2 TII subcells: tii[11,1] := {369} tii[11,2] := {143, 353} tii[11,3] := {393} tii[11,4] := {338} tii[11,5] := {216, 402} tii[11,6] := {268, 411} tii[11,7] := {404} tii[11,8] := {383} tii[11,9] := {275, 417} tii[11,10] := {328, 419} tii[11,11] := {395} tii[11,12] := {374, 408} tii[11,13] := {111} tii[11,14] := {300} tii[11,15] := {175} tii[11,16] := {225} tii[11,17] := {142} tii[11,18] := {110, 316} tii[11,19] := {337} tii[11,20] := {301} tii[11,21] := {183} tii[11,22] := {176, 382} tii[11,23] := {81, 278} tii[11,24] := {28, 163} tii[11,25] := {215} tii[11,26] := {226, 397} tii[11,27] := {48, 204} tii[11,28] := {267} tii[11,29] := {302} tii[11,30] := {220} tii[11,31] := {106, 319} tii[11,32] := {265} tii[11,33] := {149, 349} tii[11,34] := {88, 280} tii[11,35] := {318} tii[11,36] := {197, 403} tii[11,37] := {256} tii[11,38] := {245, 412} tii[11,39] := {307} tii[11,40] := {343} tii[11,41] := {298} tii[11,42] := {161, 384} tii[11,43] := {309, 372} tii[11,44] := {135, 360} tii[11,45] := {340} tii[11,46] := {206, 399} tii[11,47] := {234, 391} tii[11,48] := {182} tii[11,49] := {112, 317} tii[11,50] := {44, 201} tii[11,51] := {370} tii[11,52] := {222} tii[11,53] := {257} tii[11,54] := {70, 247} tii[11,55] := {308} tii[11,56] := {140, 356} tii[11,57] := {339} tii[11,58] := {260} tii[11,59] := {188, 379} tii[11,60] := {122, 323} tii[11,61] := {306} tii[11,62] := {354} tii[11,63] := {184} tii[11,64] := {236, 415} tii[11,65] := {64, 241} tii[11,66] := {297} tii[11,67] := {286, 418} tii[11,68] := {95, 287} tii[11,69] := {342} tii[11,70] := {76, 277} tii[11,71] := {303} tii[11,72] := {178, 385} tii[11,73] := {373} tii[11,74] := {336} tii[11,75] := {221} tii[11,76] := {199, 405} tii[11,77] := {114, 327} tii[11,78] := {228, 400} tii[11,79] := {344, 394} tii[11,80] := {174, 389} tii[11,81] := {157, 361} tii[11,82] := {266} tii[11,83] := {371} tii[11,84] := {248, 414} tii[11,85] := {192, 376} tii[11,86] := {274, 407} tii[11,87] := {358} tii[11,88] := {259} tii[11,89] := {194, 387} tii[11,90] := {325, 381} tii[11,91] := {305} tii[11,92] := {290, 367} tii[11,93] := {314} tii[11,94] := {364} tii[11,95] := {352} tii[11,96] := {240, 409} tii[11,97] := {390} tii[11,98] := {288, 416} tii[11,99] := {214, 396} tii[11,100] := {312, 413} tii[11,101] := {315} tii[11,102] := {255, 410} tii[11,103] := {363} tii[11,104] := {345, 398} tii[11,105] := {82} tii[11,106] := {29} tii[11,107] := {49} tii[11,108] := {107} tii[11,109] := {150} tii[11,110] := {89} tii[11,111] := {145} tii[11,112] := {17, 127} tii[11,113] := {57, 242} tii[11,114] := {43} tii[11,115] := {32, 167} tii[11,116] := {69} tii[11,117] := {262} tii[11,118] := {139} tii[11,119] := {180} tii[11,120] := {79, 279} tii[11,121] := {54} tii[11,122] := {11, 97} tii[11,123] := {187} tii[11,124] := {224} tii[11,125] := {62, 243} tii[11,126] := {117, 313} tii[11,127] := {4, 72} tii[11,128] := {121} tii[11,129] := {85} tii[11,130] := {21, 131} tii[11,131] := {152} tii[11,132] := {31, 170} tii[11,133] := {217} tii[11,134] := {96, 320} tii[11,135] := {154} tii[11,136] := {74, 281} tii[11,137] := {132, 350} tii[11,138] := {263} tii[11,139] := {159, 332} tii[11,140] := {56, 249} tii[11,141] := {63} tii[11,142] := {144} tii[11,143] := {42, 200} tii[11,144] := {94} tii[11,145] := {68, 246} tii[11,146] := {75} tii[11,147] := {53, 238} tii[11,148] := {138, 355} tii[11,149] := {18, 128} tii[11,150] := {261} tii[11,151] := {177} tii[11,152] := {179} tii[11,153] := {113} tii[11,154] := {84, 284} tii[11,155] := {186, 378} tii[11,156] := {227} tii[11,157] := {33, 168} tii[11,158] := {120, 322} tii[11,159] := {156} tii[11,160] := {8, 99} tii[11,161] := {223} tii[11,162] := {191} tii[11,163] := {151, 346} tii[11,164] := {46, 209} tii[11,165] := {321} tii[11,166] := {258} tii[11,167] := {126, 357} tii[11,168] := {104} tii[11,169] := {218} tii[11,170] := {36, 198} tii[11,171] := {282, 351} tii[11,172] := {155, 359} tii[11,173] := {15, 129} tii[11,174] := {193} tii[11,175] := {102, 324} tii[11,176] := {304} tii[11,177] := {147} tii[11,178] := {264} tii[11,179] := {169, 380} tii[11,180] := {59, 244} tii[11,181] := {229} tii[11,182] := {196, 366} tii[11,183] := {118, 311} tii[11,184] := {65, 251} tii[11,185] := {250, 333} tii[11,186] := {80, 289} tii[11,187] := {171, 334} tii[11,188] := {237} tii[11,189] := {173, 388} tii[11,190] := {232} tii[11,191] := {283} tii[11,192] := {108, 329} tii[11,193] := {272, 348} tii[11,194] := {90} tii[11,195] := {125} tii[11,196] := {30, 164} tii[11,197] := {103} tii[11,198] := {219} tii[11,199] := {50, 205} tii[11,200] := {14, 130} tii[11,201] := {146} tii[11,202] := {269} tii[11,203] := {195} tii[11,204] := {67, 252} tii[11,205] := {231} tii[11,206] := {55, 239} tii[11,207] := {299} tii[11,208] := {137} tii[11,209] := {162, 386} tii[11,210] := {27, 166} tii[11,211] := {233} tii[11,212] := {86, 285} tii[11,213] := {136, 362} tii[11,214] := {341} tii[11,215] := {185} tii[11,216] := {207, 401} tii[11,217] := {153, 347} tii[11,218] := {93, 292} tii[11,219] := {270} tii[11,220] := {235, 392} tii[11,221] := {109, 330} tii[11,222] := {212, 368} tii[11,223] := {105} tii[11,224] := {276} tii[11,225] := {213, 406} tii[11,226] := {41, 202} tii[11,227] := {271} tii[11,228] := {326} tii[11,229] := {148} tii[11,230] := {124, 331} tii[11,231] := {141, 365} tii[11,232] := {310, 377} tii[11,233] := {230} tii[11,234] := {254, 335} tii[11,235] := {296} tii[11,236] := {181, 375} tii[11,237] := {19} tii[11,238] := {34} tii[11,239] := {10} tii[11,240] := {47} tii[11,241] := {37} tii[11,242] := {5, 71} tii[11,243] := {16} tii[11,244] := {2, 51} tii[11,245] := {60} tii[11,246] := {12, 100} tii[11,247] := {119} tii[11,248] := {66} tii[11,249] := {20, 133} tii[11,250] := {1, 35} tii[11,251] := {24, 172} tii[11,252] := {78} tii[11,253] := {23, 160} tii[11,254] := {9, 98} tii[11,255] := {26} tii[11,256] := {116} tii[11,257] := {39, 203} tii[11,258] := {92} tii[11,259] := {45, 208} tii[11,260] := {3, 52} tii[11,261] := {190} tii[11,262] := {87, 273} tii[11,263] := {134, 295} tii[11,264] := {38, 211} tii[11,265] := {77} tii[11,266] := {40} tii[11,267] := {25, 165} tii[11,268] := {115} tii[11,269] := {91, 291} tii[11,270] := {7, 73} tii[11,271] := {123} tii[11,272] := {189} tii[11,273] := {210, 294} tii[11,274] := {58, 253} tii[11,275] := {61} tii[11,276] := {13, 101} tii[11,277] := {158} tii[11,278] := {83, 293} tii[11,279] := {6} tii[11,280] := {0, 22} cell#267 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {715} tii[17,2] := {533, 802} tii[17,3] := {387, 974} tii[17,4] := {848} tii[17,5] := {800} tii[17,6] := {405, 929} tii[17,7] := {456, 656, 922, 1137} tii[17,8] := {612, 821, 1065, 1190} tii[17,9] := {970} tii[17,10] := {532, 1040} tii[17,11] := {1031} tii[17,12] := {236, 654, 879, 1131} tii[17,13] := {971, 1150} tii[17,14] := {360, 822, 1006, 1184} tii[17,15] := {649, 1126} tii[17,16] := {581, 826, 1177, 1178} tii[17,17] := {510, 1029} tii[17,18] := {977} tii[17,19] := {294, 1041} tii[17,20] := {928} tii[17,21] := {587, 793, 999, 1174} tii[17,22] := {741, 949, 1105, 1219} tii[17,23] := {642, 910} tii[17,24] := {1078} tii[17,25] := {801} tii[17,26] := {514, 798} tii[17,27] := {404, 1133} tii[17,28] := {1128} tii[17,29] := {157, 523, 998, 1198} tii[17,30] := {457, 880, 924, 1099} tii[17,31] := {386, 671, 680, 891} tii[17,32] := {1079, 1212} tii[17,33] := {256, 686, 1104, 1232} tii[17,34] := {613, 1007, 1064, 1168} tii[17,35] := {918} tii[17,36] := {338, 754, 1035, 1046} tii[17,37] := {518, 1196} tii[17,38] := {229, 630, 908, 940} tii[17,39] := {850, 1069} tii[17,40] := {450, 690, 1226, 1227} tii[17,41] := {484, 889, 1118, 1148} tii[17,42] := {600, 1014, 1015, 1201} tii[17,43] := {1124} tii[17,44] := {531, 1200} tii[17,45] := {1171} tii[17,46] := {235, 624, 1098, 1222} tii[17,47] := {1125, 1231} tii[17,48] := {359, 760, 1182, 1244} tii[17,49] := {1097} tii[17,50] := {159, 497, 1172, 1175} tii[17,51] := {650, 1237} tii[17,52] := {90, 381, 1095, 1102} tii[17,53] := {582, 827, 1250, 1251} tii[17,54] := {1030, 1183} tii[17,55] := {259, 632, 1220, 1230} tii[17,56] := {926, 1218} tii[17,57] := {347, 766, 1189, 1247} tii[17,58] := {751, 1246} tii[17,59] := {645, 890, 1255, 1256} tii[17,60] := {530, 994, 1245, 1259} tii[17,61] := {874} tii[17,62] := {448, 975} tii[17,63] := {206, 982} tii[17,64] := {864} tii[17,65] := {492, 725, 923, 1138} tii[17,66] := {622, 870, 1066, 1192} tii[17,67] := {579, 851} tii[17,68] := {992} tii[17,69] := {293, 1084} tii[17,70] := {734} tii[17,71] := {454, 728} tii[17,72] := {1082} tii[17,73] := {97, 396, 921, 1163} tii[17,74] := {373, 791, 858, 1048} tii[17,75] := {993, 1166} tii[17,76] := {326, 605, 610, 831} tii[17,77] := {174, 554, 1063, 1214} tii[17,78] := {495, 950, 989, 1120} tii[17,79] := {857} tii[17,80] := {393, 1161} tii[17,81] := {269, 657, 980, 984} tii[17,82] := {184, 544, 846, 866} tii[17,83] := {331, 559, 1207, 1208} tii[17,84] := {748, 990} tii[17,85] := {377, 824, 1077, 1089} tii[17,86] := {494, 963, 964, 1165} tii[17,87] := {449, 719} tii[17,88] := {1080} tii[17,89] := {599} tii[17,90] := {403, 1164} tii[17,91] := {334, 594} tii[17,92] := {268, 655, 724, 935} tii[17,93] := {1129} tii[17,94] := {156, 496, 1039, 1199} tii[17,95] := {228, 474, 479, 695} tii[17,96] := {376, 823, 869, 1025} tii[17,97] := {1081, 1213} tii[17,98] := {255, 631, 1152, 1233} tii[17,99] := {237, 472} tii[17,100] := {1037} tii[17,101] := {98, 378, 1130, 1139} tii[17,102] := {723} tii[17,103] := {187, 526, 856, 865} tii[17,104] := {519, 1217} tii[17,105] := {51, 276, 1028, 1056} tii[17,106] := {116, 417, 714, 739} tii[17,107] := {619, 871} tii[17,108] := {150, 357, 362, 573} tii[17,109] := {451, 691, 1242, 1243} tii[17,110] := {976, 1153} tii[17,111] := {175, 503, 1193, 1211} tii[17,112] := {274, 688, 969, 988} tii[17,113] := {114, 264, 467, 489} tii[17,114] := {861, 1191} tii[17,115] := {244, 635, 1159, 1239} tii[17,116] := {375, 838, 839, 1085} tii[17,117] := {120, 399, 915, 936} tii[17,118] := {789} tii[17,119] := {623, 1238} tii[17,120] := {72, 304, 779, 816} tii[17,121] := {720, 956} tii[17,122] := {192, 557, 1026, 1061} tii[17,123] := {513, 763, 1252, 1253} tii[17,124] := {45, 220, 661, 696} tii[17,125] := {595, 1024} tii[17,126] := {402, 876, 1234, 1258} tii[17,127] := {272, 705, 966, 1136} tii[17,128] := {355, 842, 1027, 1205} tii[17,129] := {972} tii[17,130] := {345, 1083} tii[17,131] := {1032} tii[17,132] := {118, 397, 920, 1132} tii[17,133] := {973, 1151} tii[17,134] := {190, 555, 1062, 1185} tii[17,135] := {459, 1162} tii[17,136] := {916} tii[17,137] := {73, 290, 1034, 1044} tii[17,138] := {37, 211, 907, 938} tii[17,139] := {372, 615, 1209, 1210} tii[17,140] := {847, 1067} tii[17,141] := {123, 426, 1114, 1147} tii[17,142] := {726, 1113} tii[17,143] := {188, 570, 1072, 1202} tii[17,144] := {788} tii[17,145] := {41, 204, 914, 933} tii[17,146] := {521, 1197} tii[17,147] := {718, 955} tii[17,148] := {18, 136, 778, 814} tii[17,149] := {76, 313, 1022, 1060} tii[17,150] := {453, 693, 1228, 1229} tii[17,151] := {10, 85, 660, 694} tii[17,152] := {342, 776, 1186, 1249} tii[17,153] := {593, 1021} tii[17,154] := {121, 435, 965, 1135} tii[17,155] := {471, 967} tii[17,156] := {169, 575, 1023, 1204} tii[17,157] := {394, 1127} tii[17,158] := {332, 560, 1179, 1180} tii[17,159] := {242, 641, 1107, 1225} tii[17,160] := {168, 577, 1017, 1206} tii[17,161] := {154} tii[17,162] := {469} tii[17,163] := {164, 289} tii[17,164] := {263, 425} tii[17,165] := {232} tii[17,166] := {283, 853} tii[17,167] := {597} tii[17,168] := {336} tii[17,169] := {665} tii[17,170] := {203, 395} tii[17,171] := {337, 525, 792, 1050} tii[17,172] := {198, 730} tii[17,173] := {481} tii[17,174] := {312, 553} tii[17,175] := {482, 685, 951, 1123} tii[17,176] := {149, 311, 606, 833} tii[17,177] := {288, 517} tii[17,178] := {241, 626, 658, 931} tii[17,179] := {786} tii[17,180] := {423, 683} tii[17,181] := {155, 502, 546, 812} tii[17,182] := {716, 953} tii[17,183] := {365, 762, 825, 1018} tii[17,184] := {470, 699, 895, 896} tii[17,185] := {327} tii[17,186] := {511, 780} tii[17,187] := {284, 859} tii[17,188] := {731} tii[17,189] := {455} tii[17,190] := {664} tii[17,191] := {132, 522} tii[17,192] := {389, 662} tii[17,193] := {335, 752, 790, 1001} tii[17,194] := {227, 424, 736, 957} tii[17,195] := {611} tii[17,196] := {216, 684} tii[17,197] := {281, 539, 548, 764} tii[17,198] := {480, 887, 948, 1092} tii[17,199] := {917} tii[17,200] := {515} tii[17,201] := {202, 647} tii[17,202] := {163, 527, 753, 1045} tii[17,203] := {238, 625, 913, 932} tii[17,204] := {787} tii[17,205] := {285, 537} tii[17,206] := {328, 543, 807, 1054} tii[17,207] := {849, 1068} tii[17,208] := {309, 818} tii[17,209] := {151, 501, 777, 813} tii[17,210] := {681} tii[17,211] := {95, 419, 629, 939} tii[17,212] := {262, 689, 888, 1116} tii[17,213] := {717, 954} tii[17,214] := {363, 761, 1020, 1059} tii[17,215] := {197, 418, 422, 637} tii[17,216] := {732, 961} tii[17,217] := {348, 565, 1012, 1013} tii[17,218] := {468, 893, 894, 1134} tii[17,219] := {147, 315, 534, 568} tii[17,220] := {287, 782} tii[17,221] := {161, 498, 996, 1002} tii[17,222] := {878} tii[17,223] := {153, 541, 757, 1052} tii[17,224] := {421, 944} tii[17,225] := {93, 382, 877, 886} tii[17,226] := {260, 633, 1093, 1103} tii[17,227] := {781, 1009} tii[17,228] := {465, 701, 1108, 1109} tii[17,229] := {663, 1091} tii[17,230] := {349, 767, 1016, 1173} tii[17,231] := {68, 279, 755, 765} tii[17,232] := {411, 897, 1094, 1224} tii[17,233] := {446} tii[17,234] := {330, 584} tii[17,235] := {862} tii[17,236] := {388, 925} tii[17,237] := {466} tii[17,238] := {586} tii[17,239] := {81, 653} tii[17,240] := {234, 462} tii[17,241] := {186, 524, 591, 804} tii[17,242] := {740} tii[17,243] := {325, 552, 806, 1010} tii[17,244] := {139, 820} tii[17,245] := {148, 356, 358, 563} tii[17,246] := {273, 687, 744, 904} tii[17,247] := {130, 783} tii[17,248] := {158, 352} tii[17,249] := {390, 667} tii[17,250] := {646} tii[17,251] := {101, 400, 881, 1140} tii[17,252] := {589} tii[17,253] := {119, 398, 722, 735} tii[17,254] := {1038} tii[17,255] := {447, 675, 883, 1101} tii[17,256] := {215, 945} tii[17,257] := {282, 545, 551, 768} tii[17,258] := {978, 1154} tii[17,259] := {70, 303, 580, 609} tii[17,260] := {490, 745} tii[17,261] := {89, 253, 258, 439} tii[17,262] := {817} tii[17,263] := {55, 305, 759, 1057} tii[17,264] := {178, 558, 1008, 1195} tii[17,265] := {191, 556, 845, 868} tii[17,266] := {66, 179, 346, 368} tii[17,267] := {226, 429, 666, 702} tii[17,268] := {271, 703, 704, 983} tii[17,269] := {863, 1071} tii[17,270] := {245, 433, 1110, 1111} tii[17,271] := {74, 291, 784, 805} tii[17,272] := {997} tii[17,273] := {652} tii[17,274] := {516} tii[17,275] := {99, 379, 1096, 1100} tii[17,276] := {100, 250} tii[17,277] := {200, 912} tii[17,278] := {38, 212, 643, 679} tii[17,279] := {124, 427, 905, 946} tii[17,280] := {329, 758, 811, 1004} tii[17,281] := {92, 414, 884, 1144} tii[17,282] := {911, 1106} tii[17,283] := {53, 277, 995, 1005} tii[17,284] := {585, 829} tii[17,285] := {682} tii[17,286] := {308, 1058} tii[17,287] := {176, 504, 1169, 1181} tii[17,288] := {54, 173, 177, 321} tii[17,289] := {799, 1167} tii[17,290] := {24, 142, 528, 564} tii[17,291] := {182, 505, 796, 835} tii[17,292] := {463, 903} tii[17,293] := {189, 571, 841, 1042} tii[17,294] := {733, 962} tii[17,295] := {344, 567, 1187, 1188} tii[17,296] := {246, 636, 1112, 1223} tii[17,297] := {36, 112, 247, 265} tii[17,298] := {35, 195, 882, 892} tii[17,299] := {251, 710, 906, 1141} tii[17,300] := {668, 1117} tii[17,301] := {21, 65, 298, 322} tii[17,302] := {297, 770, 1170, 1248} tii[17,303] := {42, 205, 648, 670} tii[17,304] := {520} tii[17,305] := {286, 1033} tii[17,306] := {152, 500, 1003, 1176} tii[17,307] := {420, 1146} tii[17,308] := {19, 137, 512, 547} tii[17,309] := {77, 314, 774, 819} tii[17,310] := {452, 692} tii[17,311] := {11, 86, 401, 431} tii[17,312] := {67, 278, 1000, 1011} tii[17,313] := {122, 436, 706, 930} tii[17,314] := {341, 773} tii[17,315] := {464, 700, 1235, 1236} tii[17,316] := {248, 711} tii[17,317] := {172, 576, 775, 1047} tii[17,318] := {409, 898, 1221, 1257} tii[17,319] := {6, 50, 295, 320} tii[17,320] := {105, 444, 640, 934} tii[17,321] := {370} tii[17,322] := {749} tii[17,323] := {333, 860} tii[17,324] := {491} tii[17,325] := {46, 590} tii[17,326] := {621} tii[17,327] := {266, 486, 737, 958} tii[17,328] := {84, 743} tii[17,329] := {80, 721} tii[17,330] := {588} tii[17,331] := {59, 292, 794, 1086} tii[17,332] := {981} tii[17,333] := {339, 602} tii[17,334] := {371, 608, 808, 1055} tii[17,335] := {138, 867} tii[17,336] := {875, 1090} tii[17,337] := {742} tii[17,338] := {31, 213, 676, 985} tii[17,339] := {111, 428, 952, 1160} tii[17,340] := {230, 477, 485, 707} tii[17,341] := {750, 991} tii[17,342] := {183, 366, 601, 618} tii[17,343] := {165, 318, 1073, 1074} tii[17,344] := {162, 354} tii[17,345] := {129, 855} tii[17,346] := {458} tii[17,347] := {919} tii[17,348] := {57, 275, 1036, 1049} tii[17,349] := {52, 301, 810, 1087} tii[17,350] := {267, 672, 738, 941} tii[17,351] := {214, 987} tii[17,352] := {94, 254, 261, 442} tii[17,353] := {29, 193, 909, 942} tii[17,354] := {614} tii[17,355] := {852, 1070} tii[17,356] := {109, 383, 1121, 1149} tii[17,357] := {125, 430, 727, 746} tii[17,358] := {243, 434, 1157, 1158} tii[17,359] := {69, 180, 350, 369} tii[17,360] := {729, 1119} tii[17,361] := {620, 873} tii[17,362] := {166, 507, 1075, 1203} tii[17,363] := {16, 126, 797, 832} tii[17,364] := {40, 113, 412, 443} tii[17,365] := {603, 1076} tii[17,366] := {207, 639, 1122, 1240} tii[17,367] := {651} tii[17,368] := {340} tii[17,369] := {22, 133, 785, 803} tii[17,370] := {199, 979} tii[17,371] := {185, 542, 607, 815} tii[17,372] := {583, 828} tii[17,373] := {91, 380, 937, 1145} tii[17,374] := {483} tii[17,375] := {307, 1088} tii[17,376] := {7, 83, 644, 677} tii[17,377] := {43, 217, 901, 947} tii[17,378] := {461, 900} tii[17,379] := {4, 48, 529, 562} tii[17,380] := {78, 316, 592, 616} tii[17,381] := {493, 747} tii[17,382] := {34, 194, 927, 959} tii[17,383] := {75, 319, 840, 1043} tii[17,384] := {343, 566, 1215, 1216} tii[17,385] := {351, 843} tii[17,386] := {25, 145, 536, 574} tii[17,387] := {473, 968} tii[17,388] := {296, 771, 1194, 1254} tii[17,389] := {106, 441, 902, 1142} tii[17,390] := {1, 27, 408, 438} tii[17,391] := {252, 713} tii[17,392] := {62, 324, 772, 1051} tii[17,393] := {160, 854} tii[17,394] := {71, 302, 809, 1053} tii[17,395] := {257, 986} tii[17,396] := {270, 488, 1155, 1156} tii[17,397] := {23, 141, 795, 830} tii[17,398] := {5, 49, 535, 572} tii[17,399] := {249, 712, 1115, 1241} tii[17,400] := {104, 445, 899, 1143} tii[17,401] := {102} tii[17,402] := {63, 140} tii[17,403] := {240} tii[17,404] := {131, 604} tii[17,405] := {107, 210} tii[17,406] := {364} tii[17,407] := {96, 218, 478, 709} tii[17,408] := {60, 280, 367, 569} tii[17,409] := {392} tii[17,410] := {201, 410} tii[17,411] := {135, 300} tii[17,412] := {233, 416, 673, 943} tii[17,413] := {550} tii[17,414] := {128, 306, 310, 508} tii[17,415] := {103, 385, 432, 698} tii[17,416] := {598, 837} tii[17,417] := {88, 221, 406, 437} tii[17,418] := {56, 144, 499, 509} tii[17,419] := {391} tii[17,420] := {58, 171} tii[17,421] := {82, 413} tii[17,422] := {231, 628, 674, 885} tii[17,423] := {30, 108, 110, 224} tii[17,424] := {549} tii[17,425] := {115, 384, 659, 697} tii[17,426] := {61, 317, 506, 834} tii[17,427] := {17, 64, 167, 181} tii[17,428] := {596, 836} tii[17,429] := {9, 33, 209, 225} tii[17,430] := {39, 196, 627, 638} tii[17,431] := {538, 1019} tii[17,432] := {3, 15, 134, 146} tii[17,433] := {239} tii[17,434] := {47, 540} tii[17,435] := {117, 415, 476, 678} tii[17,436] := {361} tii[17,437] := {44, 219, 460, 487} tii[17,438] := {32, 222, 634, 960} tii[17,439] := {374, 617} tii[17,440] := {12, 87, 407, 440} tii[17,441] := {353, 844} tii[17,442] := {20, 127, 756, 769} tii[17,443] := {2, 28, 208, 223} tii[17,444] := {170, 578} tii[17,445] := {26, 475} tii[17,446] := {14, 143, 561, 872} tii[17,447] := {8, 79, 669, 708} tii[17,448] := {0, 13, 299, 323} cell#268 , |C| = 91 special orbit = [7, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [1, 1, 1, 1, 1]] , dim = 56 cell rep = phi[[3],[1, 1, 1, 1, 1]]+phi[[],[4, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 21*X+35*X^2 TII subcells: tii[29,1] := {86} tii[29,2] := {88} tii[29,3] := {87} tii[29,4] := {89, 90} tii[29,5] := {82} tii[29,6] := {81} tii[29,7] := {84, 85} tii[29,8] := {74} tii[29,9] := {79, 80} tii[29,10] := {72, 83} tii[29,11] := {75} tii[29,12] := {73} tii[29,13] := {77, 78} tii[29,14] := {63} tii[29,15] := {70, 71} tii[29,16] := {61, 76} tii[29,17] := {50} tii[29,18] := {59, 60} tii[29,19] := {47, 67} tii[29,20] := {34, 64} tii[29,21] := {65} tii[29,22] := {62} tii[29,23] := {68, 69} tii[29,24] := {49} tii[29,25] := {57, 58} tii[29,26] := {46, 66} tii[29,27] := {36} tii[29,28] := {44, 45} tii[29,29] := {33, 54} tii[29,30] := {22, 51} tii[29,31] := {24} tii[29,32] := {30, 31} tii[29,33] := {21, 40} tii[29,34] := {12, 38} tii[29,35] := {6, 41} tii[29,36] := {52} tii[29,37] := {48} tii[29,38] := {55, 56} tii[29,39] := {35} tii[29,40] := {42, 43} tii[29,41] := {32, 53} tii[29,42] := {23} tii[29,43] := {28, 29} tii[29,44] := {20, 39} tii[29,45] := {11, 37} tii[29,46] := {13} tii[29,47] := {18, 19} tii[29,48] := {10, 26} tii[29,49] := {5, 25} tii[29,50] := {3, 27} tii[29,51] := {7} tii[29,52] := {8, 9} tii[29,53] := {4, 16} tii[29,54] := {2, 14} tii[29,55] := {1, 17} tii[29,56] := {0, 15} cell#269 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {175} tii[16,2] := {188, 216} tii[16,3] := {207, 234} tii[16,4] := {195} tii[16,5] := {179} tii[16,6] := {167, 228} tii[16,7] := {152, 205} tii[16,8] := {190, 244} tii[16,9] := {144, 239} tii[16,10] := {116, 226} tii[16,11] := {170, 252} tii[16,12] := {189, 256} tii[16,13] := {176} tii[16,14] := {155} tii[16,15] := {143, 215} tii[16,16] := {128, 185} tii[16,17] := {169, 233} tii[16,18] := {132} tii[16,19] := {119, 227} tii[16,20] := {89, 212} tii[16,21] := {103, 165} tii[16,22] := {148, 243} tii[16,23] := {88, 183} tii[16,24] := {168, 249} tii[16,25] := {93, 235} tii[16,26] := {68, 222} tii[16,27] := {124, 248} tii[16,28] := {54, 211} tii[16,29] := {146, 253} tii[16,30] := {162, 258} tii[16,31] := {153} tii[16,32] := {131} tii[16,33] := {118, 200} tii[16,34] := {102, 164} tii[16,35] := {147, 221} tii[16,36] := {105} tii[16,37] := {92, 213} tii[16,38] := {66, 196} tii[16,39] := {79, 139} tii[16,40] := {123, 231} tii[16,41] := {64, 159} tii[16,42] := {145, 240} tii[16,43] := {82} tii[16,44] := {70, 223} tii[16,45] := {56, 114} tii[16,46] := {46, 208} tii[16,47] := {98, 238} tii[16,48] := {37, 193} tii[16,49] := {44, 134} tii[16,50] := {121, 245} tii[16,51] := {33, 151} tii[16,52] := {137, 254} tii[16,53] := {49, 214} tii[16,54] := {32, 197} tii[16,55] := {74, 232} tii[16,56] := {25, 182} tii[16,57] := {95, 241} tii[16,58] := {17, 161} tii[16,59] := {112, 250} tii[16,60] := {96, 257} tii[16,61] := {130} tii[16,62] := {104} tii[16,63] := {91, 180} tii[16,64] := {78, 138} tii[16,65] := {122, 206} tii[16,66] := {81} tii[16,67] := {69, 198} tii[16,68] := {45, 177} tii[16,69] := {55, 113} tii[16,70] := {97, 219} tii[16,71] := {43, 133} tii[16,72] := {120, 229} tii[16,73] := {57} tii[16,74] := {48, 209} tii[16,75] := {31, 191} tii[16,76] := {39, 86} tii[16,77] := {73, 224} tii[16,78] := {24, 171} tii[16,79] := {29, 107} tii[16,80] := {94, 236} tii[16,81] := {21, 125} tii[16,82] := {110, 246} tii[16,83] := {41} tii[16,84] := {34, 199} tii[16,85] := {27, 63} tii[16,86] := {20, 178} tii[16,87] := {52, 220} tii[16,88] := {19, 83} tii[16,89] := {15, 158} tii[16,90] := {71, 230} tii[16,91] := {9, 135} tii[16,92] := {13, 100} tii[16,93] := {85, 242} tii[16,94] := {7, 84} tii[16,95] := {72, 251} tii[16,96] := {23, 210} tii[16,97] := {12, 192} tii[16,98] := {35, 225} tii[16,99] := {8, 172} tii[16,100] := {50, 237} tii[16,101] := {4, 150} tii[16,102] := {61, 247} tii[16,103] := {2, 126} tii[16,104] := {51, 255} tii[16,105] := {62, 259} tii[16,106] := {154} tii[16,107] := {141, 187} tii[16,108] := {156} tii[16,109] := {166, 204} tii[16,110] := {129, 186} tii[16,111] := {115, 202} tii[16,112] := {106} tii[16,113] := {142, 218} tii[16,114] := {80, 140} tii[16,115] := {99, 217} tii[16,116] := {65, 160} tii[16,117] := {47, 174} tii[16,118] := {58} tii[16,119] := {117, 203} tii[16,120] := {40, 87} tii[16,121] := {75, 201} tii[16,122] := {30, 108} tii[16,123] := {38, 194} tii[16,124] := {22, 127} tii[16,125] := {14, 111} tii[16,126] := {28} tii[16,127] := {90, 184} tii[16,128] := {18, 42} tii[16,129] := {11, 59} tii[16,130] := {53, 181} tii[16,131] := {6, 76} tii[16,132] := {26, 173} tii[16,133] := {10, 136} tii[16,134] := {3, 60} tii[16,135] := {1, 77} tii[16,136] := {67, 163} tii[16,137] := {36, 157} tii[16,138] := {16, 149} tii[16,139] := {5, 109} tii[16,140] := {0, 101} cell#270 , |C| = 1260 special orbit = [5, 3, 3, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [2, 1, 1, 1]] , dim = 448 cell rep = phi[[2, 1],[2, 1, 1, 1]]+phi[[1, 1],[3, 1, 1, 1]]+phi[[2],[2, 2, 1, 1]]+phi[[1],[3, 2, 1, 1]] TII depth = 4 TII multiplicity polynomial = 84*X+140*X^2+224*X^4 TII subcells: tii[17,1] := {715} tii[17,2] := {533, 802} tii[17,3] := {387, 974} tii[17,4] := {848} tii[17,5] := {800} tii[17,6] := {405, 929} tii[17,7] := {456, 656, 922, 1137} tii[17,8] := {612, 821, 1065, 1190} tii[17,9] := {970} tii[17,10] := {532, 1040} tii[17,11] := {1031} tii[17,12] := {236, 654, 879, 1131} tii[17,13] := {971, 1150} tii[17,14] := {360, 822, 1006, 1184} tii[17,15] := {649, 1126} tii[17,16] := {581, 826, 1177, 1178} tii[17,17] := {510, 1029} tii[17,18] := {977} tii[17,19] := {294, 1041} tii[17,20] := {928} tii[17,21] := {587, 793, 999, 1174} tii[17,22] := {741, 949, 1105, 1219} tii[17,23] := {642, 910} tii[17,24] := {1078} tii[17,25] := {801} tii[17,26] := {514, 798} tii[17,27] := {404, 1133} tii[17,28] := {1128} tii[17,29] := {157, 523, 998, 1198} tii[17,30] := {457, 880, 924, 1099} tii[17,31] := {386, 671, 680, 891} tii[17,32] := {1079, 1212} tii[17,33] := {256, 686, 1104, 1232} tii[17,34] := {613, 1007, 1064, 1168} tii[17,35] := {918} tii[17,36] := {338, 754, 1035, 1046} tii[17,37] := {518, 1196} tii[17,38] := {229, 630, 908, 940} tii[17,39] := {850, 1069} tii[17,40] := {450, 690, 1226, 1227} tii[17,41] := {484, 889, 1118, 1148} tii[17,42] := {600, 1014, 1015, 1201} tii[17,43] := {1124} tii[17,44] := {531, 1200} tii[17,45] := {1171} tii[17,46] := {235, 624, 1098, 1222} tii[17,47] := {1125, 1231} tii[17,48] := {359, 760, 1182, 1244} tii[17,49] := {1097} tii[17,50] := {159, 497, 1172, 1175} tii[17,51] := {650, 1237} tii[17,52] := {90, 381, 1095, 1102} tii[17,53] := {582, 827, 1250, 1251} tii[17,54] := {1030, 1183} tii[17,55] := {259, 632, 1220, 1230} tii[17,56] := {926, 1218} tii[17,57] := {347, 766, 1189, 1247} tii[17,58] := {751, 1246} tii[17,59] := {645, 890, 1255, 1256} tii[17,60] := {530, 994, 1245, 1259} tii[17,61] := {874} tii[17,62] := {448, 975} tii[17,63] := {206, 982} tii[17,64] := {864} tii[17,65] := {492, 725, 923, 1138} tii[17,66] := {622, 870, 1066, 1192} tii[17,67] := {579, 851} tii[17,68] := {992} tii[17,69] := {293, 1084} tii[17,70] := {734} tii[17,71] := {454, 728} tii[17,72] := {1082} tii[17,73] := {97, 396, 921, 1163} tii[17,74] := {373, 791, 858, 1048} tii[17,75] := {993, 1166} tii[17,76] := {326, 605, 610, 831} tii[17,77] := {174, 554, 1063, 1214} tii[17,78] := {495, 950, 989, 1120} tii[17,79] := {857} tii[17,80] := {393, 1161} tii[17,81] := {269, 657, 980, 984} tii[17,82] := {184, 544, 846, 866} tii[17,83] := {331, 559, 1207, 1208} tii[17,84] := {748, 990} tii[17,85] := {377, 824, 1077, 1089} tii[17,86] := {494, 963, 964, 1165} tii[17,87] := {449, 719} tii[17,88] := {1080} tii[17,89] := {599} tii[17,90] := {403, 1164} tii[17,91] := {334, 594} tii[17,92] := {268, 655, 724, 935} tii[17,93] := {1129} tii[17,94] := {156, 496, 1039, 1199} tii[17,95] := {228, 474, 479, 695} tii[17,96] := {376, 823, 869, 1025} tii[17,97] := {1081, 1213} tii[17,98] := {255, 631, 1152, 1233} tii[17,99] := {237, 472} tii[17,100] := {1037} tii[17,101] := {98, 378, 1130, 1139} tii[17,102] := {723} tii[17,103] := {187, 526, 856, 865} tii[17,104] := {519, 1217} tii[17,105] := {51, 276, 1028, 1056} tii[17,106] := {116, 417, 714, 739} tii[17,107] := {619, 871} tii[17,108] := {150, 357, 362, 573} tii[17,109] := {451, 691, 1242, 1243} tii[17,110] := {976, 1153} tii[17,111] := {175, 503, 1193, 1211} tii[17,112] := {274, 688, 969, 988} tii[17,113] := {114, 264, 467, 489} tii[17,114] := {861, 1191} tii[17,115] := {244, 635, 1159, 1239} tii[17,116] := {375, 838, 839, 1085} tii[17,117] := {120, 399, 915, 936} tii[17,118] := {789} tii[17,119] := {623, 1238} tii[17,120] := {72, 304, 779, 816} tii[17,121] := {720, 956} tii[17,122] := {192, 557, 1026, 1061} tii[17,123] := {513, 763, 1252, 1253} tii[17,124] := {45, 220, 661, 696} tii[17,125] := {595, 1024} tii[17,126] := {402, 876, 1234, 1258} tii[17,127] := {272, 705, 966, 1136} tii[17,128] := {355, 842, 1027, 1205} tii[17,129] := {972} tii[17,130] := {345, 1083} tii[17,131] := {1032} tii[17,132] := {118, 397, 920, 1132} tii[17,133] := {973, 1151} tii[17,134] := {190, 555, 1062, 1185} tii[17,135] := {459, 1162} tii[17,136] := {916} tii[17,137] := {73, 290, 1034, 1044} tii[17,138] := {37, 211, 907, 938} tii[17,139] := {372, 615, 1209, 1210} tii[17,140] := {847, 1067} tii[17,141] := {123, 426, 1114, 1147} tii[17,142] := {726, 1113} tii[17,143] := {188, 570, 1072, 1202} tii[17,144] := {788} tii[17,145] := {41, 204, 914, 933} tii[17,146] := {521, 1197} tii[17,147] := {718, 955} tii[17,148] := {18, 136, 778, 814} tii[17,149] := {76, 313, 1022, 1060} tii[17,150] := {453, 693, 1228, 1229} tii[17,151] := {10, 85, 660, 694} tii[17,152] := {342, 776, 1186, 1249} tii[17,153] := {593, 1021} tii[17,154] := {121, 435, 965, 1135} tii[17,155] := {471, 967} tii[17,156] := {169, 575, 1023, 1204} tii[17,157] := {394, 1127} tii[17,158] := {332, 560, 1179, 1180} tii[17,159] := {242, 641, 1107, 1225} tii[17,160] := {168, 577, 1017, 1206} tii[17,161] := {154} tii[17,162] := {469} tii[17,163] := {164, 289} tii[17,164] := {263, 425} tii[17,165] := {232} tii[17,166] := {283, 853} tii[17,167] := {597} tii[17,168] := {336} tii[17,169] := {665} tii[17,170] := {203, 395} tii[17,171] := {337, 525, 792, 1050} tii[17,172] := {198, 730} tii[17,173] := {481} tii[17,174] := {312, 553} tii[17,175] := {482, 685, 951, 1123} tii[17,176] := {149, 311, 606, 833} tii[17,177] := {288, 517} tii[17,178] := {241, 626, 658, 931} tii[17,179] := {786} tii[17,180] := {423, 683} tii[17,181] := {155, 502, 546, 812} tii[17,182] := {716, 953} tii[17,183] := {365, 762, 825, 1018} tii[17,184] := {470, 699, 895, 896} tii[17,185] := {327} tii[17,186] := {511, 780} tii[17,187] := {284, 859} tii[17,188] := {731} tii[17,189] := {455} tii[17,190] := {664} tii[17,191] := {132, 522} tii[17,192] := {389, 662} tii[17,193] := {335, 752, 790, 1001} tii[17,194] := {227, 424, 736, 957} tii[17,195] := {611} tii[17,196] := {216, 684} tii[17,197] := {281, 539, 548, 764} tii[17,198] := {480, 887, 948, 1092} tii[17,199] := {917} tii[17,200] := {515} tii[17,201] := {202, 647} tii[17,202] := {163, 527, 753, 1045} tii[17,203] := {238, 625, 913, 932} tii[17,204] := {787} tii[17,205] := {285, 537} tii[17,206] := {328, 543, 807, 1054} tii[17,207] := {849, 1068} tii[17,208] := {309, 818} tii[17,209] := {151, 501, 777, 813} tii[17,210] := {681} tii[17,211] := {95, 419, 629, 939} tii[17,212] := {262, 689, 888, 1116} tii[17,213] := {717, 954} tii[17,214] := {363, 761, 1020, 1059} tii[17,215] := {197, 418, 422, 637} tii[17,216] := {732, 961} tii[17,217] := {348, 565, 1012, 1013} tii[17,218] := {468, 893, 894, 1134} tii[17,219] := {147, 315, 534, 568} tii[17,220] := {287, 782} tii[17,221] := {161, 498, 996, 1002} tii[17,222] := {878} tii[17,223] := {153, 541, 757, 1052} tii[17,224] := {421, 944} tii[17,225] := {93, 382, 877, 886} tii[17,226] := {260, 633, 1093, 1103} tii[17,227] := {781, 1009} tii[17,228] := {465, 701, 1108, 1109} tii[17,229] := {663, 1091} tii[17,230] := {349, 767, 1016, 1173} tii[17,231] := {68, 279, 755, 765} tii[17,232] := {411, 897, 1094, 1224} tii[17,233] := {446} tii[17,234] := {330, 584} tii[17,235] := {862} tii[17,236] := {388, 925} tii[17,237] := {466} tii[17,238] := {586} tii[17,239] := {81, 653} tii[17,240] := {234, 462} tii[17,241] := {186, 524, 591, 804} tii[17,242] := {740} tii[17,243] := {325, 552, 806, 1010} tii[17,244] := {139, 820} tii[17,245] := {148, 356, 358, 563} tii[17,246] := {273, 687, 744, 904} tii[17,247] := {130, 783} tii[17,248] := {158, 352} tii[17,249] := {390, 667} tii[17,250] := {646} tii[17,251] := {101, 400, 881, 1140} tii[17,252] := {589} tii[17,253] := {119, 398, 722, 735} tii[17,254] := {1038} tii[17,255] := {447, 675, 883, 1101} tii[17,256] := {215, 945} tii[17,257] := {282, 545, 551, 768} tii[17,258] := {978, 1154} tii[17,259] := {70, 303, 580, 609} tii[17,260] := {490, 745} tii[17,261] := {89, 253, 258, 439} tii[17,262] := {817} tii[17,263] := {55, 305, 759, 1057} tii[17,264] := {178, 558, 1008, 1195} tii[17,265] := {191, 556, 845, 868} tii[17,266] := {66, 179, 346, 368} tii[17,267] := {226, 429, 666, 702} tii[17,268] := {271, 703, 704, 983} tii[17,269] := {863, 1071} tii[17,270] := {245, 433, 1110, 1111} tii[17,271] := {74, 291, 784, 805} tii[17,272] := {997} tii[17,273] := {652} tii[17,274] := {516} tii[17,275] := {99, 379, 1096, 1100} tii[17,276] := {100, 250} tii[17,277] := {200, 912} tii[17,278] := {38, 212, 643, 679} tii[17,279] := {124, 427, 905, 946} tii[17,280] := {329, 758, 811, 1004} tii[17,281] := {92, 414, 884, 1144} tii[17,282] := {911, 1106} tii[17,283] := {53, 277, 995, 1005} tii[17,284] := {585, 829} tii[17,285] := {682} tii[17,286] := {308, 1058} tii[17,287] := {176, 504, 1169, 1181} tii[17,288] := {54, 173, 177, 321} tii[17,289] := {799, 1167} tii[17,290] := {24, 142, 528, 564} tii[17,291] := {182, 505, 796, 835} tii[17,292] := {463, 903} tii[17,293] := {189, 571, 841, 1042} tii[17,294] := {733, 962} tii[17,295] := {344, 567, 1187, 1188} tii[17,296] := {246, 636, 1112, 1223} tii[17,297] := {36, 112, 247, 265} tii[17,298] := {35, 195, 882, 892} tii[17,299] := {251, 710, 906, 1141} tii[17,300] := {668, 1117} tii[17,301] := {21, 65, 298, 322} tii[17,302] := {297, 770, 1170, 1248} tii[17,303] := {42, 205, 648, 670} tii[17,304] := {520} tii[17,305] := {286, 1033} tii[17,306] := {152, 500, 1003, 1176} tii[17,307] := {420, 1146} tii[17,308] := {19, 137, 512, 547} tii[17,309] := {77, 314, 774, 819} tii[17,310] := {452, 692} tii[17,311] := {11, 86, 401, 431} tii[17,312] := {67, 278, 1000, 1011} tii[17,313] := {122, 436, 706, 930} tii[17,314] := {341, 773} tii[17,315] := {464, 700, 1235, 1236} tii[17,316] := {248, 711} tii[17,317] := {172, 576, 775, 1047} tii[17,318] := {409, 898, 1221, 1257} tii[17,319] := {6, 50, 295, 320} tii[17,320] := {105, 444, 640, 934} tii[17,321] := {370} tii[17,322] := {749} tii[17,323] := {333, 860} tii[17,324] := {491} tii[17,325] := {46, 590} tii[17,326] := {621} tii[17,327] := {266, 486, 737, 958} tii[17,328] := {84, 743} tii[17,329] := {80, 721} tii[17,330] := {588} tii[17,331] := {59, 292, 794, 1086} tii[17,332] := {981} tii[17,333] := {339, 602} tii[17,334] := {371, 608, 808, 1055} tii[17,335] := {138, 867} tii[17,336] := {875, 1090} tii[17,337] := {742} tii[17,338] := {31, 213, 676, 985} tii[17,339] := {111, 428, 952, 1160} tii[17,340] := {230, 477, 485, 707} tii[17,341] := {750, 991} tii[17,342] := {183, 366, 601, 618} tii[17,343] := {165, 318, 1073, 1074} tii[17,344] := {162, 354} tii[17,345] := {129, 855} tii[17,346] := {458} tii[17,347] := {919} tii[17,348] := {57, 275, 1036, 1049} tii[17,349] := {52, 301, 810, 1087} tii[17,350] := {267, 672, 738, 941} tii[17,351] := {214, 987} tii[17,352] := {94, 254, 261, 442} tii[17,353] := {29, 193, 909, 942} tii[17,354] := {614} tii[17,355] := {852, 1070} tii[17,356] := {109, 383, 1121, 1149} tii[17,357] := {125, 430, 727, 746} tii[17,358] := {243, 434, 1157, 1158} tii[17,359] := {69, 180, 350, 369} tii[17,360] := {729, 1119} tii[17,361] := {620, 873} tii[17,362] := {166, 507, 1075, 1203} tii[17,363] := {16, 126, 797, 832} tii[17,364] := {40, 113, 412, 443} tii[17,365] := {603, 1076} tii[17,366] := {207, 639, 1122, 1240} tii[17,367] := {651} tii[17,368] := {340} tii[17,369] := {22, 133, 785, 803} tii[17,370] := {199, 979} tii[17,371] := {185, 542, 607, 815} tii[17,372] := {583, 828} tii[17,373] := {91, 380, 937, 1145} tii[17,374] := {483} tii[17,375] := {307, 1088} tii[17,376] := {7, 83, 644, 677} tii[17,377] := {43, 217, 901, 947} tii[17,378] := {461, 900} tii[17,379] := {4, 48, 529, 562} tii[17,380] := {78, 316, 592, 616} tii[17,381] := {493, 747} tii[17,382] := {34, 194, 927, 959} tii[17,383] := {75, 319, 840, 1043} tii[17,384] := {343, 566, 1215, 1216} tii[17,385] := {351, 843} tii[17,386] := {25, 145, 536, 574} tii[17,387] := {473, 968} tii[17,388] := {296, 771, 1194, 1254} tii[17,389] := {106, 441, 902, 1142} tii[17,390] := {1, 27, 408, 438} tii[17,391] := {252, 713} tii[17,392] := {62, 324, 772, 1051} tii[17,393] := {160, 854} tii[17,394] := {71, 302, 809, 1053} tii[17,395] := {257, 986} tii[17,396] := {270, 488, 1155, 1156} tii[17,397] := {23, 141, 795, 830} tii[17,398] := {5, 49, 535, 572} tii[17,399] := {249, 712, 1115, 1241} tii[17,400] := {104, 445, 899, 1143} tii[17,401] := {102} tii[17,402] := {63, 140} tii[17,403] := {240} tii[17,404] := {131, 604} tii[17,405] := {107, 210} tii[17,406] := {364} tii[17,407] := {96, 218, 478, 709} tii[17,408] := {60, 280, 367, 569} tii[17,409] := {392} tii[17,410] := {201, 410} tii[17,411] := {135, 300} tii[17,412] := {233, 416, 673, 943} tii[17,413] := {550} tii[17,414] := {128, 306, 310, 508} tii[17,415] := {103, 385, 432, 698} tii[17,416] := {598, 837} tii[17,417] := {88, 221, 406, 437} tii[17,418] := {56, 144, 499, 509} tii[17,419] := {391} tii[17,420] := {58, 171} tii[17,421] := {82, 413} tii[17,422] := {231, 628, 674, 885} tii[17,423] := {30, 108, 110, 224} tii[17,424] := {549} tii[17,425] := {115, 384, 659, 697} tii[17,426] := {61, 317, 506, 834} tii[17,427] := {17, 64, 167, 181} tii[17,428] := {596, 836} tii[17,429] := {9, 33, 209, 225} tii[17,430] := {39, 196, 627, 638} tii[17,431] := {538, 1019} tii[17,432] := {3, 15, 134, 146} tii[17,433] := {239} tii[17,434] := {47, 540} tii[17,435] := {117, 415, 476, 678} tii[17,436] := {361} tii[17,437] := {44, 219, 460, 487} tii[17,438] := {32, 222, 634, 960} tii[17,439] := {374, 617} tii[17,440] := {12, 87, 407, 440} tii[17,441] := {353, 844} tii[17,442] := {20, 127, 756, 769} tii[17,443] := {2, 28, 208, 223} tii[17,444] := {170, 578} tii[17,445] := {26, 475} tii[17,446] := {14, 143, 561, 872} tii[17,447] := {8, 79, 669, 708} tii[17,448] := {0, 13, 299, 323} cell#271 , |C| = 91 special orbit = [7, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[3], [1, 1, 1, 1, 1]] , dim = 56 cell rep = phi[[3],[1, 1, 1, 1, 1]]+phi[[],[4, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 21*X+35*X^2 TII subcells: tii[29,1] := {86} tii[29,2] := {88} tii[29,3] := {87} tii[29,4] := {89, 90} tii[29,5] := {82} tii[29,6] := {81} tii[29,7] := {84, 85} tii[29,8] := {74} tii[29,9] := {79, 80} tii[29,10] := {72, 83} tii[29,11] := {75} tii[29,12] := {73} tii[29,13] := {77, 78} tii[29,14] := {63} tii[29,15] := {70, 71} tii[29,16] := {61, 76} tii[29,17] := {50} tii[29,18] := {59, 60} tii[29,19] := {47, 67} tii[29,20] := {34, 64} tii[29,21] := {65} tii[29,22] := {62} tii[29,23] := {68, 69} tii[29,24] := {49} tii[29,25] := {57, 58} tii[29,26] := {46, 66} tii[29,27] := {36} tii[29,28] := {44, 45} tii[29,29] := {33, 54} tii[29,30] := {22, 51} tii[29,31] := {24} tii[29,32] := {30, 31} tii[29,33] := {21, 41} tii[29,34] := {12, 38} tii[29,35] := {6, 40} tii[29,36] := {52} tii[29,37] := {48} tii[29,38] := {55, 56} tii[29,39] := {35} tii[29,40] := {42, 43} tii[29,41] := {32, 53} tii[29,42] := {23} tii[29,43] := {28, 29} tii[29,44] := {20, 39} tii[29,45] := {11, 37} tii[29,46] := {13} tii[29,47] := {18, 19} tii[29,48] := {10, 27} tii[29,49] := {5, 25} tii[29,50] := {3, 26} tii[29,51] := {7} tii[29,52] := {8, 9} tii[29,53] := {4, 17} tii[29,54] := {2, 14} tii[29,55] := {1, 16} tii[29,56] := {0, 15} cell#272 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {175} tii[16,2] := {188, 216} tii[16,3] := {207, 234} tii[16,4] := {195} tii[16,5] := {179} tii[16,6] := {167, 228} tii[16,7] := {152, 205} tii[16,8] := {190, 244} tii[16,9] := {144, 239} tii[16,10] := {116, 226} tii[16,11] := {170, 252} tii[16,12] := {189, 256} tii[16,13] := {176} tii[16,14] := {155} tii[16,15] := {143, 215} tii[16,16] := {128, 185} tii[16,17] := {169, 233} tii[16,18] := {132} tii[16,19] := {119, 227} tii[16,20] := {89, 212} tii[16,21] := {103, 165} tii[16,22] := {148, 243} tii[16,23] := {88, 183} tii[16,24] := {168, 249} tii[16,25] := {93, 235} tii[16,26] := {68, 222} tii[16,27] := {124, 248} tii[16,28] := {54, 211} tii[16,29] := {146, 253} tii[16,30] := {162, 258} tii[16,31] := {153} tii[16,32] := {131} tii[16,33] := {118, 200} tii[16,34] := {102, 164} tii[16,35] := {147, 221} tii[16,36] := {105} tii[16,37] := {92, 213} tii[16,38] := {66, 196} tii[16,39] := {79, 139} tii[16,40] := {123, 231} tii[16,41] := {64, 159} tii[16,42] := {145, 240} tii[16,43] := {82} tii[16,44] := {70, 223} tii[16,45] := {56, 114} tii[16,46] := {46, 208} tii[16,47] := {98, 238} tii[16,48] := {37, 193} tii[16,49] := {44, 134} tii[16,50] := {121, 245} tii[16,51] := {33, 151} tii[16,52] := {137, 254} tii[16,53] := {49, 214} tii[16,54] := {32, 197} tii[16,55] := {74, 232} tii[16,56] := {25, 182} tii[16,57] := {95, 241} tii[16,58] := {17, 161} tii[16,59] := {112, 250} tii[16,60] := {96, 257} tii[16,61] := {130} tii[16,62] := {104} tii[16,63] := {91, 180} tii[16,64] := {78, 138} tii[16,65] := {122, 206} tii[16,66] := {81} tii[16,67] := {69, 198} tii[16,68] := {45, 177} tii[16,69] := {55, 113} tii[16,70] := {97, 219} tii[16,71] := {43, 133} tii[16,72] := {120, 229} tii[16,73] := {57} tii[16,74] := {48, 209} tii[16,75] := {31, 191} tii[16,76] := {39, 86} tii[16,77] := {73, 224} tii[16,78] := {24, 171} tii[16,79] := {29, 107} tii[16,80] := {94, 236} tii[16,81] := {21, 125} tii[16,82] := {110, 246} tii[16,83] := {41} tii[16,84] := {34, 199} tii[16,85] := {27, 63} tii[16,86] := {20, 178} tii[16,87] := {52, 220} tii[16,88] := {19, 83} tii[16,89] := {15, 158} tii[16,90] := {71, 230} tii[16,91] := {9, 135} tii[16,92] := {13, 100} tii[16,93] := {85, 242} tii[16,94] := {7, 84} tii[16,95] := {72, 251} tii[16,96] := {23, 210} tii[16,97] := {12, 192} tii[16,98] := {35, 225} tii[16,99] := {8, 172} tii[16,100] := {50, 237} tii[16,101] := {4, 150} tii[16,102] := {61, 247} tii[16,103] := {2, 126} tii[16,104] := {51, 255} tii[16,105] := {62, 259} tii[16,106] := {154} tii[16,107] := {141, 187} tii[16,108] := {156} tii[16,109] := {166, 204} tii[16,110] := {129, 186} tii[16,111] := {115, 202} tii[16,112] := {106} tii[16,113] := {142, 218} tii[16,114] := {80, 140} tii[16,115] := {99, 217} tii[16,116] := {65, 160} tii[16,117] := {47, 174} tii[16,118] := {58} tii[16,119] := {117, 203} tii[16,120] := {40, 87} tii[16,121] := {75, 201} tii[16,122] := {30, 108} tii[16,123] := {38, 194} tii[16,124] := {22, 127} tii[16,125] := {14, 111} tii[16,126] := {28} tii[16,127] := {90, 184} tii[16,128] := {18, 42} tii[16,129] := {11, 59} tii[16,130] := {53, 181} tii[16,131] := {6, 76} tii[16,132] := {26, 173} tii[16,133] := {10, 136} tii[16,134] := {3, 60} tii[16,135] := {1, 77} tii[16,136] := {67, 163} tii[16,137] := {36, 157} tii[16,138] := {16, 149} tii[16,139] := {5, 109} tii[16,140] := {0, 101} cell#273 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {124} tii[10,2] := {173} tii[10,3] := {209} tii[10,4] := {152} tii[10,5] := {178} tii[10,6] := {89} tii[10,7] := {197} tii[10,8] := {131} tii[10,9] := {229} tii[10,10] := {195} tii[10,11] := {167} tii[10,12] := {227} tii[10,13] := {217} tii[10,14] := {241} tii[10,15] := {230} tii[10,16] := {212} tii[10,17] := {247} tii[10,18] := {249} tii[10,19] := {123} tii[10,20] := {150} tii[10,21] := {67} tii[10,22] := {172} tii[10,23] := {104} tii[10,24] := {208} tii[10,25] := {170} tii[10,26] := {206} tii[10,27] := {140} tii[10,28] := {122} tii[10,29] := {49} tii[10,30] := {196} tii[10,31] := {80} tii[10,32] := {228} tii[10,33] := {35} tii[10,34] := {214} tii[10,35] := {143} tii[10,36] := {21} tii[10,37] := {189} tii[10,38] := {183} tii[10,39] := {114} tii[10,40] := {62} tii[10,41] := {238} tii[10,42] := {75} tii[10,43] := {243} tii[10,44] := {169} tii[10,45] := {205} tii[10,46] := {139} tii[10,47] := {119} tii[10,48] := {220} tii[10,49] := {218} tii[10,50] := {242} tii[10,51] := {231} tii[10,52] := {213} tii[10,53] := {248} tii[10,54] := {250} tii[10,55] := {215} tii[10,56] := {190} tii[10,57] := {239} tii[10,58] := {176} tii[10,59] := {244} tii[10,60] := {251} tii[10,61] := {96} tii[10,62] := {37} tii[10,63] := {64} tii[10,64] := {117} tii[10,65] := {160} tii[10,66] := {103} tii[10,67] := {68} tii[10,68] := {151} tii[10,69] := {55} tii[10,70] := {105} tii[10,71] := {86} tii[10,72] := {71} tii[10,73] := {145} tii[10,74] := {53} tii[10,75] := {171} tii[10,76] := {108} tii[10,77] := {185} tii[10,78] := {33} tii[10,79] := {130} tii[10,80] := {141} tii[10,81] := {207} tii[10,82] := {84} tii[10,83] := {163} tii[10,84] := {98} tii[10,85] := {194} tii[10,86] := {156} tii[10,87] := {166} tii[10,88] := {226} tii[10,89] := {234} tii[10,90] := {148} tii[10,91] := {34} tii[10,92] := {95} tii[10,93] := {73} tii[10,94] := {61} tii[10,95] := {110} tii[10,96] := {23} tii[10,97] := {92} tii[10,98] := {72} tii[10,99] := {174} tii[10,100] := {116} tii[10,101] := {13} tii[10,102] := {43} tii[10,103] := {134} tii[10,104] := {109} tii[10,105] := {48} tii[10,106] := {210} tii[10,107] := {159} tii[10,108] := {88} tii[10,109] := {157} tii[10,110] := {56} tii[10,111] := {125} tii[10,112] := {188} tii[10,113] := {142} tii[10,114] := {216} tii[10,115] := {115} tii[10,116] := {15} tii[10,117] := {66} tii[10,118] := {181} tii[10,119] := {191} tii[10,120] := {7} tii[10,121] := {182} tii[10,122] := {113} tii[10,123] := {158} tii[10,124] := {240} tii[10,125] := {30} tii[10,126] := {5} tii[10,127] := {245} tii[10,128] := {93} tii[10,129] := {200} tii[10,130] := {39} tii[10,131] := {149} tii[10,132] := {211} tii[10,133] := {177} tii[10,134] := {235} tii[10,135] := {58} tii[10,136] := {168} tii[10,137] := {202} tii[10,138] := {138} tii[10,139] := {204} tii[10,140] := {198} tii[10,141] := {118} tii[10,142] := {219} tii[10,143] := {236} tii[10,144] := {99} tii[10,145] := {54} tii[10,146] := {85} tii[10,147] := {70} tii[10,148] := {52} tii[10,149] := {144} tii[10,150] := {107} tii[10,151] := {83} tii[10,152] := {184} tii[10,153] := {32} tii[10,154] := {129} tii[10,155] := {97} tii[10,156] := {162} tii[10,157] := {24} tii[10,158] := {90} tii[10,159] := {193} tii[10,160] := {46} tii[10,161] := {155} tii[10,162] := {14} tii[10,163] := {132} tii[10,164] := {44} tii[10,165] := {165} tii[10,166] := {225} tii[10,167] := {57} tii[10,168] := {186} tii[10,169] := {120} tii[10,170] := {10} tii[10,171] := {233} tii[10,172] := {147} tii[10,173] := {78} tii[10,174] := {221} tii[10,175] := {69} tii[10,176] := {192} tii[10,177] := {31} tii[10,178] := {180} tii[10,179] := {106} tii[10,180] := {164} tii[10,181] := {224} tii[10,182] := {16} tii[10,183] := {175} tii[10,184] := {146} tii[10,185] := {232} tii[10,186] := {161} tii[10,187] := {94} tii[10,188] := {246} tii[10,189] := {100} tii[10,190] := {201} tii[10,191] := {126} tii[10,192] := {237} tii[10,193] := {203} tii[10,194] := {199} tii[10,195] := {153} tii[10,196] := {25} tii[10,197] := {45} tii[10,198] := {18} tii[10,199] := {65} tii[10,200] := {51} tii[10,201] := {36} tii[10,202] := {29} tii[10,203] := {63} tii[10,204] := {22} tii[10,205] := {82} tii[10,206] := {137} tii[10,207] := {87} tii[10,208] := {76} tii[10,209] := {17} tii[10,210] := {101} tii[10,211] := {91} tii[10,212] := {8} tii[10,213] := {47} tii[10,214] := {42} tii[10,215] := {4} tii[10,216] := {19} tii[10,217] := {133} tii[10,218] := {112} tii[10,219] := {28} tii[10,220] := {27} tii[10,221] := {2} tii[10,222] := {121} tii[10,223] := {187} tii[10,224] := {222} tii[10,225] := {40} tii[10,226] := {128} tii[10,227] := {1} tii[10,228] := {59} tii[10,229] := {50} tii[10,230] := {20} tii[10,231] := {60} tii[10,232] := {81} tii[10,233] := {9} tii[10,234] := {38} tii[10,235] := {135} tii[10,236] := {136} tii[10,237] := {74} tii[10,238] := {154} tii[10,239] := {3} tii[10,240] := {77} tii[10,241] := {179} tii[10,242] := {223} tii[10,243] := {79} tii[10,244] := {41} tii[10,245] := {26} tii[10,246] := {111} tii[10,247] := {6} tii[10,248] := {127} tii[10,249] := {102} tii[10,250] := {12} tii[10,251] := {11} tii[10,252] := {0} cell#274 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {124} tii[10,2] := {173} tii[10,3] := {209} tii[10,4] := {152} tii[10,5] := {178} tii[10,6] := {89} tii[10,7] := {197} tii[10,8] := {131} tii[10,9] := {229} tii[10,10] := {195} tii[10,11] := {167} tii[10,12] := {227} tii[10,13] := {217} tii[10,14] := {241} tii[10,15] := {230} tii[10,16] := {212} tii[10,17] := {247} tii[10,18] := {249} tii[10,19] := {123} tii[10,20] := {150} tii[10,21] := {67} tii[10,22] := {172} tii[10,23] := {104} tii[10,24] := {208} tii[10,25] := {170} tii[10,26] := {206} tii[10,27] := {140} tii[10,28] := {122} tii[10,29] := {49} tii[10,30] := {196} tii[10,31] := {80} tii[10,32] := {228} tii[10,33] := {35} tii[10,34] := {214} tii[10,35] := {143} tii[10,36] := {21} tii[10,37] := {189} tii[10,38] := {183} tii[10,39] := {114} tii[10,40] := {62} tii[10,41] := {238} tii[10,42] := {75} tii[10,43] := {243} tii[10,44] := {169} tii[10,45] := {205} tii[10,46] := {139} tii[10,47] := {119} tii[10,48] := {220} tii[10,49] := {218} tii[10,50] := {242} tii[10,51] := {231} tii[10,52] := {213} tii[10,53] := {248} tii[10,54] := {250} tii[10,55] := {215} tii[10,56] := {190} tii[10,57] := {239} tii[10,58] := {176} tii[10,59] := {244} tii[10,60] := {251} tii[10,61] := {96} tii[10,62] := {37} tii[10,63] := {64} tii[10,64] := {117} tii[10,65] := {160} tii[10,66] := {103} tii[10,67] := {68} tii[10,68] := {151} tii[10,69] := {55} tii[10,70] := {105} tii[10,71] := {86} tii[10,72] := {71} tii[10,73] := {145} tii[10,74] := {53} tii[10,75] := {171} tii[10,76] := {108} tii[10,77] := {185} tii[10,78] := {33} tii[10,79] := {130} tii[10,80] := {141} tii[10,81] := {207} tii[10,82] := {84} tii[10,83] := {163} tii[10,84] := {98} tii[10,85] := {194} tii[10,86] := {156} tii[10,87] := {166} tii[10,88] := {226} tii[10,89] := {234} tii[10,90] := {148} tii[10,91] := {34} tii[10,92] := {95} tii[10,93] := {73} tii[10,94] := {61} tii[10,95] := {110} tii[10,96] := {23} tii[10,97] := {92} tii[10,98] := {72} tii[10,99] := {174} tii[10,100] := {116} tii[10,101] := {13} tii[10,102] := {43} tii[10,103] := {134} tii[10,104] := {109} tii[10,105] := {48} tii[10,106] := {210} tii[10,107] := {159} tii[10,108] := {88} tii[10,109] := {157} tii[10,110] := {56} tii[10,111] := {125} tii[10,112] := {188} tii[10,113] := {142} tii[10,114] := {216} tii[10,115] := {115} tii[10,116] := {15} tii[10,117] := {66} tii[10,118] := {181} tii[10,119] := {191} tii[10,120] := {7} tii[10,121] := {182} tii[10,122] := {113} tii[10,123] := {158} tii[10,124] := {240} tii[10,125] := {30} tii[10,126] := {5} tii[10,127] := {245} tii[10,128] := {93} tii[10,129] := {200} tii[10,130] := {39} tii[10,131] := {149} tii[10,132] := {211} tii[10,133] := {177} tii[10,134] := {235} tii[10,135] := {58} tii[10,136] := {168} tii[10,137] := {202} tii[10,138] := {138} tii[10,139] := {204} tii[10,140] := {198} tii[10,141] := {118} tii[10,142] := {219} tii[10,143] := {236} tii[10,144] := {99} tii[10,145] := {54} tii[10,146] := {85} tii[10,147] := {70} tii[10,148] := {52} tii[10,149] := {144} tii[10,150] := {107} tii[10,151] := {83} tii[10,152] := {184} tii[10,153] := {32} tii[10,154] := {129} tii[10,155] := {97} tii[10,156] := {162} tii[10,157] := {24} tii[10,158] := {90} tii[10,159] := {193} tii[10,160] := {46} tii[10,161] := {155} tii[10,162] := {14} tii[10,163] := {132} tii[10,164] := {44} tii[10,165] := {165} tii[10,166] := {225} tii[10,167] := {57} tii[10,168] := {186} tii[10,169] := {120} tii[10,170] := {10} tii[10,171] := {233} tii[10,172] := {147} tii[10,173] := {78} tii[10,174] := {221} tii[10,175] := {69} tii[10,176] := {192} tii[10,177] := {31} tii[10,178] := {180} tii[10,179] := {106} tii[10,180] := {164} tii[10,181] := {224} tii[10,182] := {16} tii[10,183] := {175} tii[10,184] := {146} tii[10,185] := {232} tii[10,186] := {161} tii[10,187] := {94} tii[10,188] := {246} tii[10,189] := {100} tii[10,190] := {201} tii[10,191] := {126} tii[10,192] := {237} tii[10,193] := {203} tii[10,194] := {199} tii[10,195] := {153} tii[10,196] := {25} tii[10,197] := {45} tii[10,198] := {18} tii[10,199] := {65} tii[10,200] := {51} tii[10,201] := {36} tii[10,202] := {29} tii[10,203] := {63} tii[10,204] := {22} tii[10,205] := {82} tii[10,206] := {137} tii[10,207] := {87} tii[10,208] := {76} tii[10,209] := {17} tii[10,210] := {101} tii[10,211] := {91} tii[10,212] := {8} tii[10,213] := {47} tii[10,214] := {42} tii[10,215] := {4} tii[10,216] := {19} tii[10,217] := {133} tii[10,218] := {112} tii[10,219] := {28} tii[10,220] := {27} tii[10,221] := {2} tii[10,222] := {121} tii[10,223] := {187} tii[10,224] := {222} tii[10,225] := {40} tii[10,226] := {128} tii[10,227] := {1} tii[10,228] := {59} tii[10,229] := {50} tii[10,230] := {20} tii[10,231] := {60} tii[10,232] := {81} tii[10,233] := {9} tii[10,234] := {38} tii[10,235] := {135} tii[10,236] := {136} tii[10,237] := {74} tii[10,238] := {154} tii[10,239] := {3} tii[10,240] := {77} tii[10,241] := {179} tii[10,242] := {223} tii[10,243] := {79} tii[10,244] := {41} tii[10,245] := {26} tii[10,246] := {111} tii[10,247] := {6} tii[10,248] := {127} tii[10,249] := {102} tii[10,250] := {12} tii[10,251] := {11} tii[10,252] := {0} cell#275 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {209} tii[10,2] := {246} tii[10,3] := {249} tii[10,4] := {179} tii[10,5] := {149} tii[10,6] := {73} tii[10,7] := {231} tii[10,8] := {104} tii[10,9] := {241} tii[10,10] := {182} tii[10,11] := {155} tii[10,12] := {203} tii[10,13] := {247} tii[10,14] := {250} tii[10,15] := {233} tii[10,16] := {217} tii[10,17] := {243} tii[10,18] := {239} tii[10,19] := {148} tii[10,20] := {120} tii[10,21] := {54} tii[10,22] := {208} tii[10,23] := {80} tii[10,24] := {223} tii[10,25] := {150} tii[10,26] := {173} tii[10,27] := {124} tii[10,28] := {96} tii[10,29] := {39} tii[10,30] := {232} tii[10,31] := {61} tii[10,32] := {242} tii[10,33] := {28} tii[10,34] := {210} tii[10,35] := {122} tii[10,36] := {21} tii[10,37] := {187} tii[10,38] := {144} tii[10,39] := {99} tii[10,40] := {46} tii[10,41] := {225} tii[10,42] := {65} tii[10,43] := {220} tii[10,44] := {152} tii[10,45] := {175} tii[10,46] := {126} tii[10,47] := {106} tii[10,48] := {167} tii[10,49] := {248} tii[10,50] := {251} tii[10,51] := {234} tii[10,52] := {218} tii[10,53] := {244} tii[10,54] := {240} tii[10,55] := {213} tii[10,56] := {190} tii[10,57] := {228} tii[10,58] := {163} tii[10,59] := {221} tii[10,60] := {229} tii[10,61] := {180} tii[10,62] := {95} tii[10,63] := {131} tii[10,64] := {212} tii[10,65] := {227} tii[10,66] := {189} tii[10,67] := {55} tii[10,68] := {121} tii[10,69] := {119} tii[10,70] := {81} tii[10,71] := {161} tii[10,72] := {147} tii[10,73] := {235} tii[10,74] := {41} tii[10,75] := {151} tii[10,76] := {192} tii[10,77] := {245} tii[10,78] := {32} tii[10,79] := {219} tii[10,80] := {125} tii[10,81] := {174} tii[10,82] := {63} tii[10,83] := {224} tii[10,84] := {86} tii[10,85] := {184} tii[10,86] := {236} tii[10,87] := {157} tii[10,88] := {205} tii[10,89] := {197} tii[10,90] := {133} tii[10,91] := {27} tii[10,92] := {75} tii[10,93] := {94} tii[10,94] := {45} tii[10,95] := {130} tii[10,96] := {18} tii[10,97] := {117} tii[10,98] := {56} tii[10,99] := {211} tii[10,100] := {97} tii[10,101] := {13} tii[10,102] := {33} tii[10,103] := {159} tii[10,104] := {82} tii[10,105] := {44} tii[10,106] := {226} tii[10,107] := {116} tii[10,108] := {78} tii[10,109] := {188} tii[10,110] := {49} tii[10,111] := {110} tii[10,112] := {200} tii[10,113] := {123} tii[10,114] := {214} tii[10,115] := {93} tii[10,116] := {12} tii[10,117] := {58} tii[10,118] := {215} tii[10,119] := {191} tii[10,120] := {8} tii[10,121] := {145} tii[10,122] := {100} tii[10,123] := {129} tii[10,124] := {230} tii[10,125] := {23} tii[10,126] := {5} tii[10,127] := {222} tii[10,128] := {83} tii[10,129] := {138} tii[10,130] := {36} tii[10,131] := {136} tii[10,132] := {172} tii[10,133] := {164} tii[10,134] := {199} tii[10,135] := {51} tii[10,136] := {153} tii[10,137] := {237} tii[10,138] := {127} tii[10,139] := {177} tii[10,140] := {193} tii[10,141] := {107} tii[10,142] := {168} tii[10,143] := {178} tii[10,144] := {87} tii[10,145] := {72} tii[10,146] := {103} tii[10,147] := {92} tii[10,148] := {40} tii[10,149] := {181} tii[10,150] := {128} tii[10,151] := {62} tii[10,152] := {202} tii[10,153] := {31} tii[10,154] := {154} tii[10,155] := {85} tii[10,156] := {171} tii[10,157] := {19} tii[10,158] := {70} tii[10,159] := {183} tii[10,160] := {42} tii[10,161] := {186} tii[10,162] := {14} tii[10,163] := {101} tii[10,164] := {34} tii[10,165] := {156} tii[10,166] := {204} tii[10,167] := {50} tii[10,168] := {142} tii[10,169] := {108} tii[10,170] := {10} tii[10,171] := {196} tii[10,172] := {132} tii[10,173] := {68} tii[10,174] := {169} tii[10,175] := {53} tii[10,176] := {185} tii[10,177] := {30} tii[10,178] := {216} tii[10,179] := {79} tii[10,180] := {158} tii[10,181] := {206} tii[10,182] := {16} tii[10,183] := {162} tii[10,184] := {134} tii[10,185] := {198} tii[10,186] := {115} tii[10,187] := {84} tii[10,188] := {207} tii[10,189] := {88} tii[10,190] := {141} tii[10,191] := {111} tii[10,192] := {176} tii[10,193] := {238} tii[10,194] := {194} tii[10,195] := {139} tii[10,196] := {74} tii[10,197] := {105} tii[10,198] := {59} tii[10,199] := {137} tii[10,200] := {118} tii[10,201] := {29} tii[10,202] := {77} tii[10,203] := {47} tii[10,204] := {22} tii[10,205] := {160} tii[10,206] := {201} tii[10,207] := {166} tii[10,208] := {66} tii[10,209] := {17} tii[10,210] := {89} tii[10,211] := {71} tii[10,212] := {7} tii[10,213] := {43} tii[10,214] := {98} tii[10,215] := {4} tii[10,216] := {15} tii[10,217] := {102} tii[10,218] := {195} tii[10,219] := {26} tii[10,220] := {25} tii[10,221] := {2} tii[10,222] := {109} tii[10,223] := {143} tii[10,224] := {170} tii[10,225] := {37} tii[10,226] := {113} tii[10,227] := {1} tii[10,228] := {52} tii[10,229] := {38} tii[10,230] := {20} tii[10,231] := {76} tii[10,232] := {60} tii[10,233] := {9} tii[10,234] := {35} tii[10,235] := {165} tii[10,236] := {91} tii[10,237] := {64} tii[10,238] := {140} tii[10,239] := {3} tii[10,240] := {67} tii[10,241] := {114} tii[10,242] := {146} tii[10,243] := {69} tii[10,244] := {57} tii[10,245] := {24} tii[10,246] := {135} tii[10,247] := {6} tii[10,248] := {112} tii[10,249] := {90} tii[10,250] := {48} tii[10,251] := {11} tii[10,252] := {0} cell#276 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {209} tii[10,2] := {246} tii[10,3] := {249} tii[10,4] := {179} tii[10,5] := {149} tii[10,6] := {73} tii[10,7] := {231} tii[10,8] := {104} tii[10,9] := {241} tii[10,10] := {182} tii[10,11] := {155} tii[10,12] := {203} tii[10,13] := {247} tii[10,14] := {250} tii[10,15] := {233} tii[10,16] := {217} tii[10,17] := {243} tii[10,18] := {239} tii[10,19] := {148} tii[10,20] := {120} tii[10,21] := {54} tii[10,22] := {208} tii[10,23] := {80} tii[10,24] := {223} tii[10,25] := {150} tii[10,26] := {173} tii[10,27] := {124} tii[10,28] := {96} tii[10,29] := {39} tii[10,30] := {232} tii[10,31] := {61} tii[10,32] := {242} tii[10,33] := {28} tii[10,34] := {210} tii[10,35] := {122} tii[10,36] := {21} tii[10,37] := {187} tii[10,38] := {144} tii[10,39] := {99} tii[10,40] := {46} tii[10,41] := {225} tii[10,42] := {65} tii[10,43] := {220} tii[10,44] := {152} tii[10,45] := {176} tii[10,46] := {126} tii[10,47] := {106} tii[10,48] := {167} tii[10,49] := {248} tii[10,50] := {251} tii[10,51] := {234} tii[10,52] := {218} tii[10,53] := {244} tii[10,54] := {240} tii[10,55] := {213} tii[10,56] := {190} tii[10,57] := {229} tii[10,58] := {163} tii[10,59] := {221} tii[10,60] := {228} tii[10,61] := {180} tii[10,62] := {95} tii[10,63] := {131} tii[10,64] := {212} tii[10,65] := {227} tii[10,66] := {189} tii[10,67] := {55} tii[10,68] := {121} tii[10,69] := {119} tii[10,70] := {81} tii[10,71] := {161} tii[10,72] := {147} tii[10,73] := {235} tii[10,74] := {41} tii[10,75] := {151} tii[10,76] := {192} tii[10,77] := {245} tii[10,78] := {32} tii[10,79] := {219} tii[10,80] := {125} tii[10,81] := {174} tii[10,82] := {63} tii[10,83] := {224} tii[10,84] := {86} tii[10,85] := {184} tii[10,86] := {236} tii[10,87] := {157} tii[10,88] := {205} tii[10,89] := {197} tii[10,90] := {133} tii[10,91] := {27} tii[10,92] := {75} tii[10,93] := {94} tii[10,94] := {45} tii[10,95] := {130} tii[10,96] := {18} tii[10,97] := {117} tii[10,98] := {56} tii[10,99] := {211} tii[10,100] := {97} tii[10,101] := {13} tii[10,102] := {33} tii[10,103] := {159} tii[10,104] := {82} tii[10,105] := {44} tii[10,106] := {226} tii[10,107] := {116} tii[10,108] := {78} tii[10,109] := {188} tii[10,110] := {49} tii[10,111] := {110} tii[10,112] := {200} tii[10,113] := {123} tii[10,114] := {214} tii[10,115] := {93} tii[10,116] := {12} tii[10,117] := {58} tii[10,118] := {215} tii[10,119] := {191} tii[10,120] := {8} tii[10,121] := {146} tii[10,122] := {100} tii[10,123] := {129} tii[10,124] := {230} tii[10,125] := {23} tii[10,126] := {5} tii[10,127] := {222} tii[10,128] := {83} tii[10,129] := {138} tii[10,130] := {36} tii[10,131] := {136} tii[10,132] := {172} tii[10,133] := {164} tii[10,134] := {199} tii[10,135] := {51} tii[10,136] := {153} tii[10,137] := {237} tii[10,138] := {127} tii[10,139] := {178} tii[10,140] := {193} tii[10,141] := {107} tii[10,142] := {168} tii[10,143] := {177} tii[10,144] := {87} tii[10,145] := {72} tii[10,146] := {103} tii[10,147] := {92} tii[10,148] := {40} tii[10,149] := {181} tii[10,150] := {128} tii[10,151] := {62} tii[10,152] := {202} tii[10,153] := {31} tii[10,154] := {154} tii[10,155] := {85} tii[10,156] := {171} tii[10,157] := {19} tii[10,158] := {70} tii[10,159] := {183} tii[10,160] := {42} tii[10,161] := {186} tii[10,162] := {14} tii[10,163] := {101} tii[10,164] := {34} tii[10,165] := {156} tii[10,166] := {204} tii[10,167] := {50} tii[10,168] := {142} tii[10,169] := {108} tii[10,170] := {10} tii[10,171] := {196} tii[10,172] := {132} tii[10,173] := {68} tii[10,174] := {169} tii[10,175] := {53} tii[10,176] := {185} tii[10,177] := {30} tii[10,178] := {216} tii[10,179] := {79} tii[10,180] := {158} tii[10,181] := {207} tii[10,182] := {16} tii[10,183] := {162} tii[10,184] := {134} tii[10,185] := {198} tii[10,186] := {115} tii[10,187] := {84} tii[10,188] := {206} tii[10,189] := {88} tii[10,190] := {141} tii[10,191] := {111} tii[10,192] := {175} tii[10,193] := {238} tii[10,194] := {194} tii[10,195] := {139} tii[10,196] := {74} tii[10,197] := {105} tii[10,198] := {59} tii[10,199] := {137} tii[10,200] := {118} tii[10,201] := {29} tii[10,202] := {77} tii[10,203] := {47} tii[10,204] := {22} tii[10,205] := {160} tii[10,206] := {201} tii[10,207] := {166} tii[10,208] := {66} tii[10,209] := {17} tii[10,210] := {89} tii[10,211] := {71} tii[10,212] := {7} tii[10,213] := {43} tii[10,214] := {98} tii[10,215] := {4} tii[10,216] := {15} tii[10,217] := {102} tii[10,218] := {195} tii[10,219] := {26} tii[10,220] := {25} tii[10,221] := {2} tii[10,222] := {109} tii[10,223] := {143} tii[10,224] := {170} tii[10,225] := {37} tii[10,226] := {113} tii[10,227] := {1} tii[10,228] := {52} tii[10,229] := {38} tii[10,230] := {20} tii[10,231] := {76} tii[10,232] := {60} tii[10,233] := {9} tii[10,234] := {35} tii[10,235] := {165} tii[10,236] := {91} tii[10,237] := {64} tii[10,238] := {140} tii[10,239] := {3} tii[10,240] := {67} tii[10,241] := {114} tii[10,242] := {145} tii[10,243] := {69} tii[10,244] := {57} tii[10,245] := {24} tii[10,246] := {135} tii[10,247] := {6} tii[10,248] := {112} tii[10,249] := {90} tii[10,250] := {48} tii[10,251] := {11} tii[10,252] := {0} cell#277 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {98} tii[10,2] := {163} tii[10,3] := {192} tii[10,4] := {128} tii[10,5] := {165} tii[10,6] := {120} tii[10,7] := {202} tii[10,8] := {155} tii[10,9] := {226} tii[10,10] := {199} tii[10,11] := {219} tii[10,12] := {220} tii[10,13] := {217} tii[10,14] := {237} tii[10,15] := {238} tii[10,16] := {247} tii[10,17] := {248} tii[10,18] := {251} tii[10,19] := {117} tii[10,20] := {152} tii[10,21] := {97} tii[10,22] := {187} tii[10,23] := {140} tii[10,24] := {215} tii[10,25] := {184} tii[10,26] := {209} tii[10,27] := {208} tii[10,28] := {116} tii[10,29] := {70} tii[10,30] := {203} tii[10,31] := {104} tii[10,32] := {228} tii[10,33] := {49} tii[10,34] := {230} tii[10,35] := {149} tii[10,36] := {34} tii[10,37] := {244} tii[10,38] := {173} tii[10,39] := {172} tii[10,40] := {78} tii[10,41] := {245} tii[10,42] := {110} tii[10,43] := {250} tii[10,44] := {185} tii[10,45] := {211} tii[10,46] := {210} tii[10,47] := {178} tii[10,48] := {232} tii[10,49] := {164} tii[10,50] := {194} tii[10,51] := {201} tii[10,52] := {223} tii[10,53] := {224} tii[10,54] := {241} tii[10,55] := {186} tii[10,56] := {212} tii[10,57] := {213} tii[10,58] := {179} tii[10,59] := {233} tii[10,60] := {204} tii[10,61] := {72} tii[10,62] := {17} tii[10,63] := {35} tii[10,64] := {99} tii[10,65] := {126} tii[10,66] := {74} tii[10,67] := {90} tii[10,68] := {127} tii[10,69] := {29} tii[10,70] := {121} tii[10,71] := {53} tii[10,72] := {46} tii[10,73] := {129} tii[10,74] := {64} tii[10,75] := {162} tii[10,76] := {75} tii[10,77] := {161} tii[10,78] := {44} tii[10,79] := {101} tii[10,80] := {189} tii[10,81] := {190} tii[10,82] := {93} tii[10,83] := {124} tii[10,84] := {123} tii[10,85] := {200} tii[10,86] := {132} tii[10,87] := {221} tii[10,88] := {222} tii[10,89] := {240} tii[10,90] := {191} tii[10,91] := {48} tii[10,92] := {86} tii[10,93] := {47} tii[10,94] := {77} tii[10,95] := {76} tii[10,96] := {30} tii[10,97] := {69} tii[10,98] := {91} tii[10,99] := {166} tii[10,100] := {114} tii[10,101] := {20} tii[10,102] := {54} tii[10,103] := {103} tii[10,104] := {122} tii[10,105] := {66} tii[10,106] := {198} tii[10,107] := {136} tii[10,108] := {135} tii[10,109] := {134} tii[10,110] := {80} tii[10,111] := {158} tii[10,112] := {159} tii[10,113] := {150} tii[10,114] := {229} tii[10,115] := {96} tii[10,116] := {18} tii[10,117] := {92} tii[10,118] := {170} tii[10,119] := {242} tii[10,120] := {13} tii[10,121] := {175} tii[10,122] := {174} tii[10,123] := {139} tii[10,124] := {243} tii[10,125] := {36} tii[10,126] := {7} tii[10,127] := {249} tii[10,128] := {141} tii[10,129] := {206} tii[10,130] := {57} tii[10,131] := {195} tii[10,132] := {196} tii[10,133] := {225} tii[10,134] := {239} tii[10,135] := {83} tii[10,136] := {115} tii[10,137] := {188} tii[10,138] := {137} tii[10,139] := {138} tii[10,140] := {236} tii[10,141] := {106} tii[10,142] := {169} tii[10,143] := {130} tii[10,144] := {82} tii[10,145] := {42} tii[10,146] := {63} tii[10,147] := {61} tii[10,148] := {71} tii[10,149] := {153} tii[10,150] := {88} tii[10,151] := {105} tii[10,152] := {183} tii[10,153] := {51} tii[10,154] := {118} tii[10,155] := {145} tii[10,156] := {146} tii[10,157] := {31} tii[10,158] := {85} tii[10,159] := {216} tii[10,160] := {73} tii[10,161] := {154} tii[10,162] := {21} tii[10,163] := {119} tii[10,164] := {55} tii[10,165] := {234} tii[10,166] := {235} tii[10,167] := {81} tii[10,168] := {181} tii[10,169] := {180} tii[10,170] := {15} tii[10,171] := {246} tii[10,172] := {214} tii[10,173] := {113} tii[10,174] := {231} tii[10,175] := {60} tii[10,176] := {151} tii[10,177] := {50} tii[10,178] := {171} tii[10,179] := {87} tii[10,180] := {176} tii[10,181] := {177} tii[10,182] := {24} tii[10,183] := {227} tii[10,184] := {142} tii[10,185] := {207} tii[10,186] := {144} tii[10,187] := {143} tii[10,188] := {168} tii[10,189] := {148} tii[10,190] := {205} tii[10,191] := {112} tii[10,192] := {131} tii[10,193] := {133} tii[10,194] := {193} tii[10,195] := {147} tii[10,196] := {10} tii[10,197] := {22} tii[10,198] := {5} tii[10,199] := {38} tii[10,200] := {28} tii[10,201] := {43} tii[10,202] := {12} tii[10,203] := {67} tii[10,204] := {26} tii[10,205] := {52} tii[10,206] := {95} tii[10,207] := {56} tii[10,208] := {94} tii[10,209] := {16} tii[10,210] := {125} tii[10,211] := {68} tii[10,212] := {11} tii[10,213] := {65} tii[10,214] := {19} tii[10,215] := {6} tii[10,216] := {23} tii[10,217] := {102} tii[10,218] := {79} tii[10,219] := {39} tii[10,220] := {27} tii[10,221] := {3} tii[10,222] := {156} tii[10,223] := {157} tii[10,224] := {218} tii[10,225] := {58} tii[10,226] := {160} tii[10,227] := {1} tii[10,228] := {40} tii[10,229] := {41} tii[10,230] := {33} tii[10,231] := {32} tii[10,232] := {62} tii[10,233] := {14} tii[10,234] := {45} tii[10,235] := {107} tii[10,236] := {109} tii[10,237] := {108} tii[10,238] := {197} tii[10,239] := {4} tii[10,240] := {111} tii[10,241] := {167} tii[10,242] := {100} tii[10,243] := {59} tii[10,244] := {25} tii[10,245] := {37} tii[10,246] := {89} tii[10,247] := {8} tii[10,248] := {182} tii[10,249] := {84} tii[10,250] := {2} tii[10,251] := {9} tii[10,252] := {0} cell#278 , |C| = 336 special orbit = [3, 3, 3, 2, 2, 1, 1, 1, 1] special rep = [[1, 1, 1], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[1, 1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[8,1] := {126} tii[8,2] := {125} tii[8,3] := {162} tii[8,4] := {161} tii[8,5] := {200} tii[8,6] := {85, 230} tii[8,7] := {132, 279} tii[8,8] := {228} tii[8,9] := {187, 277} tii[8,10] := {199} tii[8,11] := {227} tii[8,12] := {186, 276} tii[8,13] := {202} tii[8,14] := {201} tii[8,15] := {238} tii[8,16] := {117, 268} tii[8,17] := {169, 306} tii[8,18] := {266} tii[8,19] := {225, 304} tii[8,20] := {271} tii[8,21] := {237} tii[8,22] := {150, 295} tii[8,23] := {206, 323} tii[8,24] := {144, 311} tii[8,25] := {265} tii[8,26] := {294} tii[8,27] := {108, 288} tii[8,28] := {224, 303} tii[8,29] := {261, 322} tii[8,30] := {184, 332} tii[8,31] := {220, 333} tii[8,32] := {309} tii[8,33] := {286, 330} tii[8,34] := {284, 334} tii[8,35] := {270} tii[8,36] := {293} tii[8,37] := {260, 321} tii[8,38] := {310} tii[8,39] := {287, 331} tii[8,40] := {285, 335} tii[8,41] := {11} tii[8,42] := {93} tii[8,43] := {19} tii[8,44] := {29} tii[8,45] := {52} tii[8,46] := {70} tii[8,47] := {28} tii[8,48] := {51} tii[8,49] := {31} tii[8,50] := {61, 193} tii[8,51] := {44} tii[8,52] := {160} tii[8,53] := {99, 246} tii[8,54] := {75} tii[8,55] := {63} tii[8,56] := {96} tii[8,57] := {43} tii[8,58] := {42, 155} tii[8,59] := {191} tii[8,60] := {101} tii[8,61] := {25, 131} tii[8,62] := {74} tii[8,63] := {148, 244} tii[8,64] := {73, 211} tii[8,65] := {94, 177} tii[8,66] := {62} tii[8,67] := {154} tii[8,68] := {100} tii[8,69] := {115, 210} tii[8,70] := {92, 176} tii[8,71] := {116, 267} tii[8,72] := {236} tii[8,73] := {46} tii[8,74] := {66} tii[8,75] := {168, 305} tii[8,76] := {104} tii[8,77] := {110, 291} tii[8,78] := {88} tii[8,79] := {64, 194} tii[8,80] := {130} tii[8,81] := {264} tii[8,82] := {65} tii[8,83] := {79, 258} tii[8,84] := {146, 319} tii[8,85] := {135} tii[8,86] := {102, 247} tii[8,87] := {40, 167} tii[8,88] := {223, 302} tii[8,89] := {103} tii[8,90] := {182, 324} tii[8,91] := {127, 214} tii[8,92] := {289} tii[8,93] := {87} tii[8,94] := {192} tii[8,95] := {81, 263} tii[8,96] := {119} tii[8,97] := {59, 204} tii[8,98] := {134} tii[8,99] := {149, 245} tii[8,100] := {57, 222} tii[8,101] := {256, 317} tii[8,102] := {171} tii[8,103] := {113, 301} tii[8,104] := {36, 195} tii[8,105] := {252, 326} tii[8,106] := {145, 312} tii[8,107] := {158, 249} tii[8,108] := {124, 213} tii[8,109] := {180, 297} tii[8,110] := {262} tii[8,111] := {118} tii[8,112] := {170} tii[8,113] := {221, 300} tii[8,114] := {157, 248} tii[8,115] := {216, 313} tii[8,116] := {179, 298} tii[8,117] := {67} tii[8,118] := {91} tii[8,119] := {138} tii[8,120] := {121} tii[8,121] := {165} tii[8,122] := {89, 231} tii[8,123] := {90} tii[8,124] := {173} tii[8,125] := {136, 280} tii[8,126] := {60, 205} tii[8,127] := {137} tii[8,128] := {163, 251} tii[8,129] := {120} tii[8,130] := {111, 292} tii[8,131] := {153} tii[8,132] := {229} tii[8,133] := {84, 241} tii[8,134] := {172} tii[8,135] := {80, 259} tii[8,136] := {209} tii[8,137] := {147, 320} tii[8,138] := {188, 278} tii[8,139] := {183, 325} tii[8,140] := {198, 283} tii[8,141] := {56, 233} tii[8,142] := {159, 250} tii[8,143] := {219, 314} tii[8,144] := {190} tii[8,145] := {290} tii[8,146] := {152} tii[8,147] := {114, 274} tii[8,148] := {243} tii[8,149] := {208} tii[8,150] := {257, 318} tii[8,151] := {78, 269} tii[8,152] := {197, 282} tii[8,153] := {253, 327} tii[8,154] := {235, 308} tii[8,155] := {255, 329} tii[8,156] := {218, 316} tii[8,157] := {189} tii[8,158] := {242} tii[8,159] := {234, 307} tii[8,160] := {254, 328} tii[8,161] := {1} tii[8,162] := {3} tii[8,163] := {2} tii[8,164] := {17} tii[8,165] := {6} tii[8,166] := {34} tii[8,167] := {12} tii[8,168] := {22} tii[8,169] := {41} tii[8,170] := {4} tii[8,171] := {27, 122} tii[8,172] := {20} tii[8,173] := {50, 174} tii[8,174] := {15, 98} tii[8,175] := {72} tii[8,176] := {13} tii[8,177] := {35} tii[8,178] := {68, 140} tii[8,179] := {10, 76} tii[8,180] := {47, 107} tii[8,181] := {9} tii[8,182] := {58, 226} tii[8,183] := {86} tii[8,184] := {39, 166} tii[8,185] := {32} tii[8,186] := {21} tii[8,187] := {37, 185} tii[8,188] := {82, 275} tii[8,189] := {133} tii[8,190] := {112, 296} tii[8,191] := {53} tii[8,192] := {18, 105} tii[8,193] := {23, 156} tii[8,194] := {123, 212} tii[8,195] := {142, 272} tii[8,196] := {69, 141} tii[8,197] := {14, 128} tii[8,198] := {109, 239} tii[8,199] := {151} tii[8,200] := {16} tii[8,201] := {83, 240} tii[8,202] := {48} tii[8,203] := {207} tii[8,204] := {33} tii[8,205] := {55, 232} tii[8,206] := {30, 139} tii[8,207] := {196, 281} tii[8,208] := {77} tii[8,209] := {95, 178} tii[8,210] := {24, 164} tii[8,211] := {217, 315} tii[8,212] := {143, 273} tii[8,213] := {26} tii[8,214] := {71} tii[8,215] := {49} tii[8,216] := {45, 175} tii[8,217] := {106} tii[8,218] := {38, 203} tii[8,219] := {129, 215} tii[8,220] := {181, 299} tii[8,221] := {0} tii[8,222] := {7} tii[8,223] := {5, 54} tii[8,224] := {8, 97} cell#279 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {98} tii[10,2] := {163} tii[10,3] := {191} tii[10,4] := {128} tii[10,5] := {165} tii[10,6] := {120} tii[10,7] := {202} tii[10,8] := {155} tii[10,9] := {225} tii[10,10] := {199} tii[10,11] := {220} tii[10,12] := {219} tii[10,13] := {217} tii[10,14] := {236} tii[10,15] := {238} tii[10,16] := {248} tii[10,17] := {247} tii[10,18] := {251} tii[10,19] := {117} tii[10,20] := {152} tii[10,21] := {97} tii[10,22] := {187} tii[10,23] := {140} tii[10,24] := {214} tii[10,25] := {184} tii[10,26] := {208} tii[10,27] := {209} tii[10,28] := {116} tii[10,29] := {70} tii[10,30] := {203} tii[10,31] := {104} tii[10,32] := {227} tii[10,33] := {49} tii[10,34] := {230} tii[10,35] := {149} tii[10,36] := {34} tii[10,37] := {245} tii[10,38] := {172} tii[10,39] := {173} tii[10,40] := {78} tii[10,41] := {244} tii[10,42] := {110} tii[10,43] := {250} tii[10,44] := {185} tii[10,45] := {210} tii[10,46] := {211} tii[10,47] := {178} tii[10,48] := {232} tii[10,49] := {164} tii[10,50] := {193} tii[10,51] := {201} tii[10,52] := {224} tii[10,53] := {223} tii[10,54] := {241} tii[10,55] := {186} tii[10,56] := {213} tii[10,57] := {212} tii[10,58] := {179} tii[10,59] := {233} tii[10,60] := {204} tii[10,61] := {72} tii[10,62] := {17} tii[10,63] := {35} tii[10,64] := {99} tii[10,65] := {125} tii[10,66] := {74} tii[10,67] := {90} tii[10,68] := {127} tii[10,69] := {29} tii[10,70] := {121} tii[10,71] := {53} tii[10,72] := {46} tii[10,73] := {129} tii[10,74] := {64} tii[10,75] := {162} tii[10,76] := {75} tii[10,77] := {160} tii[10,78] := {44} tii[10,79] := {101} tii[10,80] := {190} tii[10,81] := {189} tii[10,82] := {93} tii[10,83] := {123} tii[10,84] := {124} tii[10,85] := {200} tii[10,86] := {132} tii[10,87] := {222} tii[10,88] := {221} tii[10,89] := {240} tii[10,90] := {192} tii[10,91] := {48} tii[10,92] := {86} tii[10,93] := {47} tii[10,94] := {77} tii[10,95] := {76} tii[10,96] := {30} tii[10,97] := {69} tii[10,98] := {91} tii[10,99] := {166} tii[10,100] := {114} tii[10,101] := {20} tii[10,102] := {54} tii[10,103] := {103} tii[10,104] := {122} tii[10,105] := {66} tii[10,106] := {197} tii[10,107] := {135} tii[10,108] := {136} tii[10,109] := {134} tii[10,110] := {80} tii[10,111] := {159} tii[10,112] := {158} tii[10,113] := {150} tii[10,114] := {229} tii[10,115] := {96} tii[10,116] := {18} tii[10,117] := {92} tii[10,118] := {170} tii[10,119] := {243} tii[10,120] := {13} tii[10,121] := {174} tii[10,122] := {175} tii[10,123] := {139} tii[10,124] := {242} tii[10,125] := {36} tii[10,126] := {7} tii[10,127] := {249} tii[10,128] := {141} tii[10,129] := {206} tii[10,130] := {57} tii[10,131] := {196} tii[10,132] := {195} tii[10,133] := {226} tii[10,134] := {239} tii[10,135] := {83} tii[10,136] := {115} tii[10,137] := {188} tii[10,138] := {138} tii[10,139] := {137} tii[10,140] := {237} tii[10,141] := {106} tii[10,142] := {169} tii[10,143] := {130} tii[10,144] := {82} tii[10,145] := {42} tii[10,146] := {63} tii[10,147] := {61} tii[10,148] := {71} tii[10,149] := {153} tii[10,150] := {88} tii[10,151] := {105} tii[10,152] := {182} tii[10,153] := {51} tii[10,154] := {118} tii[10,155] := {146} tii[10,156] := {145} tii[10,157] := {31} tii[10,158] := {85} tii[10,159] := {216} tii[10,160] := {73} tii[10,161] := {154} tii[10,162] := {21} tii[10,163] := {119} tii[10,164] := {55} tii[10,165] := {235} tii[10,166] := {234} tii[10,167] := {81} tii[10,168] := {180} tii[10,169] := {181} tii[10,170] := {15} tii[10,171] := {246} tii[10,172] := {215} tii[10,173] := {113} tii[10,174] := {231} tii[10,175] := {60} tii[10,176] := {151} tii[10,177] := {50} tii[10,178] := {171} tii[10,179] := {87} tii[10,180] := {177} tii[10,181] := {176} tii[10,182] := {24} tii[10,183] := {228} tii[10,184] := {142} tii[10,185] := {207} tii[10,186] := {143} tii[10,187] := {144} tii[10,188] := {168} tii[10,189] := {148} tii[10,190] := {205} tii[10,191] := {112} tii[10,192] := {131} tii[10,193] := {133} tii[10,194] := {194} tii[10,195] := {147} tii[10,196] := {10} tii[10,197] := {22} tii[10,198] := {5} tii[10,199] := {38} tii[10,200] := {28} tii[10,201] := {43} tii[10,202] := {12} tii[10,203] := {67} tii[10,204] := {26} tii[10,205] := {52} tii[10,206] := {94} tii[10,207] := {56} tii[10,208] := {95} tii[10,209] := {16} tii[10,210] := {126} tii[10,211] := {68} tii[10,212] := {11} tii[10,213] := {65} tii[10,214] := {19} tii[10,215] := {6} tii[10,216] := {23} tii[10,217] := {102} tii[10,218] := {79} tii[10,219] := {39} tii[10,220] := {27} tii[10,221] := {3} tii[10,222] := {157} tii[10,223] := {156} tii[10,224] := {218} tii[10,225] := {58} tii[10,226] := {161} tii[10,227] := {1} tii[10,228] := {40} tii[10,229] := {41} tii[10,230] := {33} tii[10,231] := {32} tii[10,232] := {62} tii[10,233] := {14} tii[10,234] := {45} tii[10,235] := {107} tii[10,236] := {108} tii[10,237] := {109} tii[10,238] := {198} tii[10,239] := {4} tii[10,240] := {111} tii[10,241] := {167} tii[10,242] := {100} tii[10,243] := {59} tii[10,244] := {25} tii[10,245] := {37} tii[10,246] := {89} tii[10,247] := {8} tii[10,248] := {183} tii[10,249] := {84} tii[10,250] := {2} tii[10,251] := {9} tii[10,252] := {0} cell#280 , |C| = 336 special orbit = [3, 3, 3, 2, 2, 1, 1, 1, 1] special rep = [[1, 1, 1], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[1, 1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[8,1] := {126} tii[8,2] := {125} tii[8,3] := {162} tii[8,4] := {161} tii[8,5] := {200} tii[8,6] := {85, 230} tii[8,7] := {132, 279} tii[8,8] := {228} tii[8,9] := {187, 277} tii[8,10] := {199} tii[8,11] := {227} tii[8,12] := {186, 276} tii[8,13] := {202} tii[8,14] := {201} tii[8,15] := {238} tii[8,16] := {117, 268} tii[8,17] := {169, 306} tii[8,18] := {266} tii[8,19] := {225, 304} tii[8,20] := {271} tii[8,21] := {237} tii[8,22] := {150, 295} tii[8,23] := {206, 323} tii[8,24] := {144, 311} tii[8,25] := {265} tii[8,26] := {294} tii[8,27] := {108, 288} tii[8,28] := {224, 303} tii[8,29] := {261, 322} tii[8,30] := {184, 332} tii[8,31] := {220, 333} tii[8,32] := {309} tii[8,33] := {286, 330} tii[8,34] := {284, 334} tii[8,35] := {270} tii[8,36] := {293} tii[8,37] := {260, 321} tii[8,38] := {310} tii[8,39] := {287, 331} tii[8,40] := {285, 335} tii[8,41] := {11} tii[8,42] := {93} tii[8,43] := {19} tii[8,44] := {29} tii[8,45] := {52} tii[8,46] := {70} tii[8,47] := {28} tii[8,48] := {51} tii[8,49] := {31} tii[8,50] := {61, 193} tii[8,51] := {44} tii[8,52] := {160} tii[8,53] := {99, 246} tii[8,54] := {75} tii[8,55] := {63} tii[8,56] := {96} tii[8,57] := {43} tii[8,58] := {42, 155} tii[8,59] := {191} tii[8,60] := {101} tii[8,61] := {25, 131} tii[8,62] := {74} tii[8,63] := {148, 244} tii[8,64] := {73, 211} tii[8,65] := {94, 177} tii[8,66] := {62} tii[8,67] := {154} tii[8,68] := {100} tii[8,69] := {115, 210} tii[8,70] := {92, 176} tii[8,71] := {116, 267} tii[8,72] := {236} tii[8,73] := {46} tii[8,74] := {66} tii[8,75] := {168, 305} tii[8,76] := {104} tii[8,77] := {110, 291} tii[8,78] := {88} tii[8,79] := {64, 194} tii[8,80] := {130} tii[8,81] := {264} tii[8,82] := {65} tii[8,83] := {79, 258} tii[8,84] := {146, 319} tii[8,85] := {135} tii[8,86] := {102, 247} tii[8,87] := {40, 167} tii[8,88] := {223, 302} tii[8,89] := {103} tii[8,90] := {182, 324} tii[8,91] := {127, 214} tii[8,92] := {289} tii[8,93] := {87} tii[8,94] := {192} tii[8,95] := {81, 263} tii[8,96] := {119} tii[8,97] := {59, 204} tii[8,98] := {134} tii[8,99] := {149, 245} tii[8,100] := {57, 222} tii[8,101] := {256, 317} tii[8,102] := {171} tii[8,103] := {113, 301} tii[8,104] := {36, 195} tii[8,105] := {252, 326} tii[8,106] := {145, 312} tii[8,107] := {158, 249} tii[8,108] := {124, 213} tii[8,109] := {180, 297} tii[8,110] := {262} tii[8,111] := {118} tii[8,112] := {170} tii[8,113] := {221, 300} tii[8,114] := {157, 248} tii[8,115] := {216, 313} tii[8,116] := {179, 298} tii[8,117] := {67} tii[8,118] := {91} tii[8,119] := {138} tii[8,120] := {121} tii[8,121] := {165} tii[8,122] := {89, 231} tii[8,123] := {90} tii[8,124] := {173} tii[8,125] := {136, 280} tii[8,126] := {60, 205} tii[8,127] := {137} tii[8,128] := {163, 251} tii[8,129] := {120} tii[8,130] := {111, 292} tii[8,131] := {153} tii[8,132] := {229} tii[8,133] := {84, 241} tii[8,134] := {172} tii[8,135] := {80, 259} tii[8,136] := {209} tii[8,137] := {147, 320} tii[8,138] := {188, 278} tii[8,139] := {183, 325} tii[8,140] := {198, 283} tii[8,141] := {56, 233} tii[8,142] := {159, 250} tii[8,143] := {219, 314} tii[8,144] := {190} tii[8,145] := {290} tii[8,146] := {152} tii[8,147] := {114, 274} tii[8,148] := {243} tii[8,149] := {208} tii[8,150] := {257, 318} tii[8,151] := {78, 269} tii[8,152] := {197, 282} tii[8,153] := {253, 327} tii[8,154] := {235, 308} tii[8,155] := {255, 329} tii[8,156] := {218, 316} tii[8,157] := {189} tii[8,158] := {242} tii[8,159] := {234, 307} tii[8,160] := {254, 328} tii[8,161] := {1} tii[8,162] := {3} tii[8,163] := {2} tii[8,164] := {17} tii[8,165] := {6} tii[8,166] := {34} tii[8,167] := {12} tii[8,168] := {22} tii[8,169] := {41} tii[8,170] := {4} tii[8,171] := {27, 122} tii[8,172] := {20} tii[8,173] := {50, 174} tii[8,174] := {15, 98} tii[8,175] := {72} tii[8,176] := {13} tii[8,177] := {35} tii[8,178] := {68, 140} tii[8,179] := {10, 76} tii[8,180] := {47, 107} tii[8,181] := {9} tii[8,182] := {58, 226} tii[8,183] := {86} tii[8,184] := {39, 166} tii[8,185] := {32} tii[8,186] := {21} tii[8,187] := {37, 185} tii[8,188] := {82, 275} tii[8,189] := {133} tii[8,190] := {112, 296} tii[8,191] := {53} tii[8,192] := {18, 105} tii[8,193] := {23, 156} tii[8,194] := {123, 212} tii[8,195] := {142, 272} tii[8,196] := {69, 141} tii[8,197] := {14, 128} tii[8,198] := {109, 239} tii[8,199] := {151} tii[8,200] := {16} tii[8,201] := {83, 240} tii[8,202] := {48} tii[8,203] := {207} tii[8,204] := {33} tii[8,205] := {55, 232} tii[8,206] := {30, 139} tii[8,207] := {196, 281} tii[8,208] := {77} tii[8,209] := {95, 178} tii[8,210] := {24, 164} tii[8,211] := {217, 315} tii[8,212] := {143, 273} tii[8,213] := {26} tii[8,214] := {71} tii[8,215] := {49} tii[8,216] := {45, 175} tii[8,217] := {106} tii[8,218] := {38, 203} tii[8,219] := {129, 215} tii[8,220] := {181, 299} tii[8,221] := {0} tii[8,222] := {7} tii[8,223] := {5, 54} tii[8,224] := {8, 97} cell#281 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {193} tii[16,2] := {143, 220} tii[16,3] := {167, 238} tii[16,4] := {211} tii[16,5] := {191} tii[16,6] := {127, 232} tii[16,7] := {206, 207} tii[16,8] := {154, 248} tii[16,9] := {155, 243} tii[16,10] := {177, 230} tii[16,11] := {178, 255} tii[16,12] := {198, 258} tii[16,13] := {192} tii[16,14] := {168} tii[16,15] := {98, 219} tii[16,16] := {185, 186} tii[16,17] := {125, 237} tii[16,18] := {142} tii[16,19] := {126, 231} tii[16,20] := {151, 216} tii[16,21] := {164, 165} tii[16,22] := {152, 247} tii[16,23] := {139, 184} tii[16,24] := {176, 252} tii[16,25] := {97, 226} tii[16,26] := {122, 212} tii[16,27] := {123, 242} tii[16,28] := {95, 197} tii[16,29] := {149, 249} tii[16,30] := {128, 256} tii[16,31] := {169} tii[16,32] := {140} tii[16,33] := {68, 203} tii[16,34] := {161, 162} tii[16,35] := {94, 225} tii[16,36] := {112} tii[16,37] := {96, 217} tii[16,38] := {120, 199} tii[16,39] := {135, 136} tii[16,40] := {121, 235} tii[16,41] := {109, 158} tii[16,42] := {147, 244} tii[16,43] := {82} tii[16,44] := {67, 213} tii[16,45] := {107, 108} tii[16,46] := {91, 194} tii[16,47] := {92, 229} tii[16,48] := {64, 174} tii[16,49] := {79, 131} tii[16,50] := {118, 239} tii[16,51] := {51, 117} tii[16,52] := {99, 250} tii[16,53] := {41, 218} tii[16,54] := {60, 200} tii[16,55] := {61, 236} tii[16,56] := {38, 183} tii[16,57] := {87, 245} tii[16,58] := {20, 159} tii[16,59] := {70, 253} tii[16,60] := {88, 259} tii[16,61] := {141} tii[16,62] := {111} tii[16,63] := {42, 181} tii[16,64] := {133, 134} tii[16,65] := {63, 210} tii[16,66] := {81} tii[16,67] := {66, 201} tii[16,68] := {89, 179} tii[16,69] := {105, 106} tii[16,70] := {90, 223} tii[16,71] := {78, 129} tii[16,72] := {116, 233} tii[16,73] := {52} tii[16,74] := {40, 195} tii[16,75] := {58, 170} tii[16,76] := {74, 75} tii[16,77] := {59, 214} tii[16,78] := {37, 144} tii[16,79] := {49, 101} tii[16,80] := {86, 227} tii[16,81] := {28, 83} tii[16,82] := {69, 240} tii[16,83] := {30} tii[16,84] := {21, 202} tii[16,85] := {47, 48} tii[16,86] := {35, 180} tii[16,87] := {36, 224} tii[16,88] := {27, 72} tii[16,89] := {18, 157} tii[16,90] := {56, 234} tii[16,91] := {9, 130} tii[16,92] := {13, 54} tii[16,93] := {43, 246} tii[16,94] := {7, 73} tii[16,95] := {57, 254} tii[16,96] := {11, 196} tii[16,97] := {16, 171} tii[16,98] := {17, 215} tii[16,99] := {8, 145} tii[16,100] := {33, 228} tii[16,101] := {4, 115} tii[16,102] := {22, 241} tii[16,103] := {2, 85} tii[16,104] := {34, 251} tii[16,105] := {23, 257} tii[16,106] := {173} tii[16,107] := {150, 190} tii[16,108] := {172} tii[16,109] := {119, 209} tii[16,110] := {188, 189} tii[16,111] := {166, 205} tii[16,112] := {113} tii[16,113] := {100, 222} tii[16,114] := {137, 138} tii[16,115] := {153, 221} tii[16,116] := {110, 160} tii[16,117] := {80, 148} tii[16,118] := {53} tii[16,119] := {71, 208} tii[16,120] := {76, 77} tii[16,121] := {124, 204} tii[16,122] := {50, 103} tii[16,123] := {65, 175} tii[16,124] := {29, 84} tii[16,125] := {14, 104} tii[16,126] := {15} tii[16,127] := {44, 187} tii[16,128] := {25, 26} tii[16,129] := {12, 45} tii[16,130] := {93, 182} tii[16,131] := {6, 31} tii[16,132] := {39, 146} tii[16,133] := {10, 132} tii[16,134] := {3, 46} tii[16,135] := {1, 32} tii[16,136] := {24, 163} tii[16,137] := {62, 156} tii[16,138] := {19, 114} tii[16,139] := {5, 102} tii[16,140] := {0, 55} cell#282 , |C| = 176 special orbit = [5, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [1, 1, 1, 1, 1]] , dim = 112 cell rep = phi[[2, 1],[1, 1, 1, 1, 1]]+phi[[],[3, 2, 1, 1, 1]] TII depth = 3 TII multiplicity polynomial = 48*X+64*X^2 TII subcells: tii[13,1] := {114} tii[13,2] := {56} tii[13,3] := {142} tii[13,4] := {46} tii[13,5] := {113} tii[13,6] := {137, 138} tii[13,7] := {72} tii[13,8] := {99, 100} tii[13,9] := {163} tii[13,10] := {24} tii[13,11] := {140} tii[13,12] := {159, 160} tii[13,13] := {128} tii[13,14] := {44} tii[13,15] := {65, 66} tii[13,16] := {149, 150} tii[13,17] := {166, 167} tii[13,18] := {70} tii[13,19] := {95, 96} tii[13,20] := {117, 118} tii[13,21] := {172} tii[13,22] := {11} tii[13,23] := {153} tii[13,24] := {170, 171} tii[13,25] := {23} tii[13,26] := {139} tii[13,27] := {37, 38} tii[13,28] := {157, 158} tii[13,29] := {174, 175} tii[13,30] := {112} tii[13,31] := {42} tii[13,32] := {135, 136} tii[13,33] := {61, 62} tii[13,34] := {87, 88} tii[13,35] := {155, 156} tii[13,36] := {134, 173} tii[13,37] := {51} tii[13,38] := {79, 80} tii[13,39] := {105, 106} tii[13,40] := {77, 131} tii[13,41] := {164} tii[13,42] := {4} tii[13,43] := {141} tii[13,44] := {161, 162} tii[13,45] := {9} tii[13,46] := {129} tii[13,47] := {17, 18} tii[13,48] := {151, 152} tii[13,49] := {168, 169} tii[13,50] := {101} tii[13,51] := {21} tii[13,52] := {33, 34} tii[13,53] := {124, 125} tii[13,54] := {52, 53} tii[13,55] := {145, 146} tii[13,56] := {121, 165} tii[13,57] := {71} tii[13,58] := {27} tii[13,59] := {97, 98} tii[13,60] := {49, 50} tii[13,61] := {119, 120} tii[13,62] := {75, 76} tii[13,63] := {47, 104} tii[13,64] := {92, 144} tii[13,65] := {60, 130} tii[13,66] := {22} tii[13,67] := {35, 36} tii[13,68] := {54, 55} tii[13,69] := {29, 86} tii[13,70] := {15, 73} tii[13,71] := {13} tii[13,72] := {91} tii[13,73] := {28} tii[13,74] := {67} tii[13,75] := {14} tii[13,76] := {84} tii[13,77] := {39} tii[13,78] := {110, 111} tii[13,79] := {81, 82} tii[13,80] := {10} tii[13,81] := {102} tii[13,82] := {25} tii[13,83] := {126, 127} tii[13,84] := {68, 69} tii[13,85] := {147, 148} tii[13,86] := {122, 123} tii[13,87] := {3} tii[13,88] := {83} tii[13,89] := {12} tii[13,90] := {108, 109} tii[13,91] := {40, 41} tii[13,92] := {132, 133} tii[13,93] := {93, 94} tii[13,94] := {107, 154} tii[13,95] := {78, 143} tii[13,96] := {1} tii[13,97] := {43} tii[13,98] := {63, 64} tii[13,99] := {5} tii[13,100] := {89, 90} tii[13,101] := {19, 20} tii[13,102] := {57, 116} tii[13,103] := {58, 59} tii[13,104] := {32, 103} tii[13,105] := {48, 115} tii[13,106] := {16, 74} tii[13,107] := {0} tii[13,108] := {2} tii[13,109] := {7, 8} tii[13,110] := {30, 31} tii[13,111] := {26, 85} tii[13,112] := {6, 45} cell#283 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {100} tii[7,2] := {123} tii[7,3] := {60, 143} tii[7,4] := {82, 178} tii[7,5] := {142} tii[7,6] := {117, 177} tii[7,7] := {146} tii[7,8] := {76, 172} tii[7,9] := {103, 202} tii[7,10] := {70, 192} tii[7,11] := {171} tii[7,12] := {49, 165} tii[7,13] := {139, 201} tii[7,14] := {93, 221} tii[7,15] := {112, 229} tii[7,16] := {189} tii[7,17] := {162, 218} tii[7,18] := {153, 231} tii[7,19] := {122} tii[7,20] := {59, 185} tii[7,21] := {81, 209} tii[7,22] := {141} tii[7,23] := {52, 207} tii[7,24] := {36, 184} tii[7,25] := {116, 176} tii[7,26] := {73, 228} tii[7,27] := {91, 240} tii[7,28] := {40, 225} tii[7,29] := {168} tii[7,30] := {27, 206} tii[7,31] := {57, 244} tii[7,32] := {136, 198} tii[7,33] := {17, 186} tii[7,34] := {128, 213} tii[7,35] := {72, 248} tii[7,36] := {87, 251} tii[7,37] := {190} tii[7,38] := {163, 219} tii[7,39] := {154, 232} tii[7,40] := {130, 242} tii[7,41] := {99} tii[7,42] := {46, 173} tii[7,43] := {63, 203} tii[7,44] := {118} tii[7,45] := {39, 193} tii[7,46] := {26, 166} tii[7,47] := {95, 149} tii[7,48] := {56, 222} tii[7,49] := {71, 230} tii[7,50] := {28, 211} tii[7,51] := {140} tii[7,52] := {18, 188} tii[7,53] := {115, 175} tii[7,54] := {42, 238} tii[7,55] := {11, 181} tii[7,56] := {106, 194} tii[7,57] := {54, 246} tii[7,58] := {66, 250} tii[7,59] := {21, 204} tii[7,60] := {169} tii[7,61] := {13, 182} tii[7,62] := {31, 224} tii[7,63] := {137, 199} tii[7,64] := {7, 159} tii[7,65] := {41, 239} tii[7,66] := {129, 214} tii[7,67] := {5, 135} tii[7,68] := {107, 227} tii[7,69] := {50, 247} tii[7,70] := {68, 234} tii[7,71] := {191} tii[7,72] := {164, 220} tii[7,73] := {155, 233} tii[7,74] := {131, 243} tii[7,75] := {110, 235} tii[7,76] := {48} tii[7,77] := {65} tii[7,78] := {62} tii[7,79] := {47, 119} tii[7,80] := {84} tii[7,81] := {64, 150} tii[7,82] := {33, 102} tii[7,83] := {80, 127} tii[7,84] := {78} tii[7,85] := {53, 170} tii[7,86] := {45, 124} tii[7,87] := {105} tii[7,88] := {37, 138} tii[7,89] := {74, 200} tii[7,90] := {98, 152} tii[7,91] := {92, 212} tii[7,92] := {25, 120} tii[7,93] := {109, 195} tii[7,94] := {96} tii[7,95] := {29, 210} tii[7,96] := {58, 147} tii[7,97] := {125} tii[7,98] := {19, 187} tii[7,99] := {43, 237} tii[7,100] := {35, 144} tii[7,101] := {12, 180} tii[7,102] := {121, 179} tii[7,103] := {55, 245} tii[7,104] := {132, 215} tii[7,105] := {67, 249} tii[7,106] := {10, 157} tii[7,107] := {89, 241} tii[7,108] := {77} tii[7,109] := {15, 183} tii[7,110] := {44, 161} tii[7,111] := {104} tii[7,112] := {8, 156} tii[7,113] := {22, 205} tii[7,114] := {24, 160} tii[7,115] := {4, 134} tii[7,116] := {30, 223} tii[7,117] := {97, 151} tii[7,118] := {14, 167} tii[7,119] := {2, 113} tii[7,120] := {38, 236} tii[7,121] := {108, 196} tii[7,122] := {51, 216} tii[7,123] := {111, 226} tii[7,124] := {1, 94} tii[7,125] := {69, 197} tii[7,126] := {61} tii[7,127] := {32, 148} tii[7,128] := {83} tii[7,129] := {16, 145} tii[7,130] := {79, 126} tii[7,131] := {9, 158} tii[7,132] := {86, 174} tii[7,133] := {3, 114} tii[7,134] := {88, 208} tii[7,135] := {90, 217} tii[7,136] := {34} tii[7,137] := {23, 85} tii[7,138] := {20, 101} tii[7,139] := {6, 133} tii[7,140] := {0, 75} cell#284 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {193} tii[16,2] := {143, 220} tii[16,3] := {166, 238} tii[16,4] := {211} tii[16,5] := {191} tii[16,6] := {127, 232} tii[16,7] := {206, 207} tii[16,8] := {153, 248} tii[16,9] := {155, 243} tii[16,10] := {178, 230} tii[16,11] := {177, 255} tii[16,12] := {198, 258} tii[16,13] := {192} tii[16,14] := {168} tii[16,15] := {98, 219} tii[16,16] := {185, 186} tii[16,17] := {124, 237} tii[16,18] := {142} tii[16,19] := {126, 231} tii[16,20] := {152, 216} tii[16,21] := {164, 165} tii[16,22] := {151, 247} tii[16,23] := {139, 184} tii[16,24] := {176, 252} tii[16,25] := {97, 226} tii[16,26] := {123, 212} tii[16,27] := {122, 242} tii[16,28] := {95, 197} tii[16,29] := {149, 249} tii[16,30] := {128, 256} tii[16,31] := {169} tii[16,32] := {140} tii[16,33] := {68, 203} tii[16,34] := {161, 162} tii[16,35] := {93, 225} tii[16,36] := {112} tii[16,37] := {96, 218} tii[16,38] := {121, 200} tii[16,39] := {135, 136} tii[16,40] := {120, 236} tii[16,41] := {109, 159} tii[16,42] := {147, 245} tii[16,43] := {82} tii[16,44] := {67, 213} tii[16,45] := {107, 108} tii[16,46] := {92, 194} tii[16,47] := {91, 229} tii[16,48] := {64, 174} tii[16,49] := {79, 132} tii[16,50] := {118, 239} tii[16,51] := {51, 117} tii[16,52] := {99, 250} tii[16,53] := {41, 217} tii[16,54] := {61, 199} tii[16,55] := {60, 235} tii[16,56] := {38, 182} tii[16,57] := {88, 244} tii[16,58] := {20, 158} tii[16,59] := {70, 253} tii[16,60] := {87, 259} tii[16,61] := {141} tii[16,62] := {111} tii[16,63] := {42, 181} tii[16,64] := {133, 134} tii[16,65] := {62, 210} tii[16,66] := {81} tii[16,67] := {66, 202} tii[16,68] := {90, 180} tii[16,69] := {105, 106} tii[16,70] := {89, 224} tii[16,71] := {78, 130} tii[16,72] := {116, 234} tii[16,73] := {52} tii[16,74] := {40, 195} tii[16,75] := {59, 170} tii[16,76] := {74, 75} tii[16,77] := {58, 214} tii[16,78] := {37, 144} tii[16,79] := {49, 102} tii[16,80] := {86, 227} tii[16,81] := {28, 83} tii[16,82] := {69, 240} tii[16,83] := {30} tii[16,84] := {21, 201} tii[16,85] := {47, 48} tii[16,86] := {36, 179} tii[16,87] := {35, 223} tii[16,88] := {27, 73} tii[16,89] := {18, 156} tii[16,90] := {57, 233} tii[16,91] := {9, 129} tii[16,92] := {13, 54} tii[16,93] := {43, 246} tii[16,94] := {7, 72} tii[16,95] := {56, 254} tii[16,96] := {11, 196} tii[16,97] := {17, 171} tii[16,98] := {16, 215} tii[16,99] := {8, 145} tii[16,100] := {34, 228} tii[16,101] := {4, 115} tii[16,102] := {22, 241} tii[16,103] := {2, 85} tii[16,104] := {33, 251} tii[16,105] := {23, 257} tii[16,106] := {173} tii[16,107] := {150, 190} tii[16,108] := {172} tii[16,109] := {119, 209} tii[16,110] := {188, 189} tii[16,111] := {167, 205} tii[16,112] := {113} tii[16,113] := {100, 222} tii[16,114] := {137, 138} tii[16,115] := {154, 221} tii[16,116] := {110, 160} tii[16,117] := {80, 148} tii[16,118] := {53} tii[16,119] := {71, 208} tii[16,120] := {76, 77} tii[16,121] := {125, 204} tii[16,122] := {50, 104} tii[16,123] := {65, 175} tii[16,124] := {29, 84} tii[16,125] := {14, 103} tii[16,126] := {15} tii[16,127] := {44, 187} tii[16,128] := {25, 26} tii[16,129] := {12, 46} tii[16,130] := {94, 183} tii[16,131] := {6, 31} tii[16,132] := {39, 146} tii[16,133] := {10, 131} tii[16,134] := {3, 45} tii[16,135] := {1, 32} tii[16,136] := {24, 163} tii[16,137] := {63, 157} tii[16,138] := {19, 114} tii[16,139] := {5, 101} tii[16,140] := {0, 55} cell#285 , |C| = 176 special orbit = [5, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [1, 1, 1, 1, 1]] , dim = 112 cell rep = phi[[2, 1],[1, 1, 1, 1, 1]]+phi[[],[3, 2, 1, 1, 1]] TII depth = 3 TII multiplicity polynomial = 48*X+64*X^2 TII subcells: tii[13,1] := {114} tii[13,2] := {56} tii[13,3] := {142} tii[13,4] := {46} tii[13,5] := {113} tii[13,6] := {137, 138} tii[13,7] := {72} tii[13,8] := {99, 100} tii[13,9] := {163} tii[13,10] := {24} tii[13,11] := {140} tii[13,12] := {159, 160} tii[13,13] := {128} tii[13,14] := {44} tii[13,15] := {65, 66} tii[13,16] := {149, 150} tii[13,17] := {166, 167} tii[13,18] := {70} tii[13,19] := {95, 96} tii[13,20] := {117, 118} tii[13,21] := {172} tii[13,22] := {11} tii[13,23] := {153} tii[13,24] := {170, 171} tii[13,25] := {23} tii[13,26] := {139} tii[13,27] := {37, 38} tii[13,28] := {157, 158} tii[13,29] := {174, 175} tii[13,30] := {112} tii[13,31] := {42} tii[13,32] := {135, 136} tii[13,33] := {61, 62} tii[13,34] := {87, 88} tii[13,35] := {155, 156} tii[13,36] := {134, 173} tii[13,37] := {51} tii[13,38] := {79, 80} tii[13,39] := {105, 106} tii[13,40] := {77, 131} tii[13,41] := {164} tii[13,42] := {4} tii[13,43] := {141} tii[13,44] := {161, 162} tii[13,45] := {9} tii[13,46] := {129} tii[13,47] := {17, 18} tii[13,48] := {151, 152} tii[13,49] := {168, 169} tii[13,50] := {101} tii[13,51] := {21} tii[13,52] := {33, 34} tii[13,53] := {124, 125} tii[13,54] := {52, 53} tii[13,55] := {145, 146} tii[13,56] := {121, 165} tii[13,57] := {71} tii[13,58] := {27} tii[13,59] := {97, 98} tii[13,60] := {49, 50} tii[13,61] := {119, 120} tii[13,62] := {75, 76} tii[13,63] := {47, 104} tii[13,64] := {92, 144} tii[13,65] := {60, 130} tii[13,66] := {22} tii[13,67] := {35, 36} tii[13,68] := {54, 55} tii[13,69] := {29, 86} tii[13,70] := {15, 73} tii[13,71] := {13} tii[13,72] := {91} tii[13,73] := {28} tii[13,74] := {67} tii[13,75] := {14} tii[13,76] := {84} tii[13,77] := {39} tii[13,78] := {110, 111} tii[13,79] := {81, 82} tii[13,80] := {10} tii[13,81] := {102} tii[13,82] := {25} tii[13,83] := {126, 127} tii[13,84] := {68, 69} tii[13,85] := {147, 148} tii[13,86] := {122, 123} tii[13,87] := {3} tii[13,88] := {83} tii[13,89] := {12} tii[13,90] := {108, 109} tii[13,91] := {40, 41} tii[13,92] := {132, 133} tii[13,93] := {93, 94} tii[13,94] := {107, 154} tii[13,95] := {78, 143} tii[13,96] := {1} tii[13,97] := {43} tii[13,98] := {63, 64} tii[13,99] := {5} tii[13,100] := {89, 90} tii[13,101] := {19, 20} tii[13,102] := {57, 116} tii[13,103] := {58, 59} tii[13,104] := {32, 103} tii[13,105] := {48, 115} tii[13,106] := {16, 74} tii[13,107] := {0} tii[13,108] := {2} tii[13,109] := {7, 8} tii[13,110] := {30, 31} tii[13,111] := {26, 85} tii[13,112] := {6, 45} cell#286 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {100} tii[7,2] := {123} tii[7,3] := {60, 143} tii[7,4] := {82, 178} tii[7,5] := {142} tii[7,6] := {117, 177} tii[7,7] := {146} tii[7,8] := {76, 172} tii[7,9] := {103, 202} tii[7,10] := {70, 192} tii[7,11] := {171} tii[7,12] := {49, 165} tii[7,13] := {139, 201} tii[7,14] := {93, 221} tii[7,15] := {112, 229} tii[7,16] := {189} tii[7,17] := {162, 218} tii[7,18] := {153, 231} tii[7,19] := {122} tii[7,20] := {59, 185} tii[7,21] := {81, 209} tii[7,22] := {141} tii[7,23] := {52, 207} tii[7,24] := {36, 184} tii[7,25] := {116, 176} tii[7,26] := {73, 228} tii[7,27] := {91, 240} tii[7,28] := {40, 225} tii[7,29] := {168} tii[7,30] := {27, 206} tii[7,31] := {57, 244} tii[7,32] := {136, 198} tii[7,33] := {17, 186} tii[7,34] := {128, 213} tii[7,35] := {72, 248} tii[7,36] := {87, 251} tii[7,37] := {190} tii[7,38] := {163, 219} tii[7,39] := {154, 232} tii[7,40] := {130, 242} tii[7,41] := {99} tii[7,42] := {46, 173} tii[7,43] := {63, 203} tii[7,44] := {118} tii[7,45] := {39, 193} tii[7,46] := {26, 166} tii[7,47] := {95, 149} tii[7,48] := {56, 222} tii[7,49] := {71, 230} tii[7,50] := {28, 211} tii[7,51] := {140} tii[7,52] := {18, 188} tii[7,53] := {115, 175} tii[7,54] := {42, 238} tii[7,55] := {11, 181} tii[7,56] := {106, 194} tii[7,57] := {54, 246} tii[7,58] := {66, 250} tii[7,59] := {21, 204} tii[7,60] := {169} tii[7,61] := {13, 182} tii[7,62] := {31, 224} tii[7,63] := {137, 199} tii[7,64] := {7, 159} tii[7,65] := {41, 239} tii[7,66] := {129, 214} tii[7,67] := {5, 135} tii[7,68] := {107, 227} tii[7,69] := {50, 247} tii[7,70] := {68, 234} tii[7,71] := {191} tii[7,72] := {164, 220} tii[7,73] := {155, 233} tii[7,74] := {131, 243} tii[7,75] := {110, 235} tii[7,76] := {48} tii[7,77] := {65} tii[7,78] := {62} tii[7,79] := {47, 119} tii[7,80] := {84} tii[7,81] := {64, 150} tii[7,82] := {33, 102} tii[7,83] := {80, 127} tii[7,84] := {78} tii[7,85] := {53, 170} tii[7,86] := {45, 124} tii[7,87] := {105} tii[7,88] := {37, 138} tii[7,89] := {74, 200} tii[7,90] := {98, 152} tii[7,91] := {92, 212} tii[7,92] := {25, 120} tii[7,93] := {109, 195} tii[7,94] := {96} tii[7,95] := {29, 210} tii[7,96] := {58, 147} tii[7,97] := {125} tii[7,98] := {19, 187} tii[7,99] := {43, 237} tii[7,100] := {35, 144} tii[7,101] := {12, 180} tii[7,102] := {121, 179} tii[7,103] := {55, 245} tii[7,104] := {132, 215} tii[7,105] := {67, 249} tii[7,106] := {10, 157} tii[7,107] := {89, 241} tii[7,108] := {77} tii[7,109] := {15, 183} tii[7,110] := {44, 161} tii[7,111] := {104} tii[7,112] := {8, 156} tii[7,113] := {22, 205} tii[7,114] := {24, 160} tii[7,115] := {4, 134} tii[7,116] := {30, 223} tii[7,117] := {97, 151} tii[7,118] := {14, 167} tii[7,119] := {2, 113} tii[7,120] := {38, 236} tii[7,121] := {108, 196} tii[7,122] := {51, 216} tii[7,123] := {111, 226} tii[7,124] := {1, 94} tii[7,125] := {69, 197} tii[7,126] := {61} tii[7,127] := {32, 148} tii[7,128] := {83} tii[7,129] := {16, 145} tii[7,130] := {79, 126} tii[7,131] := {9, 158} tii[7,132] := {86, 174} tii[7,133] := {3, 114} tii[7,134] := {88, 208} tii[7,135] := {90, 217} tii[7,136] := {34} tii[7,137] := {23, 85} tii[7,138] := {20, 101} tii[7,139] := {6, 133} tii[7,140] := {0, 75} cell#287 , |C| = 336 special orbit = [3, 3, 3, 2, 2, 1, 1, 1, 1] special rep = [[1, 1, 1], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[1, 1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[8,1] := {301} tii[8,2] := {236} tii[8,3] := {312} tii[8,4] := {193} tii[8,5] := {290} tii[8,6] := {169, 332} tii[8,7] := {226, 335} tii[8,8] := {307} tii[8,9] := {285, 322} tii[8,10] := {220} tii[8,11] := {252} tii[8,12] := {212, 283} tii[8,13] := {302} tii[8,14] := {143} tii[8,15] := {273} tii[8,16] := {138, 329} tii[8,17] := {203, 334} tii[8,18] := {291} tii[8,19] := {262, 310} tii[8,20] := {237} tii[8,21] := {171} tii[8,22] := {94, 321} tii[8,23] := {153, 330} tii[8,24] := {62, 303} tii[8,25] := {211} tii[8,26] := {261} tii[8,27] := {52, 278} tii[8,28] := {166, 251} tii[8,29] := {224, 289} tii[8,30] := {109, 320} tii[8,31] := {133, 305} tii[8,32] := {240} tii[8,33] := {199, 272} tii[8,34] := {157, 249} tii[8,35] := {144} tii[8,36] := {173} tii[8,37] := {128, 217} tii[8,38] := {146} tii[8,39] := {103, 186} tii[8,40] := {72, 159} tii[8,41] := {65} tii[8,42] := {274} tii[8,43] := {100} tii[8,44] := {139} tii[8,45] := {204} tii[8,46] := {238} tii[8,47] := {142} tii[8,48] := {202} tii[8,49] := {66} tii[8,50] := {124, 328} tii[8,51] := {189} tii[8,52] := {259} tii[8,53] := {177, 333} tii[8,54] := {245} tii[8,55] := {234} tii[8,56] := {195} tii[8,57] := {99} tii[8,58] := {84, 313} tii[8,59] := {284} tii[8,60] := {279} tii[8,61] := {58, 293} tii[8,62] := {152} tii[8,63] := {253, 306} tii[8,64] := {130, 326} tii[8,65] := {168, 318} tii[8,66] := {140} tii[8,67] := {260} tii[8,68] := {200} tii[8,69] := {223, 288} tii[8,70] := {179, 268} tii[8,71] := {59, 300} tii[8,72] := {194} tii[8,73] := {40} tii[8,74] := {218} tii[8,75] := {108, 317} tii[8,76] := {265} tii[8,77] := {36, 275} tii[8,78] := {258} tii[8,79] := {126, 323} tii[8,80] := {145} tii[8,81] := {222} tii[8,82] := {63} tii[8,83] := {29, 241} tii[8,84] := {70, 298} tii[8,85] := {295} tii[8,86] := {178, 331} tii[8,87] := {93, 308} tii[8,88] := {175, 257} tii[8,89] := {107} tii[8,90] := {88, 281} tii[8,91] := {215, 325} tii[8,92] := {196} tii[8,93] := {95} tii[8,94] := {221} tii[8,95] := {21, 239} tii[8,96] := {219} tii[8,97] := {137, 324} tii[8,98] := {150} tii[8,99] := {174, 256} tii[8,100] := {15, 198} tii[8,101] := {148, 232} tii[8,102] := {264} tii[8,103] := {43, 271} tii[8,104] := {7, 156} tii[8,105] := {110, 207} tii[8,106] := {57, 248} tii[8,107] := {254, 309} tii[8,108] := {131, 229} tii[8,109] := {48, 209} tii[8,110] := {147} tii[8,111] := {125} tii[8,112] := {176} tii[8,113] := {104, 187} tii[8,114] := {167, 255} tii[8,115] := {73, 160} tii[8,116] := {47, 118} tii[8,117] := {23} tii[8,118] := {190} tii[8,119] := {246} tii[8,120] := {235} tii[8,121] := {101} tii[8,122] := {97, 314} tii[8,123] := {37} tii[8,124] := {280} tii[8,125] := {154, 327} tii[8,126] := {81, 294} tii[8,127] := {69} tii[8,128] := {183, 319} tii[8,129] := {60} tii[8,130] := {38, 276} tii[8,131] := {191} tii[8,132] := {172} tii[8,133] := {120, 316} tii[8,134] := {105} tii[8,135] := {30, 242} tii[8,136] := {243} tii[8,137] := {71, 299} tii[8,138] := {127, 216} tii[8,139] := {91, 282} tii[8,140] := {227, 296} tii[8,141] := {18, 206} tii[8,142] := {86, 181} tii[8,143] := {78, 250} tii[8,144] := {141} tii[8,145] := {102} tii[8,146] := {83} tii[8,147] := {80, 304} tii[8,148] := {201} tii[8,149] := {129} tii[8,150] := {67, 136} tii[8,151] := {31, 247} tii[8,152] := {122, 214} tii[8,153] := {44, 114} tii[8,154] := {180, 269} tii[8,155] := {116, 210} tii[8,156] := {26, 77} tii[8,157] := {61} tii[8,158] := {106} tii[8,159] := {87, 182} tii[8,160] := {46, 117} tii[8,161] := {16} tii[8,162] := {32} tii[8,163] := {19} tii[8,164] := {98} tii[8,165] := {41} tii[8,166] := {155} tii[8,167] := {82} tii[8,168] := {113} tii[8,169] := {192} tii[8,170] := {35} tii[8,171] := {55, 292} tii[8,172] := {121} tii[8,173] := {85, 311} tii[8,174] := {34, 263} tii[8,175] := {244} tii[8,176] := {68} tii[8,177] := {158} tii[8,178] := {123, 297} tii[8,179] := {22, 228} tii[8,180] := {90, 270} tii[8,181] := {20} tii[8,182] := {10, 197} tii[8,183] := {170} tii[8,184] := {92, 315} tii[8,185] := {164} tii[8,186] := {42} tii[8,187] := {6, 149} tii[8,188] := {25, 233} tii[8,189] := {225} tii[8,190] := {33, 208} tii[8,191] := {112} tii[8,192] := {39, 266} tii[8,193] := {2, 111} tii[8,194] := {213, 287} tii[8,195] := {27, 163} tii[8,196] := {134, 231} tii[8,197] := {1, 76} tii[8,198] := {14, 119} tii[8,199] := {96} tii[8,200] := {9} tii[8,201] := {51, 277} tii[8,202] := {188} tii[8,203] := {151} tii[8,204] := {24} tii[8,205] := {17, 205} tii[8,206] := {64, 286} tii[8,207] := {132, 230} tii[8,208] := {74} tii[8,209] := {89, 185} tii[8,210] := {3, 115} tii[8,211] := {75, 162} tii[8,212] := {28, 79} tii[8,213] := {4} tii[8,214] := {165} tii[8,215] := {12} tii[8,216] := {53, 267} tii[8,217] := {45} tii[8,218] := {8, 161} tii[8,219] := {56, 135} tii[8,220] := {13, 50} tii[8,221] := {5} tii[8,222] := {54} tii[8,223] := {11, 184} tii[8,224] := {0, 49} cell#288 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {248} tii[16,2] := {238, 258} tii[16,3] := {255, 259} tii[16,4] := {231} tii[16,5] := {202} tii[16,6] := {215, 253} tii[16,7] := {170, 223} tii[16,8] := {242, 257} tii[16,9] := {177, 249} tii[16,10] := {146, 234} tii[16,11] := {222, 256} tii[16,12] := {244, 245} tii[16,13] := {201} tii[16,14] := {166} tii[16,15] := {176, 239} tii[16,16] := {136, 186} tii[16,17] := {221, 250} tii[16,18] := {135} tii[16,19] := {144, 233} tii[16,20] := {118, 206} tii[16,21] := {107, 158} tii[16,22] := {185, 247} tii[16,23] := {83, 142} tii[16,24] := {224, 225} tii[16,25] := {116, 240} tii[16,26] := {92, 220} tii[16,27] := {152, 251} tii[16,28] := {71, 187} tii[16,29] := {190, 246} tii[16,30] := {227, 252} tii[16,31] := {165} tii[16,32] := {134} tii[16,33] := {143, 216} tii[16,34] := {106, 153} tii[16,35] := {184, 235} tii[16,36] := {104} tii[16,37] := {115, 203} tii[16,38] := {91, 171} tii[16,39] := {81, 127} tii[16,40] := {151, 228} tii[16,41] := {59, 111} tii[16,42] := {188, 189} tii[16,43] := {79} tii[16,44] := {89, 217} tii[16,45] := {58, 101} tii[16,46] := {68, 183} tii[16,47] := {120, 236} tii[16,48] := {50, 154} tii[16,49] := {41, 85} tii[16,50] := {157, 226} tii[16,51] := {27, 102} tii[16,52] := {194, 237} tii[16,53] := {66, 204} tii[16,54] := {47, 172} tii[16,55] := {94, 229} tii[16,56] := {32, 140} tii[16,57] := {126, 208} tii[16,58] := {21, 113} tii[16,59] := {161, 230} tii[16,60] := {196, 197} tii[16,61] := {133} tii[16,62] := {103} tii[16,63] := {114, 178} tii[16,64] := {80, 122} tii[16,65] := {150, 209} tii[16,66] := {78} tii[16,67] := {88, 168} tii[16,68] := {67, 138} tii[16,69] := {57, 97} tii[16,70] := {119, 195} tii[16,71] := {40, 84} tii[16,72] := {155, 156} tii[16,73] := {55} tii[16,74] := {65, 179} tii[16,75] := {46, 148} tii[16,76] := {38, 73} tii[16,77] := {93, 210} tii[16,78] := {31, 123} tii[16,79] := {24, 61} tii[16,80] := {125, 191} tii[16,81] := {16, 74} tii[16,82] := {160, 212} tii[16,83] := {37} tii[16,84] := {45, 169} tii[16,85] := {23, 52} tii[16,86] := {30, 139} tii[16,87] := {69, 199} tii[16,88] := {15, 42} tii[16,89] := {19, 109} tii[16,90] := {96, 175} tii[16,91] := {12, 86} tii[16,92] := {9, 53} tii[16,93] := {129, 200} tii[16,94] := {5, 44} tii[16,95] := {162, 163} tii[16,96] := {29, 180} tii[16,97] := {18, 149} tii[16,98] := {48, 211} tii[16,99] := {11, 124} tii[16,100] := {72, 192} tii[16,101] := {6, 99} tii[16,102] := {100, 213} tii[16,103] := {3, 75} tii[16,104] := {132, 198} tii[16,105] := {164, 214} tii[16,106] := {232} tii[16,107] := {205, 243} tii[16,108] := {167} tii[16,109] := {218, 254} tii[16,110] := {137, 193} tii[16,111] := {108, 174} tii[16,112] := {105} tii[16,113] := {181, 241} tii[16,114] := {82, 130} tii[16,115] := {121, 207} tii[16,116] := {60, 112} tii[16,117] := {43, 131} tii[16,118] := {56} tii[16,119] := {145, 219} tii[16,120] := {39, 76} tii[16,121] := {95, 173} tii[16,122] := {25, 62} tii[16,123] := {51, 159} tii[16,124] := {17, 77} tii[16,125] := {10, 64} tii[16,126] := {22} tii[16,127] := {117, 182} tii[16,128] := {14, 34} tii[16,129] := {8, 26} tii[16,130] := {70, 141} tii[16,131] := {4, 35} tii[16,132] := {33, 128} tii[16,133] := {13, 87} tii[16,134] := {2, 28} tii[16,135] := {0, 36} tii[16,136] := {90, 147} tii[16,137] := {49, 110} tii[16,138] := {20, 98} tii[16,139] := {7, 63} tii[16,140] := {1, 54} cell#289 , |C| = 336 special orbit = [3, 3, 3, 2, 2, 1, 1, 1, 1] special rep = [[1, 1, 1], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[1, 1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[8,1] := {301} tii[8,2] := {236} tii[8,3] := {312} tii[8,4] := {193} tii[8,5] := {290} tii[8,6] := {169, 332} tii[8,7] := {226, 335} tii[8,8] := {307} tii[8,9] := {285, 322} tii[8,10] := {220} tii[8,11] := {252} tii[8,12] := {212, 283} tii[8,13] := {302} tii[8,14] := {143} tii[8,15] := {273} tii[8,16] := {138, 329} tii[8,17] := {203, 334} tii[8,18] := {291} tii[8,19] := {262, 310} tii[8,20] := {237} tii[8,21] := {171} tii[8,22] := {94, 321} tii[8,23] := {153, 330} tii[8,24] := {62, 303} tii[8,25] := {211} tii[8,26] := {261} tii[8,27] := {52, 278} tii[8,28] := {166, 251} tii[8,29] := {224, 289} tii[8,30] := {109, 320} tii[8,31] := {133, 305} tii[8,32] := {240} tii[8,33] := {199, 272} tii[8,34] := {157, 249} tii[8,35] := {144} tii[8,36] := {173} tii[8,37] := {128, 217} tii[8,38] := {146} tii[8,39] := {103, 186} tii[8,40] := {72, 159} tii[8,41] := {65} tii[8,42] := {274} tii[8,43] := {100} tii[8,44] := {139} tii[8,45] := {204} tii[8,46] := {238} tii[8,47] := {142} tii[8,48] := {202} tii[8,49] := {66} tii[8,50] := {124, 328} tii[8,51] := {189} tii[8,52] := {259} tii[8,53] := {177, 333} tii[8,54] := {245} tii[8,55] := {234} tii[8,56] := {195} tii[8,57] := {99} tii[8,58] := {84, 313} tii[8,59] := {284} tii[8,60] := {279} tii[8,61] := {58, 293} tii[8,62] := {152} tii[8,63] := {253, 306} tii[8,64] := {130, 326} tii[8,65] := {168, 318} tii[8,66] := {140} tii[8,67] := {260} tii[8,68] := {200} tii[8,69] := {223, 288} tii[8,70] := {179, 268} tii[8,71] := {59, 300} tii[8,72] := {194} tii[8,73] := {40} tii[8,74] := {218} tii[8,75] := {108, 317} tii[8,76] := {265} tii[8,77] := {36, 275} tii[8,78] := {258} tii[8,79] := {126, 323} tii[8,80] := {145} tii[8,81] := {222} tii[8,82] := {63} tii[8,83] := {29, 241} tii[8,84] := {70, 298} tii[8,85] := {295} tii[8,86] := {178, 331} tii[8,87] := {93, 308} tii[8,88] := {175, 257} tii[8,89] := {107} tii[8,90] := {88, 281} tii[8,91] := {215, 325} tii[8,92] := {196} tii[8,93] := {95} tii[8,94] := {221} tii[8,95] := {21, 239} tii[8,96] := {219} tii[8,97] := {137, 324} tii[8,98] := {150} tii[8,99] := {174, 256} tii[8,100] := {15, 198} tii[8,101] := {148, 232} tii[8,102] := {264} tii[8,103] := {43, 271} tii[8,104] := {7, 156} tii[8,105] := {110, 207} tii[8,106] := {57, 248} tii[8,107] := {254, 309} tii[8,108] := {131, 229} tii[8,109] := {48, 209} tii[8,110] := {147} tii[8,111] := {125} tii[8,112] := {176} tii[8,113] := {104, 187} tii[8,114] := {167, 255} tii[8,115] := {73, 160} tii[8,116] := {47, 118} tii[8,117] := {23} tii[8,118] := {190} tii[8,119] := {246} tii[8,120] := {235} tii[8,121] := {101} tii[8,122] := {97, 314} tii[8,123] := {37} tii[8,124] := {280} tii[8,125] := {154, 327} tii[8,126] := {81, 294} tii[8,127] := {69} tii[8,128] := {183, 319} tii[8,129] := {60} tii[8,130] := {38, 276} tii[8,131] := {191} tii[8,132] := {172} tii[8,133] := {120, 316} tii[8,134] := {105} tii[8,135] := {30, 242} tii[8,136] := {243} tii[8,137] := {71, 299} tii[8,138] := {127, 216} tii[8,139] := {91, 282} tii[8,140] := {227, 296} tii[8,141] := {18, 206} tii[8,142] := {86, 181} tii[8,143] := {78, 250} tii[8,144] := {141} tii[8,145] := {102} tii[8,146] := {83} tii[8,147] := {80, 304} tii[8,148] := {201} tii[8,149] := {129} tii[8,150] := {67, 136} tii[8,151] := {31, 247} tii[8,152] := {122, 214} tii[8,153] := {44, 114} tii[8,154] := {180, 269} tii[8,155] := {116, 210} tii[8,156] := {26, 77} tii[8,157] := {61} tii[8,158] := {106} tii[8,159] := {87, 182} tii[8,160] := {46, 117} tii[8,161] := {16} tii[8,162] := {32} tii[8,163] := {19} tii[8,164] := {98} tii[8,165] := {41} tii[8,166] := {155} tii[8,167] := {82} tii[8,168] := {113} tii[8,169] := {192} tii[8,170] := {35} tii[8,171] := {55, 292} tii[8,172] := {121} tii[8,173] := {85, 311} tii[8,174] := {34, 263} tii[8,175] := {244} tii[8,176] := {68} tii[8,177] := {158} tii[8,178] := {123, 297} tii[8,179] := {22, 228} tii[8,180] := {90, 270} tii[8,181] := {20} tii[8,182] := {10, 197} tii[8,183] := {170} tii[8,184] := {92, 315} tii[8,185] := {164} tii[8,186] := {42} tii[8,187] := {6, 149} tii[8,188] := {25, 233} tii[8,189] := {225} tii[8,190] := {33, 208} tii[8,191] := {112} tii[8,192] := {39, 266} tii[8,193] := {2, 111} tii[8,194] := {213, 287} tii[8,195] := {27, 163} tii[8,196] := {134, 231} tii[8,197] := {1, 76} tii[8,198] := {14, 119} tii[8,199] := {96} tii[8,200] := {9} tii[8,201] := {51, 277} tii[8,202] := {188} tii[8,203] := {151} tii[8,204] := {24} tii[8,205] := {17, 205} tii[8,206] := {64, 286} tii[8,207] := {132, 230} tii[8,208] := {74} tii[8,209] := {89, 185} tii[8,210] := {3, 115} tii[8,211] := {75, 162} tii[8,212] := {28, 79} tii[8,213] := {4} tii[8,214] := {165} tii[8,215] := {12} tii[8,216] := {53, 267} tii[8,217] := {45} tii[8,218] := {8, 161} tii[8,219] := {56, 135} tii[8,220] := {13, 50} tii[8,221] := {5} tii[8,222] := {54} tii[8,223] := {11, 184} tii[8,224] := {0, 49} cell#290 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {132} tii[16,2] := {121, 175} tii[16,3] := {150, 196} tii[16,4] := {159} tii[16,5] := {173} tii[16,6] := {93, 198} tii[16,7] := {161, 206} tii[16,8] := {122, 224} tii[16,9] := {119, 227} tii[16,10] := {104, 244} tii[16,11] := {151, 246} tii[16,12] := {170, 256} tii[16,13] := {140} tii[16,14] := {163} tii[16,15] := {63, 188} tii[16,16] := {141, 190} tii[16,17] := {95, 210} tii[16,18] := {135} tii[16,19] := {91, 215} tii[16,20] := {74, 236} tii[16,21] := {114, 167} tii[16,22] := {123, 237} tii[16,23] := {86, 182} tii[16,24] := {144, 252} tii[16,25] := {76, 186} tii[16,26] := {57, 202} tii[16,27] := {111, 203} tii[16,28] := {36, 180} tii[16,29] := {129, 231} tii[16,30] := {98, 200} tii[16,31] := {160} tii[16,32] := {174} tii[16,33] := {42, 199} tii[16,34] := {162, 207} tii[16,35] := {65, 226} tii[16,36] := {148} tii[16,37] := {61, 228} tii[16,38] := {47, 245} tii[16,39] := {134, 179} tii[16,40] := {96, 248} tii[16,41] := {110, 195} tii[16,42] := {116, 257} tii[16,43] := {120} tii[16,44] := {49, 214} tii[16,45] := {105, 152} tii[16,46] := {34, 234} tii[16,47] := {81, 235} tii[16,48] := {21, 208} tii[16,49] := {79, 171} tii[16,50] := {100, 251} tii[16,51] := {53, 155} tii[16,52] := {68, 230} tii[16,53] := {62, 229} tii[16,54] := {48, 247} tii[16,55] := {97, 249} tii[16,56] := {32, 225} tii[16,57] := {117, 258} tii[16,58] := {17, 197} tii[16,59] := {99, 250} tii[16,60] := {118, 259} tii[16,61] := {142} tii[16,62] := {164} tii[16,63] := {25, 189} tii[16,64] := {143, 191} tii[16,65] := {44, 213} tii[16,66] := {136} tii[16,67] := {40, 216} tii[16,68] := {27, 238} tii[16,69] := {115, 168} tii[16,70] := {66, 240} tii[16,71] := {87, 183} tii[16,72] := {88, 253} tii[16,73] := {106} tii[16,74] := {29, 193} tii[16,75] := {19, 220} tii[16,76] := {84, 137} tii[16,77] := {54, 221} tii[16,78] := {9, 192} tii[16,79] := {59, 156} tii[16,80] := {70, 243} tii[16,81] := {38, 139} tii[16,82] := {45, 218} tii[16,83] := {77} tii[16,84] := {41, 217} tii[16,85] := {58, 112} tii[16,86] := {28, 239} tii[16,87] := {67, 241} tii[16,88] := {37, 130} tii[16,89] := {16, 212} tii[16,90] := {89, 254} tii[16,91] := {7, 184} tii[16,92] := {23, 113} tii[16,93] := {69, 242} tii[16,94] := {13, 131} tii[16,95] := {90, 255} tii[16,96] := {30, 187} tii[16,97] := {20, 204} tii[16,98] := {55, 205} tii[16,99] := {10, 181} tii[16,100] := {72, 232} tii[16,101] := {4, 153} tii[16,102] := {56, 219} tii[16,103] := {1, 128} tii[16,104] := {73, 233} tii[16,105] := {46, 201} tii[16,106] := {108} tii[16,107] := {80, 125} tii[16,108] := {147} tii[16,109] := {94, 149} tii[16,110] := {133, 178} tii[16,111] := {109, 194} tii[16,112] := {107} tii[16,113] := {64, 176} tii[16,114] := {85, 138} tii[16,115] := {78, 222} tii[16,116] := {60, 158} tii[16,117] := {39, 126} tii[16,118] := {92} tii[16,119] := {43, 165} tii[16,120] := {75, 124} tii[16,121] := {51, 209} tii[16,122] := {52, 145} tii[16,123] := {24, 154} tii[16,124] := {33, 127} tii[16,125] := {18, 146} tii[16,126] := {50} tii[16,127] := {26, 177} tii[16,128] := {35, 82} tii[16,129] := {22, 102} tii[16,130] := {31, 223} tii[16,131] := {11, 83} tii[16,132] := {12, 185} tii[16,133] := {8, 172} tii[16,134] := {6, 103} tii[16,135] := {2, 71} tii[16,136] := {14, 166} tii[16,137] := {15, 211} tii[16,138] := {5, 169} tii[16,139] := {3, 157} tii[16,140] := {0, 101} cell#291 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {224} tii[7,2] := {204} tii[7,3] := {111, 246} tii[7,4] := {153, 250} tii[7,5] := {215} tii[7,6] := {194, 232} tii[7,7] := {176} tii[7,8] := {90, 242} tii[7,9] := {119, 248} tii[7,10] := {72, 225} tii[7,11] := {192} tii[7,12] := {64, 207} tii[7,13] := {165, 213} tii[7,14] := {97, 240} tii[7,15] := {109, 229} tii[7,16] := {177} tii[7,17] := {150, 201} tii[7,18] := {121, 185} tii[7,19] := {147} tii[7,20] := {70, 247} tii[7,21] := {96, 251} tii[7,22] := {163} tii[7,23] := {55, 235} tii[7,24] := {47, 218} tii[7,25] := {133, 190} tii[7,26] := {74, 245} tii[7,27] := {86, 239} tii[7,28] := {39, 216} tii[7,29] := {148} tii[7,30] := {33, 195} tii[7,31] := {58, 233} tii[7,32] := {116, 172} tii[7,33] := {23, 168} tii[7,34] := {98, 156} tii[7,35] := {68, 220} tii[7,36] := {61, 231} tii[7,37] := {164} tii[7,38] := {134, 191} tii[7,39] := {108, 170} tii[7,40] := {87, 189} tii[7,41] := {113} tii[7,42] := {54, 243} tii[7,43] := {73, 249} tii[7,44] := {131} tii[7,45] := {38, 226} tii[7,46] := {32, 208} tii[7,47] := {105, 161} tii[7,48] := {57, 241} tii[7,49] := {66, 230} tii[7,50] := {27, 205} tii[7,51] := {114} tii[7,52] := {20, 179} tii[7,53] := {93, 142} tii[7,54] := {40, 222} tii[7,55] := {13, 154} tii[7,56] := {76, 123} tii[7,57] := {50, 210} tii[7,58] := {42, 221} tii[7,59] := {16, 178} tii[7,60] := {132} tii[7,61] := {12, 151} tii[7,62] := {29, 203} tii[7,63] := {106, 162} tii[7,64] := {8, 122} tii[7,65] := {36, 186} tii[7,66] := {85, 138} tii[7,67] := {5, 100} tii[7,68] := {67, 160} tii[7,69] := {30, 202} tii[7,70] := {37, 188} tii[7,71] := {115} tii[7,72] := {94, 144} tii[7,73] := {77, 124} tii[7,74] := {59, 143} tii[7,75] := {44, 128} tii[7,76] := {145} tii[7,77] := {182} tii[7,78] := {175} tii[7,79] := {92, 234} tii[7,80] := {209} tii[7,81] := {120, 244} tii[7,82] := {83, 217} tii[7,83] := {139, 238} tii[7,84] := {146} tii[7,85] := {56, 206} tii[7,86] := {104, 236} tii[7,87] := {181} tii[7,88] := {48, 180} tii[7,89] := {75, 223} tii[7,90] := {167, 219} tii[7,91] := {88, 211} tii[7,92] := {35, 155} tii[7,93] := {80, 187} tii[7,94] := {112} tii[7,95] := {28, 193} tii[7,96] := {82, 227} tii[7,97] := {152} tii[7,98] := {21, 166} tii[7,99] := {41, 214} tii[7,100] := {49, 183} tii[7,101] := {14, 136} tii[7,102] := {135, 198} tii[7,103] := {52, 199} tii[7,104] := {101, 158} tii[7,105] := {43, 212} tii[7,106] := {10, 110} tii[7,107] := {53, 200} tii[7,108] := {91} tii[7,109] := {11, 149} tii[7,110] := {63, 237} tii[7,111] := {118} tii[7,112] := {7, 117} tii[7,113] := {17, 174} tii[7,114] := {34, 197} tii[7,115] := {4, 99} tii[7,116] := {25, 157} tii[7,117] := {107, 169} tii[7,118] := {15, 140} tii[7,119] := {2, 78} tii[7,120] := {18, 173} tii[7,121] := {79, 127} tii[7,122] := {26, 159} tii[7,123] := {69, 171} tii[7,124] := {1, 62} tii[7,125] := {19, 129} tii[7,126] := {71} tii[7,127] := {46, 228} tii[7,128] := {95} tii[7,129] := {22, 184} tii[7,130] := {84, 137} tii[7,131] := {9, 125} tii[7,132] := {60, 102} tii[7,133] := {3, 81} tii[7,134] := {51, 141} tii[7,135] := {31, 103} tii[7,136] := {130} tii[7,137] := {65, 196} tii[7,138] := {24, 126} tii[7,139] := {6, 89} tii[7,140] := {0, 45} cell#292 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {248} tii[16,2] := {238, 258} tii[16,3] := {255, 259} tii[16,4] := {231} tii[16,5] := {202} tii[16,6] := {215, 253} tii[16,7] := {170, 223} tii[16,8] := {242, 257} tii[16,9] := {177, 249} tii[16,10] := {146, 234} tii[16,11] := {222, 256} tii[16,12] := {244, 245} tii[16,13] := {201} tii[16,14] := {166} tii[16,15] := {176, 239} tii[16,16] := {136, 186} tii[16,17] := {221, 250} tii[16,18] := {135} tii[16,19] := {144, 233} tii[16,20] := {118, 206} tii[16,21] := {107, 158} tii[16,22] := {185, 247} tii[16,23] := {83, 142} tii[16,24] := {224, 225} tii[16,25] := {116, 240} tii[16,26] := {92, 220} tii[16,27] := {152, 251} tii[16,28] := {71, 187} tii[16,29] := {190, 246} tii[16,30] := {227, 252} tii[16,31] := {165} tii[16,32] := {134} tii[16,33] := {143, 216} tii[16,34] := {106, 153} tii[16,35] := {184, 235} tii[16,36] := {104} tii[16,37] := {115, 203} tii[16,38] := {91, 171} tii[16,39] := {81, 127} tii[16,40] := {151, 228} tii[16,41] := {59, 111} tii[16,42] := {188, 189} tii[16,43] := {79} tii[16,44] := {89, 217} tii[16,45] := {58, 101} tii[16,46] := {68, 183} tii[16,47] := {120, 236} tii[16,48] := {50, 154} tii[16,49] := {41, 85} tii[16,50] := {157, 226} tii[16,51] := {27, 102} tii[16,52] := {194, 237} tii[16,53] := {66, 204} tii[16,54] := {47, 172} tii[16,55] := {94, 229} tii[16,56] := {32, 140} tii[16,57] := {126, 208} tii[16,58] := {21, 113} tii[16,59] := {161, 230} tii[16,60] := {196, 197} tii[16,61] := {133} tii[16,62] := {103} tii[16,63] := {114, 178} tii[16,64] := {80, 122} tii[16,65] := {150, 209} tii[16,66] := {78} tii[16,67] := {88, 168} tii[16,68] := {67, 138} tii[16,69] := {57, 97} tii[16,70] := {119, 195} tii[16,71] := {40, 84} tii[16,72] := {155, 156} tii[16,73] := {55} tii[16,74] := {65, 179} tii[16,75] := {46, 148} tii[16,76] := {38, 73} tii[16,77] := {93, 210} tii[16,78] := {31, 123} tii[16,79] := {24, 61} tii[16,80] := {125, 191} tii[16,81] := {16, 74} tii[16,82] := {160, 212} tii[16,83] := {37} tii[16,84] := {45, 169} tii[16,85] := {23, 52} tii[16,86] := {30, 139} tii[16,87] := {69, 199} tii[16,88] := {15, 42} tii[16,89] := {19, 109} tii[16,90] := {96, 175} tii[16,91] := {12, 86} tii[16,92] := {9, 53} tii[16,93] := {129, 200} tii[16,94] := {5, 44} tii[16,95] := {162, 163} tii[16,96] := {29, 180} tii[16,97] := {18, 149} tii[16,98] := {48, 211} tii[16,99] := {11, 124} tii[16,100] := {72, 192} tii[16,101] := {6, 99} tii[16,102] := {100, 213} tii[16,103] := {3, 75} tii[16,104] := {132, 198} tii[16,105] := {164, 214} tii[16,106] := {232} tii[16,107] := {205, 243} tii[16,108] := {167} tii[16,109] := {218, 254} tii[16,110] := {137, 193} tii[16,111] := {108, 174} tii[16,112] := {105} tii[16,113] := {181, 241} tii[16,114] := {82, 130} tii[16,115] := {121, 207} tii[16,116] := {60, 112} tii[16,117] := {43, 131} tii[16,118] := {56} tii[16,119] := {145, 219} tii[16,120] := {39, 76} tii[16,121] := {95, 173} tii[16,122] := {25, 62} tii[16,123] := {51, 159} tii[16,124] := {17, 77} tii[16,125] := {10, 64} tii[16,126] := {22} tii[16,127] := {117, 182} tii[16,128] := {14, 34} tii[16,129] := {8, 26} tii[16,130] := {70, 141} tii[16,131] := {4, 35} tii[16,132] := {33, 128} tii[16,133] := {13, 87} tii[16,134] := {2, 28} tii[16,135] := {0, 36} tii[16,136] := {90, 147} tii[16,137] := {49, 110} tii[16,138] := {20, 98} tii[16,139] := {7, 63} tii[16,140] := {1, 54} cell#293 , |C| = 260 special orbit = [5, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[2],[2, 1, 1, 1, 1]]+phi[[1],[3, 1, 1, 1, 1]] TII depth = 5 TII multiplicity polynomial = 20*X+120*X^2 TII subcells: tii[16,1] := {132} tii[16,2] := {121, 175} tii[16,3] := {150, 197} tii[16,4] := {160} tii[16,5] := {174} tii[16,6] := {93, 199} tii[16,7] := {162, 207} tii[16,8] := {122, 226} tii[16,9] := {120, 228} tii[16,10] := {105, 245} tii[16,11] := {152, 248} tii[16,12] := {171, 257} tii[16,13] := {140} tii[16,14] := {163} tii[16,15] := {63, 188} tii[16,16] := {141, 190} tii[16,17] := {95, 210} tii[16,18] := {135} tii[16,19] := {92, 215} tii[16,20] := {75, 236} tii[16,21] := {114, 167} tii[16,22] := {124, 237} tii[16,23] := {86, 182} tii[16,24] := {145, 252} tii[16,25] := {76, 186} tii[16,26] := {57, 202} tii[16,27] := {111, 203} tii[16,28] := {36, 180} tii[16,29] := {129, 231} tii[16,30] := {98, 200} tii[16,31] := {159} tii[16,32] := {173} tii[16,33] := {42, 198} tii[16,34] := {161, 206} tii[16,35] := {65, 225} tii[16,36] := {147} tii[16,37] := {62, 227} tii[16,38] := {48, 244} tii[16,39] := {133, 178} tii[16,40] := {97, 247} tii[16,41] := {109, 194} tii[16,42] := {117, 256} tii[16,43] := {119} tii[16,44] := {49, 214} tii[16,45] := {104, 151} tii[16,46] := {34, 234} tii[16,47] := {81, 235} tii[16,48] := {21, 208} tii[16,49] := {78, 170} tii[16,50] := {100, 251} tii[16,51] := {53, 155} tii[16,52] := {68, 230} tii[16,53] := {61, 229} tii[16,54] := {47, 246} tii[16,55] := {96, 249} tii[16,56] := {31, 224} tii[16,57] := {116, 258} tii[16,58] := {17, 196} tii[16,59] := {99, 250} tii[16,60] := {118, 259} tii[16,61] := {142} tii[16,62] := {164} tii[16,63] := {25, 189} tii[16,64] := {143, 191} tii[16,65] := {44, 213} tii[16,66] := {136} tii[16,67] := {41, 216} tii[16,68] := {28, 238} tii[16,69] := {115, 168} tii[16,70] := {67, 240} tii[16,71] := {87, 183} tii[16,72] := {89, 253} tii[16,73] := {106} tii[16,74] := {29, 193} tii[16,75] := {19, 220} tii[16,76] := {84, 137} tii[16,77] := {54, 221} tii[16,78] := {9, 192} tii[16,79] := {59, 156} tii[16,80] := {70, 243} tii[16,81] := {38, 139} tii[16,82] := {45, 218} tii[16,83] := {77} tii[16,84] := {40, 217} tii[16,85] := {58, 112} tii[16,86] := {27, 239} tii[16,87] := {66, 241} tii[16,88] := {37, 130} tii[16,89] := {15, 212} tii[16,90] := {88, 254} tii[16,91] := {7, 184} tii[16,92] := {23, 113} tii[16,93] := {69, 242} tii[16,94] := {13, 131} tii[16,95] := {90, 255} tii[16,96] := {30, 187} tii[16,97] := {20, 204} tii[16,98] := {55, 205} tii[16,99] := {10, 181} tii[16,100] := {72, 232} tii[16,101] := {4, 153} tii[16,102] := {56, 219} tii[16,103] := {1, 128} tii[16,104] := {73, 233} tii[16,105] := {46, 201} tii[16,106] := {108} tii[16,107] := {80, 125} tii[16,108] := {148} tii[16,109] := {94, 149} tii[16,110] := {134, 179} tii[16,111] := {110, 195} tii[16,112] := {107} tii[16,113] := {64, 177} tii[16,114] := {85, 138} tii[16,115] := {79, 223} tii[16,116] := {60, 158} tii[16,117] := {39, 126} tii[16,118] := {91} tii[16,119] := {43, 165} tii[16,120] := {74, 123} tii[16,121] := {52, 209} tii[16,122] := {51, 144} tii[16,123] := {24, 154} tii[16,124] := {33, 127} tii[16,125] := {18, 146} tii[16,126] := {50} tii[16,127] := {26, 176} tii[16,128] := {35, 82} tii[16,129] := {22, 102} tii[16,130] := {32, 222} tii[16,131] := {11, 83} tii[16,132] := {12, 185} tii[16,133] := {8, 172} tii[16,134] := {6, 103} tii[16,135] := {2, 71} tii[16,136] := {14, 166} tii[16,137] := {16, 211} tii[16,138] := {5, 169} tii[16,139] := {3, 157} tii[16,140] := {0, 101} cell#294 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {224} tii[7,2] := {204} tii[7,3] := {111, 247} tii[7,4] := {153, 251} tii[7,5] := {216} tii[7,6] := {195, 232} tii[7,7] := {176} tii[7,8] := {90, 242} tii[7,9] := {119, 248} tii[7,10] := {72, 225} tii[7,11] := {193} tii[7,12] := {64, 207} tii[7,13] := {166, 213} tii[7,14] := {97, 240} tii[7,15] := {110, 229} tii[7,16] := {177} tii[7,17] := {150, 200} tii[7,18] := {121, 185} tii[7,19] := {147} tii[7,20] := {70, 246} tii[7,21] := {96, 250} tii[7,22] := {164} tii[7,23] := {55, 234} tii[7,24] := {47, 217} tii[7,25] := {134, 190} tii[7,26] := {74, 244} tii[7,27] := {87, 238} tii[7,28] := {39, 215} tii[7,29] := {148} tii[7,30] := {33, 194} tii[7,31] := {58, 231} tii[7,32] := {116, 171} tii[7,33] := {23, 167} tii[7,34] := {98, 156} tii[7,35] := {69, 219} tii[7,36] := {61, 233} tii[7,37] := {163} tii[7,38] := {133, 189} tii[7,39] := {107, 169} tii[7,40] := {86, 191} tii[7,41] := {113} tii[7,42] := {54, 243} tii[7,43] := {73, 249} tii[7,44] := {132} tii[7,45] := {38, 226} tii[7,46] := {32, 208} tii[7,47] := {106, 161} tii[7,48] := {57, 241} tii[7,49] := {67, 230} tii[7,50] := {27, 205} tii[7,51] := {114} tii[7,52] := {20, 179} tii[7,53] := {93, 141} tii[7,54] := {40, 221} tii[7,55] := {13, 154} tii[7,56] := {76, 123} tii[7,57] := {51, 210} tii[7,58] := {42, 222} tii[7,59] := {16, 178} tii[7,60] := {131} tii[7,61] := {12, 151} tii[7,62] := {29, 202} tii[7,63] := {105, 160} tii[7,64] := {8, 122} tii[7,65] := {37, 186} tii[7,66] := {84, 137} tii[7,67] := {5, 100} tii[7,68] := {66, 162} tii[7,69] := {30, 203} tii[7,70] := {36, 188} tii[7,71] := {115} tii[7,72] := {94, 143} tii[7,73] := {77, 124} tii[7,74] := {59, 144} tii[7,75] := {44, 128} tii[7,76] := {145} tii[7,77] := {182} tii[7,78] := {175} tii[7,79] := {92, 235} tii[7,80] := {209} tii[7,81] := {120, 245} tii[7,82] := {83, 218} tii[7,83] := {140, 239} tii[7,84] := {146} tii[7,85] := {56, 206} tii[7,86] := {104, 237} tii[7,87] := {181} tii[7,88] := {48, 180} tii[7,89] := {75, 223} tii[7,90] := {168, 220} tii[7,91] := {89, 211} tii[7,92] := {35, 155} tii[7,93] := {80, 187} tii[7,94] := {112} tii[7,95] := {28, 192} tii[7,96] := {82, 227} tii[7,97] := {152} tii[7,98] := {21, 165} tii[7,99] := {41, 212} tii[7,100] := {49, 183} tii[7,101] := {14, 135} tii[7,102] := {136, 199} tii[7,103] := {53, 198} tii[7,104] := {101, 158} tii[7,105] := {43, 214} tii[7,106] := {10, 109} tii[7,107] := {52, 201} tii[7,108] := {91} tii[7,109] := {11, 149} tii[7,110] := {63, 236} tii[7,111] := {118} tii[7,112] := {7, 117} tii[7,113] := {17, 173} tii[7,114] := {34, 196} tii[7,115] := {4, 99} tii[7,116] := {26, 157} tii[7,117] := {108, 170} tii[7,118] := {15, 139} tii[7,119] := {2, 78} tii[7,120] := {18, 174} tii[7,121] := {79, 127} tii[7,122] := {25, 159} tii[7,123] := {68, 172} tii[7,124] := {1, 62} tii[7,125] := {19, 129} tii[7,126] := {71} tii[7,127] := {46, 228} tii[7,128] := {95} tii[7,129] := {22, 184} tii[7,130] := {85, 138} tii[7,131] := {9, 125} tii[7,132] := {60, 102} tii[7,133] := {3, 81} tii[7,134] := {50, 142} tii[7,135] := {31, 103} tii[7,136] := {130} tii[7,137] := {65, 197} tii[7,138] := {24, 126} tii[7,139] := {6, 88} tii[7,140] := {0, 45} cell#295 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {88} tii[7,2] := {116} tii[7,3] := {44, 137} tii[7,4] := {68, 174} tii[7,5] := {136} tii[7,6] := {108, 173} tii[7,7] := {141} tii[7,8] := {63, 168} tii[7,9] := {92, 200} tii[7,10] := {53, 190} tii[7,11] := {167} tii[7,12] := {35, 161} tii[7,13] := {133, 199} tii[7,14] := {77, 220} tii[7,15] := {99, 229} tii[7,16] := {188} tii[7,17] := {159, 218} tii[7,18] := {148, 231} tii[7,19] := {170} tii[7,20] := {84, 183} tii[7,21] := {118, 209} tii[7,22] := {192} tii[7,23] := {73, 206} tii[7,24] := {50, 181} tii[7,25] := {164, 222} tii[7,26] := {101, 228} tii[7,27] := {125, 240} tii[7,28] := {54, 182} tii[7,29] := {210} tii[7,30] := {36, 155} tii[7,31] := {78, 208} tii[7,32] := {186, 237} tii[7,33] := {22, 130} tii[7,34] := {176, 245} tii[7,35] := {100, 226} tii[7,36] := {123, 241} tii[7,37] := {225} tii[7,38] := {205, 244} tii[7,39] := {185, 248} tii[7,40] := {163, 251} tii[7,41] := {153} tii[7,42] := {74, 169} tii[7,43] := {102, 201} tii[7,44] := {179} tii[7,45] := {58, 191} tii[7,46] := {39, 162} tii[7,47] := {152, 204} tii[7,48] := {81, 221} tii[7,49] := {104, 230} tii[7,50] := {40, 165} tii[7,51] := {203} tii[7,52] := {27, 131} tii[7,53] := {178, 224} tii[7,54] := {60, 197} tii[7,55] := {16, 113} tii[7,56] := {154, 239} tii[7,57] := {80, 212} tii[7,58] := {103, 234} tii[7,59] := {28, 135} tii[7,60] := {211} tii[7,61] := {17, 107} tii[7,62] := {42, 172} tii[7,63] := {187, 238} tii[7,64] := {9, 86} tii[7,65] := {59, 193} tii[7,66] := {177, 246} tii[7,67] := {6, 67} tii[7,68] := {150, 250} tii[7,69] := {79, 215} tii[7,70] := {97, 235} tii[7,71] := {189} tii[7,72] := {160, 219} tii[7,73] := {149, 232} tii[7,74] := {121, 243} tii[7,75] := {96, 236} tii[7,76] := {32} tii[7,77] := {49} tii[7,78] := {45} tii[7,79] := {31, 112} tii[7,80] := {69} tii[7,81] := {48, 146} tii[7,82] := {19, 91} tii[7,83] := {66, 120} tii[7,84] := {64} tii[7,85] := {38, 166} tii[7,86] := {30, 117} tii[7,87] := {93} tii[7,88] := {25, 132} tii[7,89] := {56, 198} tii[7,90] := {87, 147} tii[7,91] := {76, 213} tii[7,92] := {14, 114} tii[7,93] := {94, 194} tii[7,94] := {85} tii[7,95] := {37, 156} tii[7,96] := {43, 142} tii[7,97] := {119} tii[7,98] := {24, 129} tii[7,99] := {55, 184} tii[7,100] := {23, 138} tii[7,101] := {13, 105} tii[7,102] := {115, 175} tii[7,103] := {75, 207} tii[7,104] := {122, 214} tii[7,105] := {95, 227} tii[7,106] := {8, 82} tii[7,107] := {109, 242} tii[7,108] := {110} tii[7,109] := {18, 111} tii[7,110] := {62, 158} tii[7,111] := {144} tii[7,112] := {10, 83} tii[7,113] := {29, 145} tii[7,114] := {34, 157} tii[7,115] := {4, 65} tii[7,116] := {41, 171} tii[7,117] := {140, 202} tii[7,118] := {15, 106} tii[7,119] := {2, 46} tii[7,120] := {57, 195} tii[7,121] := {151, 233} tii[7,122] := {72, 216} tii[7,123] := {134, 249} tii[7,124] := {1, 33} tii[7,125] := {52, 196} tii[7,126] := {98} tii[7,127] := {51, 143} tii[7,128] := {127} tii[7,129] := {26, 139} tii[7,130] := {126, 180} tii[7,131] := {11, 89} tii[7,132] := {128, 223} tii[7,133] := {3, 47} tii[7,134] := {124, 247} tii[7,135] := {71, 217} tii[7,136] := {21} tii[7,137] := {12, 70} tii[7,138] := {7, 90} tii[7,139] := {5, 61} tii[7,140] := {0, 20} cell#296 , |C| = 49 special orbit = [5, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [1, 1, 1, 1, 1, 1]] , dim = 28 cell rep = phi[[2],[1, 1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 7*X+21*X^2 TII subcells: tii[12,1] := {45} tii[12,2] := {37} tii[12,3] := {43, 44} tii[12,4] := {35} tii[12,5] := {41, 42} tii[12,6] := {47, 48} tii[12,7] := {26} tii[12,8] := {33, 34} tii[12,9] := {39, 40} tii[12,10] := {32, 46} tii[12,11] := {16} tii[12,12] := {24, 25} tii[12,13] := {30, 31} tii[12,14] := {23, 38} tii[12,15] := {13, 36} tii[12,16] := {9} tii[12,17] := {14, 15} tii[12,18] := {21, 22} tii[12,19] := {12, 28} tii[12,20] := {6, 27} tii[12,21] := {3, 29} tii[12,22] := {4} tii[12,23] := {7, 8} tii[12,24] := {10, 11} tii[12,25] := {5, 19} tii[12,26] := {2, 17} tii[12,27] := {1, 20} tii[12,28] := {0, 18} cell#297 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {40} tii[6,2] := {45} tii[6,3] := {36} tii[6,4] := {25} tii[6,5] := {43} tii[6,6] := {47} tii[6,7] := {28} tii[6,8] := {21} tii[6,9] := {38} tii[6,10] := {16} tii[6,11] := {42} tii[6,12] := {46} tii[6,13] := {22} tii[6,14] := {17} tii[6,15] := {30} tii[6,16] := {12} tii[6,17] := {37} tii[6,18] := {11} tii[6,19] := {41} tii[6,20] := {44} tii[6,21] := {18} tii[6,22] := {13} tii[6,23] := {24} tii[6,24] := {9} tii[6,25] := {29} tii[6,26] := {7} tii[6,27] := {34} tii[6,28] := {5} tii[6,29] := {39} tii[6,30] := {35} tii[6,31] := {14} tii[6,32] := {10} tii[6,33] := {19} tii[6,34] := {6} tii[6,35] := {23} tii[6,36] := {4} tii[6,37] := {26} tii[6,38] := {2} tii[6,39] := {32} tii[6,40] := {1} tii[6,41] := {27} tii[6,42] := {33} tii[6,43] := {31} tii[6,44] := {20} tii[6,45] := {15} tii[6,46] := {8} tii[6,47] := {3} tii[6,48] := {0} cell#298 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {88} tii[7,2] := {116} tii[7,3] := {44, 137} tii[7,4] := {68, 174} tii[7,5] := {136} tii[7,6] := {108, 173} tii[7,7] := {141} tii[7,8] := {63, 168} tii[7,9] := {92, 200} tii[7,10] := {53, 190} tii[7,11] := {167} tii[7,12] := {35, 161} tii[7,13] := {133, 199} tii[7,14] := {77, 220} tii[7,15] := {99, 229} tii[7,16] := {188} tii[7,17] := {159, 218} tii[7,18] := {148, 231} tii[7,19] := {170} tii[7,20] := {84, 183} tii[7,21] := {118, 209} tii[7,22] := {192} tii[7,23] := {73, 206} tii[7,24] := {50, 181} tii[7,25] := {164, 222} tii[7,26] := {101, 228} tii[7,27] := {125, 240} tii[7,28] := {54, 182} tii[7,29] := {210} tii[7,30] := {36, 155} tii[7,31] := {78, 208} tii[7,32] := {186, 237} tii[7,33] := {22, 130} tii[7,34] := {176, 245} tii[7,35] := {100, 226} tii[7,36] := {123, 241} tii[7,37] := {225} tii[7,38] := {205, 244} tii[7,39] := {185, 248} tii[7,40] := {163, 251} tii[7,41] := {153} tii[7,42] := {74, 169} tii[7,43] := {102, 201} tii[7,44] := {179} tii[7,45] := {58, 191} tii[7,46] := {39, 162} tii[7,47] := {152, 204} tii[7,48] := {81, 221} tii[7,49] := {104, 230} tii[7,50] := {40, 165} tii[7,51] := {203} tii[7,52] := {27, 131} tii[7,53] := {178, 224} tii[7,54] := {60, 197} tii[7,55] := {16, 113} tii[7,56] := {154, 239} tii[7,57] := {80, 212} tii[7,58] := {103, 234} tii[7,59] := {28, 135} tii[7,60] := {211} tii[7,61] := {17, 107} tii[7,62] := {42, 172} tii[7,63] := {187, 238} tii[7,64] := {9, 86} tii[7,65] := {59, 193} tii[7,66] := {177, 246} tii[7,67] := {6, 67} tii[7,68] := {150, 250} tii[7,69] := {79, 215} tii[7,70] := {97, 235} tii[7,71] := {189} tii[7,72] := {160, 219} tii[7,73] := {149, 232} tii[7,74] := {121, 243} tii[7,75] := {96, 236} tii[7,76] := {32} tii[7,77] := {49} tii[7,78] := {45} tii[7,79] := {31, 112} tii[7,80] := {69} tii[7,81] := {48, 146} tii[7,82] := {19, 91} tii[7,83] := {66, 120} tii[7,84] := {64} tii[7,85] := {38, 166} tii[7,86] := {30, 117} tii[7,87] := {93} tii[7,88] := {25, 132} tii[7,89] := {56, 198} tii[7,90] := {87, 147} tii[7,91] := {76, 213} tii[7,92] := {14, 114} tii[7,93] := {94, 194} tii[7,94] := {85} tii[7,95] := {37, 156} tii[7,96] := {43, 142} tii[7,97] := {119} tii[7,98] := {24, 129} tii[7,99] := {55, 184} tii[7,100] := {23, 138} tii[7,101] := {13, 105} tii[7,102] := {115, 175} tii[7,103] := {75, 207} tii[7,104] := {122, 214} tii[7,105] := {95, 227} tii[7,106] := {8, 82} tii[7,107] := {109, 242} tii[7,108] := {110} tii[7,109] := {18, 111} tii[7,110] := {62, 158} tii[7,111] := {144} tii[7,112] := {10, 83} tii[7,113] := {29, 145} tii[7,114] := {34, 157} tii[7,115] := {4, 65} tii[7,116] := {41, 171} tii[7,117] := {140, 202} tii[7,118] := {15, 106} tii[7,119] := {2, 46} tii[7,120] := {57, 195} tii[7,121] := {151, 233} tii[7,122] := {72, 216} tii[7,123] := {134, 249} tii[7,124] := {1, 33} tii[7,125] := {52, 196} tii[7,126] := {98} tii[7,127] := {51, 143} tii[7,128] := {127} tii[7,129] := {26, 139} tii[7,130] := {126, 180} tii[7,131] := {11, 89} tii[7,132] := {128, 223} tii[7,133] := {3, 47} tii[7,134] := {124, 247} tii[7,135] := {71, 217} tii[7,136] := {21} tii[7,137] := {12, 70} tii[7,138] := {7, 90} tii[7,139] := {5, 61} tii[7,140] := {0, 20} cell#299 , |C| = 49 special orbit = [5, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [1, 1, 1, 1, 1, 1]] , dim = 28 cell rep = phi[[2],[1, 1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 7*X+21*X^2 TII subcells: tii[12,1] := {45} tii[12,2] := {37} tii[12,3] := {43, 44} tii[12,4] := {35} tii[12,5] := {41, 42} tii[12,6] := {47, 48} tii[12,7] := {26} tii[12,8] := {33, 34} tii[12,9] := {39, 40} tii[12,10] := {32, 46} tii[12,11] := {16} tii[12,12] := {24, 25} tii[12,13] := {30, 31} tii[12,14] := {23, 38} tii[12,15] := {13, 36} tii[12,16] := {9} tii[12,17] := {14, 15} tii[12,18] := {21, 22} tii[12,19] := {12, 29} tii[12,20] := {6, 27} tii[12,21] := {3, 28} tii[12,22] := {4} tii[12,23] := {7, 8} tii[12,24] := {10, 11} tii[12,25] := {5, 20} tii[12,26] := {2, 17} tii[12,27] := {1, 19} tii[12,28] := {0, 18} cell#300 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {40} tii[6,2] := {45} tii[6,3] := {36} tii[6,4] := {25} tii[6,5] := {43} tii[6,6] := {47} tii[6,7] := {28} tii[6,8] := {21} tii[6,9] := {38} tii[6,10] := {16} tii[6,11] := {42} tii[6,12] := {46} tii[6,13] := {22} tii[6,14] := {17} tii[6,15] := {30} tii[6,16] := {12} tii[6,17] := {37} tii[6,18] := {11} tii[6,19] := {41} tii[6,20] := {44} tii[6,21] := {18} tii[6,22] := {13} tii[6,23] := {24} tii[6,24] := {9} tii[6,25] := {29} tii[6,26] := {7} tii[6,27] := {34} tii[6,28] := {5} tii[6,29] := {39} tii[6,30] := {35} tii[6,31] := {14} tii[6,32] := {10} tii[6,33] := {19} tii[6,34] := {6} tii[6,35] := {23} tii[6,36] := {4} tii[6,37] := {26} tii[6,38] := {2} tii[6,39] := {32} tii[6,40] := {1} tii[6,41] := {27} tii[6,42] := {33} tii[6,43] := {31} tii[6,44] := {20} tii[6,45] := {15} tii[6,46] := {8} tii[6,47] := {3} tii[6,48] := {0} cell#301 , |C| = 280 special orbit = [5, 2, 2, 2, 2, 1, 1, 1, 1] special rep = [[2, 1, 1], [1, 1, 1, 1]] , dim = 210 cell rep = phi[[2, 1, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 140*X+70*X^2 TII subcells: tii[14,1] := {181} tii[14,2] := {173} tii[14,3] := {102} tii[14,4] := {215} tii[14,5] := {208} tii[14,6] := {239} tii[14,7] := {69} tii[14,8] := {174} tii[14,9] := {257} tii[14,10] := {240, 271} tii[14,11] := {204} tii[14,12] := {183, 237} tii[14,13] := {101} tii[14,14] := {132} tii[14,15] := {111, 177} tii[14,16] := {232} tii[14,17] := {226} tii[14,18] := {253} tii[14,19] := {44} tii[14,20] := {194} tii[14,21] := {267} tii[14,22] := {254, 276} tii[14,23] := {223} tii[14,24] := {201, 249} tii[14,25] := {265} tii[14,26] := {159} tii[14,27] := {68} tii[14,28] := {273} tii[14,29] := {266, 279} tii[14,30] := {261} tii[14,31] := {97} tii[14,32] := {191} tii[14,33] := {79, 141} tii[14,34] := {167, 227} tii[14,35] := {246, 274} tii[14,36] := {225, 278} tii[14,37] := {218} tii[14,38] := {190, 243} tii[14,39] := {158, 260} tii[14,40] := {89} tii[14,41] := {120} tii[14,42] := {93, 162} tii[14,43] := {153} tii[14,44] := {118, 187} tii[14,45] := {88, 217} tii[14,46] := {23} tii[14,47] := {24} tii[14,48] := {147} tii[14,49] := {35} tii[14,50] := {137} tii[14,51] := {29} tii[14,52] := {115} tii[14,53] := {55} tii[14,54] := {86} tii[14,55] := {104} tii[14,56] := {43} tii[14,57] := {75} tii[14,58] := {53} tii[14,59] := {213} tii[14,60] := {19} tii[14,61] := {149} tii[14,62] := {234} tii[14,63] := {81} tii[14,64] := {136} tii[14,65] := {214, 258} tii[14,66] := {117} tii[14,67] := {95} tii[14,68] := {71} tii[14,69] := {28} tii[14,70] := {169} tii[14,71] := {203} tii[14,72] := {50} tii[14,73] := {139} tii[14,74] := {146, 209} tii[14,75] := {182, 236} tii[14,76] := {150, 211} tii[14,77] := {42} tii[14,78] := {133} tii[14,79] := {74} tii[14,80] := {112, 178} tii[14,81] := {83, 144} tii[14,82] := {255} tii[14,83] := {78} tii[14,84] := {268} tii[14,85] := {184} tii[14,86] := {123} tii[14,87] := {12} tii[14,88] := {113} tii[14,89] := {256, 277} tii[14,90] := {152} tii[14,91] := {247} tii[14,92] := {131} tii[14,93] := {235} tii[14,94] := {46} tii[14,95] := {156} tii[14,96] := {18} tii[14,97] := {231, 269} tii[14,98] := {216, 259} tii[14,99] := {176} tii[14,100] := {128, 196} tii[14,101] := {33} tii[14,102] := {205, 275} tii[14,103] := {185, 238} tii[14,104] := {186} tii[14,105] := {27} tii[14,106] := {98} tii[14,107] := {224} tii[14,108] := {96} tii[14,109] := {49} tii[14,110] := {80, 142} tii[14,111] := {154, 219} tii[14,112] := {202, 250} tii[14,113] := {140} tii[14,114] := {122, 241} tii[14,115] := {171, 264} tii[14,116] := {151, 212} tii[14,117] := {57, 109} tii[14,118] := {138, 252} tii[14,119] := {157} tii[14,120] := {41} tii[14,121] := {73} tii[14,122] := {129, 197} tii[14,123] := {82, 143} tii[14,124] := {99, 221} tii[14,125] := {70, 199} tii[14,126] := {92} tii[14,127] := {206} tii[14,128] := {6} tii[14,129] := {130} tii[14,130] := {175} tii[14,131] := {155} tii[14,132] := {30} tii[14,133] := {11} tii[14,134] := {248} tii[14,135] := {195} tii[14,136] := {233, 270} tii[14,137] := {21} tii[14,138] := {207, 251} tii[14,139] := {17} tii[14,140] := {242} tii[14,141] := {119} tii[14,142] := {65} tii[14,143] := {32} tii[14,144] := {222, 262} tii[14,145] := {54, 107} tii[14,146] := {161} tii[14,147] := {193, 272} tii[14,148] := {172, 229} tii[14,149] := {37, 76} tii[14,150] := {160, 263} tii[14,151] := {87} tii[14,152] := {121} tii[14,153] := {26} tii[14,154] := {48} tii[14,155] := {94, 163} tii[14,156] := {125} tii[14,157] := {56, 108} tii[14,158] := {66, 189} tii[14,159] := {135, 198} tii[14,160] := {124, 244} tii[14,161] := {45, 165} tii[14,162] := {40} tii[14,163] := {62} tii[14,164] := {67, 126} tii[14,165] := {61, 188} tii[14,166] := {1} tii[14,167] := {15} tii[14,168] := {4} tii[14,169] := {9} tii[14,170] := {8} tii[14,171] := {84} tii[14,172] := {36} tii[14,173] := {16} tii[14,174] := {59} tii[14,175] := {39} tii[14,176] := {64} tii[14,177] := {10} tii[14,178] := {170} tii[14,179] := {148, 210} tii[14,180] := {106} tii[14,181] := {20} tii[14,182] := {51} tii[14,183] := {116, 180} tii[14,184] := {85, 145} tii[14,185] := {5} tii[14,186] := {192} tii[14,187] := {63} tii[14,188] := {13} tii[14,189] := {168, 228} tii[14,190] := {105} tii[14,191] := {134, 245} tii[14,192] := {34} tii[14,193] := {114, 179} tii[14,194] := {103, 230} tii[14,195] := {58, 110} tii[14,196] := {72, 200} tii[14,197] := {60} tii[14,198] := {2} tii[14,199] := {91} tii[14,200] := {7} tii[14,201] := {100, 164} tii[14,202] := {22} tii[14,203] := {38, 77} tii[14,204] := {90, 220} tii[14,205] := {47, 166} tii[14,206] := {0} tii[14,207] := {3} tii[14,208] := {14} tii[14,209] := {25, 52} tii[14,210] := {31, 127} cell#302 , |C| = 280 special orbit = [5, 2, 2, 2, 2, 1, 1, 1, 1] special rep = [[2, 1, 1], [1, 1, 1, 1]] , dim = 210 cell rep = phi[[2, 1, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 140*X+70*X^2 TII subcells: tii[14,1] := {181} tii[14,2] := {173} tii[14,3] := {102} tii[14,4] := {215} tii[14,5] := {208} tii[14,6] := {239} tii[14,7] := {69} tii[14,8] := {174} tii[14,9] := {257} tii[14,10] := {240, 271} tii[14,11] := {204} tii[14,12] := {183, 237} tii[14,13] := {101} tii[14,14] := {132} tii[14,15] := {111, 177} tii[14,16] := {232} tii[14,17] := {226} tii[14,18] := {253} tii[14,19] := {44} tii[14,20] := {194} tii[14,21] := {267} tii[14,22] := {254, 276} tii[14,23] := {223} tii[14,24] := {201, 249} tii[14,25] := {265} tii[14,26] := {159} tii[14,27] := {68} tii[14,28] := {273} tii[14,29] := {266, 279} tii[14,30] := {261} tii[14,31] := {97} tii[14,32] := {191} tii[14,33] := {79, 141} tii[14,34] := {167, 227} tii[14,35] := {246, 274} tii[14,36] := {225, 278} tii[14,37] := {218} tii[14,38] := {190, 243} tii[14,39] := {158, 260} tii[14,40] := {89} tii[14,41] := {120} tii[14,42] := {93, 162} tii[14,43] := {153} tii[14,44] := {118, 187} tii[14,45] := {88, 217} tii[14,46] := {23} tii[14,47] := {24} tii[14,48] := {147} tii[14,49] := {35} tii[14,50] := {137} tii[14,51] := {29} tii[14,52] := {115} tii[14,53] := {55} tii[14,54] := {86} tii[14,55] := {104} tii[14,56] := {43} tii[14,57] := {75} tii[14,58] := {53} tii[14,59] := {213} tii[14,60] := {19} tii[14,61] := {149} tii[14,62] := {234} tii[14,63] := {81} tii[14,64] := {136} tii[14,65] := {214, 258} tii[14,66] := {117} tii[14,67] := {95} tii[14,68] := {71} tii[14,69] := {28} tii[14,70] := {169} tii[14,71] := {203} tii[14,72] := {50} tii[14,73] := {139} tii[14,74] := {146, 209} tii[14,75] := {182, 236} tii[14,76] := {150, 211} tii[14,77] := {42} tii[14,78] := {133} tii[14,79] := {74} tii[14,80] := {112, 178} tii[14,81] := {83, 144} tii[14,82] := {255} tii[14,83] := {78} tii[14,84] := {268} tii[14,85] := {184} tii[14,86] := {123} tii[14,87] := {12} tii[14,88] := {113} tii[14,89] := {256, 277} tii[14,90] := {152} tii[14,91] := {247} tii[14,92] := {131} tii[14,93] := {235} tii[14,94] := {46} tii[14,95] := {156} tii[14,96] := {18} tii[14,97] := {231, 269} tii[14,98] := {216, 259} tii[14,99] := {176} tii[14,100] := {128, 196} tii[14,101] := {33} tii[14,102] := {205, 275} tii[14,103] := {185, 238} tii[14,104] := {186} tii[14,105] := {27} tii[14,106] := {98} tii[14,107] := {224} tii[14,108] := {96} tii[14,109] := {49} tii[14,110] := {80, 142} tii[14,111] := {154, 219} tii[14,112] := {202, 250} tii[14,113] := {140} tii[14,114] := {122, 241} tii[14,115] := {171, 264} tii[14,116] := {151, 212} tii[14,117] := {57, 109} tii[14,118] := {138, 252} tii[14,119] := {157} tii[14,120] := {41} tii[14,121] := {73} tii[14,122] := {129, 197} tii[14,123] := {82, 143} tii[14,124] := {99, 221} tii[14,125] := {70, 199} tii[14,126] := {92} tii[14,127] := {206} tii[14,128] := {6} tii[14,129] := {130} tii[14,130] := {175} tii[14,131] := {155} tii[14,132] := {30} tii[14,133] := {11} tii[14,134] := {248} tii[14,135] := {195} tii[14,136] := {233, 270} tii[14,137] := {21} tii[14,138] := {207, 251} tii[14,139] := {17} tii[14,140] := {242} tii[14,141] := {119} tii[14,142] := {65} tii[14,143] := {32} tii[14,144] := {222, 262} tii[14,145] := {54, 107} tii[14,146] := {161} tii[14,147] := {193, 272} tii[14,148] := {172, 229} tii[14,149] := {37, 76} tii[14,150] := {160, 263} tii[14,151] := {87} tii[14,152] := {121} tii[14,153] := {26} tii[14,154] := {48} tii[14,155] := {94, 163} tii[14,156] := {125} tii[14,157] := {56, 108} tii[14,158] := {66, 189} tii[14,159] := {135, 198} tii[14,160] := {124, 244} tii[14,161] := {45, 165} tii[14,162] := {40} tii[14,163] := {62} tii[14,164] := {67, 126} tii[14,165] := {61, 188} tii[14,166] := {1} tii[14,167] := {15} tii[14,168] := {4} tii[14,169] := {9} tii[14,170] := {8} tii[14,171] := {84} tii[14,172] := {36} tii[14,173] := {16} tii[14,174] := {59} tii[14,175] := {39} tii[14,176] := {64} tii[14,177] := {10} tii[14,178] := {170} tii[14,179] := {148, 210} tii[14,180] := {106} tii[14,181] := {20} tii[14,182] := {51} tii[14,183] := {116, 180} tii[14,184] := {85, 145} tii[14,185] := {5} tii[14,186] := {192} tii[14,187] := {63} tii[14,188] := {13} tii[14,189] := {168, 228} tii[14,190] := {105} tii[14,191] := {134, 245} tii[14,192] := {34} tii[14,193] := {114, 179} tii[14,194] := {103, 230} tii[14,195] := {58, 110} tii[14,196] := {72, 200} tii[14,197] := {60} tii[14,198] := {2} tii[14,199] := {91} tii[14,200] := {7} tii[14,201] := {100, 164} tii[14,202] := {22} tii[14,203] := {38, 77} tii[14,204] := {90, 220} tii[14,205] := {47, 166} tii[14,206] := {0} tii[14,207] := {3} tii[14,208] := {14} tii[14,209] := {25, 52} tii[14,210] := {31, 127} cell#303 , |C| = 336 special orbit = [3, 3, 3, 2, 2, 1, 1, 1, 1] special rep = [[1, 1, 1], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[1, 1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[8,1] := {112} tii[8,2] := {111} tii[8,3] := {156} tii[8,4] := {155} tii[8,5] := {205} tii[8,6] := {130, 254} tii[8,7] := {188, 290} tii[8,8] := {251} tii[8,9] := {283, 284} tii[8,10] := {203} tii[8,11] := {252} tii[8,12] := {285, 286} tii[8,13] := {178} tii[8,14] := {110} tii[8,15] := {225} tii[8,16] := {164, 276} tii[8,17] := {214, 306} tii[8,18] := {273} tii[8,19] := {299, 300} tii[8,20] := {278} tii[8,21] := {153} tii[8,22] := {211, 296} tii[8,23] := {264, 319} tii[8,24] := {258, 259} tii[8,25] := {200} tii[8,26] := {311} tii[8,27] := {209, 213} tii[8,28] := {235, 236} tii[8,29] := {326, 327} tii[8,30] := {294, 305} tii[8,31] := {269, 322} tii[8,32] := {321} tii[8,33] := {331, 332} tii[8,34] := {320, 335} tii[8,35] := {204} tii[8,36] := {253} tii[8,37] := {287, 288} tii[8,38] := {275} tii[8,39] := {303, 304} tii[8,40] := {266, 325} tii[8,41] := {9} tii[8,42] := {78} tii[8,43] := {15} tii[8,44] := {22} tii[8,45] := {40} tii[8,46] := {55} tii[8,47] := {21} tii[8,48] := {39} tii[8,49] := {24} tii[8,50] := {93, 202} tii[8,51] := {36} tii[8,52] := {154} tii[8,53] := {136, 242} tii[8,54] := {59} tii[8,55] := {52} tii[8,56] := {80} tii[8,57] := {35} tii[8,58] := {64, 157} tii[8,59] := {199} tii[8,60] := {84} tii[8,61] := {47, 115} tii[8,62] := {58} tii[8,63] := {233, 234} tii[8,64] := {99, 198} tii[8,65] := {144, 145} tii[8,66] := {51} tii[8,67] := {150} tii[8,68] := {83} tii[8,69] := {182, 183} tii[8,70] := {142, 143} tii[8,71] := {177, 277} tii[8,72] := {255} tii[8,73] := {37} tii[8,74] := {54} tii[8,75] := {241, 307} tii[8,76] := {86} tii[8,77] := {224, 227} tii[8,78] := {77} tii[8,79] := {94, 206} tii[8,80] := {113} tii[8,81] := {293} tii[8,82] := {53} tii[8,83] := {174, 180} tii[8,84] := {270, 289} tii[8,85] := {119} tii[8,86] := {137, 250} tii[8,87] := {68, 159} tii[8,88] := {317, 318} tii[8,89] := {85} tii[8,90] := {249, 313} tii[8,91] := {195, 196} tii[8,92] := {312} tii[8,93] := {76} tii[8,94] := {201} tii[8,95] := {176, 179} tii[8,96] := {109} tii[8,97] := {96, 207} tii[8,98] := {118} tii[8,99] := {237, 238} tii[8,100] := {127, 134} tii[8,101] := {328, 329} tii[8,102] := {162} tii[8,103] := {221, 240} tii[8,104] := {95, 100} tii[8,105] := {308, 334} tii[8,106] := {197, 279} tii[8,107] := {247, 248} tii[8,108] := {193, 194} tii[8,109] := {222, 314} tii[8,110] := {274} tii[8,111] := {107} tii[8,112] := {160} tii[8,113] := {301, 302} tii[8,114] := {243, 244} tii[8,115] := {265, 324} tii[8,116] := {219, 315} tii[8,117] := {23} tii[8,118] := {63} tii[8,119] := {98} tii[8,120] := {92} tii[8,121] := {79} tii[8,122] := {121, 228} tii[8,123] := {34} tii[8,124] := {135} tii[8,125] := {168, 272} tii[8,126] := {89, 181} tii[8,127] := {57} tii[8,128] := {216, 217} tii[8,129] := {50} tii[8,130] := {210, 212} tii[8,131] := {128} tii[8,132] := {151} tii[8,133] := {123, 231} tii[8,134] := {82} tii[8,135] := {163, 167} tii[8,136] := {186} tii[8,137] := {256, 263} tii[8,138] := {184, 185} tii[8,139] := {218, 297} tii[8,140] := {267, 268} tii[8,141] := {122, 124} tii[8,142] := {140, 141} tii[8,143] := {257, 323} tii[8,144] := {175} tii[8,145] := {223} tii[8,146] := {74} tii[8,147] := {166, 260} tii[8,148] := {239} tii[8,149] := {116} tii[8,150] := {261, 262} tii[8,151] := {165, 169} tii[8,152] := {189, 190} tii[8,153] := {215, 298} tii[8,154] := {309, 310} tii[8,155] := {295, 333} tii[8,156] := {170, 281} tii[8,157] := {108} tii[8,158] := {161} tii[8,159] := {245, 246} tii[8,160] := {220, 316} tii[8,161] := {1} tii[8,162] := {3} tii[8,163] := {2} tii[8,164] := {14} tii[8,165] := {5} tii[8,166] := {27} tii[8,167] := {10} tii[8,168] := {19} tii[8,169] := {33} tii[8,170] := {4} tii[8,171] := {44, 114} tii[8,172] := {16} tii[8,173] := {69, 149} tii[8,174] := {30, 81} tii[8,175] := {56} tii[8,176] := {11} tii[8,177] := {28} tii[8,178] := {101, 102} tii[8,179] := {20, 60} tii[8,180] := {72, 73} tii[8,181] := {8} tii[8,182] := {129, 132} tii[8,183] := {75} tii[8,184] := {67, 158} tii[8,185] := {25} tii[8,186] := {18} tii[8,187] := {91, 97} tii[8,188] := {172, 187} tii[8,189] := {117} tii[8,190] := {146, 226} tii[8,191] := {42} tii[8,192] := {31, 87} tii[8,193] := {65, 70} tii[8,194] := {191, 192} tii[8,195] := {173, 280} tii[8,196] := {105, 106} tii[8,197] := {45, 49} tii[8,198] := {126, 229} tii[8,199] := {152} tii[8,200] := {13} tii[8,201] := {133, 232} tii[8,202] := {38} tii[8,203] := {208} tii[8,204] := {26} tii[8,205] := {131, 138} tii[8,206] := {48, 120} tii[8,207] := {291, 292} tii[8,208] := {61} tii[8,209] := {147, 148} tii[8,210] := {66, 71} tii[8,211] := {271, 330} tii[8,212] := {171, 282} tii[8,213] := {7} tii[8,214] := {46} tii[8,215] := {17} tii[8,216] := {62, 139} tii[8,217] := {41} tii[8,218] := {88, 90} tii[8,219] := {103, 104} tii[8,220] := {125, 230} tii[8,221] := {0} tii[8,222] := {6} tii[8,223] := {12, 43} tii[8,224] := {29, 32} cell#304 , |C| = 336 special orbit = [3, 3, 3, 2, 2, 1, 1, 1, 1] special rep = [[1, 1, 1], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[1, 1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[8,1] := {112} tii[8,2] := {111} tii[8,3] := {156} tii[8,4] := {155} tii[8,5] := {205} tii[8,6] := {130, 254} tii[8,7] := {188, 290} tii[8,8] := {251} tii[8,9] := {283, 284} tii[8,10] := {203} tii[8,11] := {252} tii[8,12] := {285, 286} tii[8,13] := {178} tii[8,14] := {110} tii[8,15] := {225} tii[8,16] := {164, 276} tii[8,17] := {214, 306} tii[8,18] := {273} tii[8,19] := {299, 300} tii[8,20] := {278} tii[8,21] := {153} tii[8,22] := {211, 296} tii[8,23] := {264, 320} tii[8,24] := {258, 259} tii[8,25] := {200} tii[8,26] := {311} tii[8,27] := {209, 213} tii[8,28] := {235, 236} tii[8,29] := {326, 327} tii[8,30] := {295, 305} tii[8,31] := {269, 322} tii[8,32] := {321} tii[8,33] := {331, 332} tii[8,34] := {319, 335} tii[8,35] := {204} tii[8,36] := {253} tii[8,37] := {287, 288} tii[8,38] := {275} tii[8,39] := {303, 304} tii[8,40] := {266, 325} tii[8,41] := {9} tii[8,42] := {78} tii[8,43] := {15} tii[8,44] := {22} tii[8,45] := {40} tii[8,46] := {55} tii[8,47] := {21} tii[8,48] := {39} tii[8,49] := {24} tii[8,50] := {93, 202} tii[8,51] := {36} tii[8,52] := {154} tii[8,53] := {136, 242} tii[8,54] := {59} tii[8,55] := {52} tii[8,56] := {80} tii[8,57] := {35} tii[8,58] := {64, 157} tii[8,59] := {199} tii[8,60] := {84} tii[8,61] := {47, 115} tii[8,62] := {58} tii[8,63] := {233, 234} tii[8,64] := {99, 198} tii[8,65] := {144, 145} tii[8,66] := {51} tii[8,67] := {150} tii[8,68] := {83} tii[8,69] := {182, 183} tii[8,70] := {142, 143} tii[8,71] := {177, 277} tii[8,72] := {255} tii[8,73] := {37} tii[8,74] := {54} tii[8,75] := {241, 308} tii[8,76] := {86} tii[8,77] := {224, 227} tii[8,78] := {77} tii[8,79] := {94, 206} tii[8,80] := {113} tii[8,81] := {293} tii[8,82] := {53} tii[8,83] := {174, 180} tii[8,84] := {271, 289} tii[8,85] := {119} tii[8,86] := {137, 250} tii[8,87] := {68, 159} tii[8,88] := {317, 318} tii[8,89] := {85} tii[8,90] := {249, 313} tii[8,91] := {195, 196} tii[8,92] := {312} tii[8,93] := {76} tii[8,94] := {201} tii[8,95] := {176, 179} tii[8,96] := {109} tii[8,97] := {96, 207} tii[8,98] := {118} tii[8,99] := {237, 238} tii[8,100] := {127, 134} tii[8,101] := {328, 329} tii[8,102] := {162} tii[8,103] := {222, 240} tii[8,104] := {95, 100} tii[8,105] := {307, 334} tii[8,106] := {197, 279} tii[8,107] := {247, 248} tii[8,108] := {193, 194} tii[8,109] := {221, 314} tii[8,110] := {274} tii[8,111] := {107} tii[8,112] := {160} tii[8,113] := {301, 302} tii[8,114] := {243, 244} tii[8,115] := {265, 324} tii[8,116] := {219, 315} tii[8,117] := {23} tii[8,118] := {63} tii[8,119] := {98} tii[8,120] := {92} tii[8,121] := {79} tii[8,122] := {121, 228} tii[8,123] := {34} tii[8,124] := {135} tii[8,125] := {168, 272} tii[8,126] := {89, 181} tii[8,127] := {57} tii[8,128] := {216, 217} tii[8,129] := {50} tii[8,130] := {210, 212} tii[8,131] := {128} tii[8,132] := {151} tii[8,133] := {123, 231} tii[8,134] := {82} tii[8,135] := {163, 167} tii[8,136] := {186} tii[8,137] := {257, 263} tii[8,138] := {184, 185} tii[8,139] := {218, 297} tii[8,140] := {267, 268} tii[8,141] := {122, 124} tii[8,142] := {140, 141} tii[8,143] := {256, 323} tii[8,144] := {175} tii[8,145] := {223} tii[8,146] := {74} tii[8,147] := {166, 260} tii[8,148] := {239} tii[8,149] := {116} tii[8,150] := {261, 262} tii[8,151] := {165, 169} tii[8,152] := {189, 190} tii[8,153] := {215, 298} tii[8,154] := {309, 310} tii[8,155] := {294, 333} tii[8,156] := {170, 281} tii[8,157] := {108} tii[8,158] := {161} tii[8,159] := {245, 246} tii[8,160] := {220, 316} tii[8,161] := {1} tii[8,162] := {3} tii[8,163] := {2} tii[8,164] := {14} tii[8,165] := {5} tii[8,166] := {27} tii[8,167] := {10} tii[8,168] := {19} tii[8,169] := {33} tii[8,170] := {4} tii[8,171] := {44, 114} tii[8,172] := {16} tii[8,173] := {69, 149} tii[8,174] := {30, 81} tii[8,175] := {56} tii[8,176] := {11} tii[8,177] := {28} tii[8,178] := {101, 102} tii[8,179] := {20, 60} tii[8,180] := {72, 73} tii[8,181] := {8} tii[8,182] := {129, 132} tii[8,183] := {75} tii[8,184] := {67, 158} tii[8,185] := {25} tii[8,186] := {18} tii[8,187] := {91, 97} tii[8,188] := {173, 187} tii[8,189] := {117} tii[8,190] := {146, 226} tii[8,191] := {42} tii[8,192] := {31, 87} tii[8,193] := {65, 70} tii[8,194] := {191, 192} tii[8,195] := {172, 280} tii[8,196] := {105, 106} tii[8,197] := {45, 49} tii[8,198] := {126, 229} tii[8,199] := {152} tii[8,200] := {13} tii[8,201] := {133, 232} tii[8,202] := {38} tii[8,203] := {208} tii[8,204] := {26} tii[8,205] := {131, 138} tii[8,206] := {48, 120} tii[8,207] := {291, 292} tii[8,208] := {61} tii[8,209] := {147, 148} tii[8,210] := {66, 71} tii[8,211] := {270, 330} tii[8,212] := {171, 282} tii[8,213] := {7} tii[8,214] := {46} tii[8,215] := {17} tii[8,216] := {62, 139} tii[8,217] := {41} tii[8,218] := {88, 90} tii[8,219] := {103, 104} tii[8,220] := {125, 230} tii[8,221] := {0} tii[8,222] := {6} tii[8,223] := {12, 43} tii[8,224] := {29, 32} cell#305 , |C| = 84 special orbit = [3, 2, 2, 2, 2, 2, 2, 1, 1] special rep = [[1, 1, 1, 1], [1, 1, 1, 1]] , dim = 70 cell rep = phi[[1, 1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 2]] TII depth = 3 TII multiplicity polynomial = 56*X+14*X^2 TII subcells: tii[5,1] := {52} tii[5,2] := {64} tii[5,3] := {74} tii[5,4] := {81} tii[5,5] := {82, 83} tii[5,6] := {11} tii[5,7] := {42} tii[5,8] := {16} tii[5,9] := {34} tii[5,10] := {19} tii[5,11] := {28} tii[5,12] := {63} tii[5,13] := {20} tii[5,14] := {43} tii[5,15] := {72} tii[5,16] := {25} tii[5,17] := {75, 76} tii[5,18] := {36} tii[5,19] := {32} tii[5,20] := {62} tii[5,21] := {44} tii[5,22] := {66, 67} tii[5,23] := {58, 59} tii[5,24] := {26} tii[5,25] := {53} tii[5,26] := {33} tii[5,27] := {45} tii[5,28] := {73} tii[5,29] := {41} tii[5,30] := {77, 78} tii[5,31] := {55} tii[5,32] := {70, 71} tii[5,33] := {51} tii[5,34] := {65} tii[5,35] := {79, 80} tii[5,36] := {2} tii[5,37] := {8} tii[5,38] := {3} tii[5,39] := {6} tii[5,40] := {27} tii[5,41] := {5} tii[5,42] := {15} tii[5,43] := {9} tii[5,44] := {22} tii[5,45] := {18} tii[5,46] := {50} tii[5,47] := {24} tii[5,48] := {7} tii[5,49] := {56, 57} tii[5,50] := {35} tii[5,51] := {12} tii[5,52] := {23} tii[5,53] := {46, 47} tii[5,54] := {38, 39} tii[5,55] := {40} tii[5,56] := {10} tii[5,57] := {54} tii[5,58] := {17} tii[5,59] := {68, 69} tii[5,60] := {29} tii[5,61] := {48, 49} tii[5,62] := {14} tii[5,63] := {21} tii[5,64] := {37} tii[5,65] := {60, 61} tii[5,66] := {0} tii[5,67] := {1} tii[5,68] := {4} tii[5,69] := {13} tii[5,70] := {30, 31} cell#306 , |C| = 176 special orbit = [5, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [1, 1, 1, 1, 1]] , dim = 112 cell rep = phi[[2, 1],[1, 1, 1, 1, 1]]+phi[[],[3, 2, 1, 1, 1]] TII depth = 3 TII multiplicity polynomial = 48*X+64*X^2 TII subcells: tii[13,1] := {121} tii[13,2] := {115} tii[13,3] := {141} tii[13,4] := {86} tii[13,5] := {159} tii[13,6] := {142, 170} tii[13,7] := {111} tii[13,8] := {93, 137} tii[13,9] := {155} tii[13,10] := {58} tii[13,11] := {165} tii[13,12] := {157, 174} tii[13,13] := {148} tii[13,14] := {82} tii[13,15] := {67, 116} tii[13,16] := {133, 167} tii[13,17] := {113, 172} tii[13,18] := {101} tii[13,19] := {80, 128} tii[13,20] := {56, 146} tii[13,21] := {143} tii[13,22] := {37} tii[13,23] := {160} tii[13,24] := {144, 171} tii[13,25] := {54} tii[13,26] := {135} tii[13,27] := {43, 88} tii[13,28] := {120, 161} tii[13,29] := {95, 169} tii[13,30] := {112} tii[13,31] := {72} tii[13,32] := {94, 138} tii[13,33] := {51, 103} tii[13,34] := {35, 124} tii[13,35] := {69, 154} tii[13,36] := {48, 140} tii[13,37] := {55} tii[13,38] := {44, 89} tii[13,39] := {27, 108} tii[13,40] := {14, 91} tii[13,41] := {156} tii[13,42] := {19} tii[13,43] := {166} tii[13,44] := {158, 175} tii[13,45] := {33} tii[13,46] := {149} tii[13,47] := {25, 62} tii[13,48] := {134, 168} tii[13,49] := {114, 173} tii[13,50] := {127} tii[13,51] := {49} tii[13,52] := {30, 74} tii[13,53] := {110, 151} tii[13,54] := {17, 99} tii[13,55] := {85, 164} tii[13,56] := {60, 153} tii[13,57] := {102} tii[13,58] := {34} tii[13,59] := {81, 129} tii[13,60] := {26, 63} tii[13,61] := {57, 147} tii[13,62] := {12, 79} tii[13,63] := {5, 65} tii[13,64] := {39, 131} tii[13,65] := {22, 145} tii[13,66] := {50} tii[13,67] := {31, 75} tii[13,68] := {18, 100} tii[13,69] := {9, 77} tii[13,70] := {3, 98} tii[13,71] := {24} tii[13,72] := {96} tii[13,73] := {45} tii[13,74] := {71} tii[13,75] := {53} tii[13,76] := {136} tii[13,77] := {87} tii[13,78] := {122, 162} tii[13,79] := {97, 139} tii[13,80] := {32} tii[13,81] := {126} tii[13,82] := {61} tii[13,83] := {109, 150} tii[13,84] := {70, 118} tii[13,85] := {84, 163} tii[13,86] := {59, 152} tii[13,87] := {16} tii[13,88] := {83} tii[13,89] := {40} tii[13,90] := {68, 117} tii[13,91] := {47, 90} tii[13,92] := {46, 132} tii[13,93] := {38, 130} tii[13,94] := {29, 119} tii[13,95] := {15, 92} tii[13,96] := {7} tii[13,97] := {73} tii[13,98] := {52, 104} tii[13,99] := {23} tii[13,100] := {36, 125} tii[13,101] := {28, 64} tii[13,102] := {21, 106} tii[13,103] := {20, 105} tii[13,104] := {10, 123} tii[13,105] := {6, 66} tii[13,106] := {4, 107} tii[13,107] := {2} tii[13,108] := {11} tii[13,109] := {13, 41} tii[13,110] := {8, 76} tii[13,111] := {1, 42} tii[13,112] := {0, 78} cell#307 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {115} tii[7,2] := {138} tii[7,3] := {97, 171} tii[7,4] := {124, 197} tii[7,5] := {167} tii[7,6] := {187, 188} tii[7,7] := {114} tii[7,8] := {76, 181} tii[7,9] := {100, 214} tii[7,10] := {59, 217} tii[7,11] := {135} tii[7,12] := {47, 237} tii[7,13] := {152, 153} tii[7,14] := {80, 240} tii[7,15] := {105, 249} tii[7,16] := {168} tii[7,17] := {189, 190} tii[7,18] := {158, 221} tii[7,19] := {92} tii[7,20] := {58, 172} tii[7,21] := {79, 200} tii[7,22] := {112} tii[7,23] := {44, 204} tii[7,24] := {34, 231} tii[7,25] := {120, 121} tii[7,26] := {63, 233} tii[7,27] := {83, 246} tii[7,28] := {32, 179} tii[7,29] := {136} tii[7,30] := {26, 209} tii[7,31] := {49, 210} tii[7,32] := {154, 155} tii[7,33] := {21, 178} tii[7,34] := {125, 184} tii[7,35] := {66, 235} tii[7,36] := {86, 205} tii[7,37] := {169} tii[7,38] := {191, 192} tii[7,39] := {159, 222} tii[7,40] := {131, 206} tii[7,41] := {73} tii[7,42] := {43, 182} tii[7,43] := {62, 215} tii[7,44] := {90} tii[7,45] := {31, 218} tii[7,46] := {25, 238} tii[7,47] := {98, 99} tii[7,48] := {48, 241} tii[7,49] := {65, 250} tii[7,50] := {23, 202} tii[7,51] := {113} tii[7,52] := {17, 227} tii[7,53] := {122, 123} tii[7,54] := {36, 229} tii[7,55] := {13, 196} tii[7,56] := {102, 149} tii[7,57] := {51, 244} tii[7,58] := {67, 220} tii[7,59] := {16, 216} tii[7,60] := {137} tii[7,61] := {12, 236} tii[7,62] := {27, 239} tii[7,63] := {156, 157} tii[7,64] := {8, 211} tii[7,65] := {39, 248} tii[7,66] := {126, 185} tii[7,67] := {5, 180} tii[7,68] := {106, 174} tii[7,69] := {53, 242} tii[7,70] := {69, 251} tii[7,71] := {170} tii[7,72] := {193, 194} tii[7,73] := {160, 224} tii[7,74] := {132, 207} tii[7,75] := {109, 225} tii[7,76] := {56} tii[7,77] := {75} tii[7,78] := {72} tii[7,79] := {77, 139} tii[7,80] := {94} tii[7,81] := {101, 166} tii[7,82] := {61, 116} tii[7,83] := {129, 130} tii[7,84] := {91} tii[7,85] := {45, 201} tii[7,86] := {78, 142} tii[7,87] := {117} tii[7,88] := {35, 226} tii[7,89] := {64, 228} tii[7,90] := {161, 162} tii[7,91] := {84, 243} tii[7,92] := {29, 195} tii[7,93] := {108, 219} tii[7,94] := {71} tii[7,95] := {24, 146} tii[7,96] := {60, 150} tii[7,97] := {93} tii[7,98] := {18, 176} tii[7,99] := {37, 177} tii[7,100] := {38, 212} tii[7,101] := {14, 144} tii[7,102] := {127, 128} tii[7,103] := {52, 208} tii[7,104] := {133, 183} tii[7,105] := {68, 173} tii[7,106] := {10, 118} tii[7,107] := {88, 140} tii[7,108] := {55} tii[7,109] := {11, 203} tii[7,110] := {46, 143} tii[7,111] := {74} tii[7,112] := {7, 230} tii[7,113] := {19, 232} tii[7,114] := {28, 199} tii[7,115] := {4, 198} tii[7,116] := {30, 245} tii[7,117] := {103, 104} tii[7,118] := {15, 145} tii[7,119] := {2, 163} tii[7,120] := {40, 234} tii[7,121] := {107, 148} tii[7,122] := {54, 247} tii[7,123] := {110, 175} tii[7,124] := {1, 134} tii[7,125] := {70, 223} tii[7,126] := {41} tii[7,127] := {33, 151} tii[7,128] := {57} tii[7,129] := {20, 213} tii[7,130] := {81, 82} tii[7,131] := {9, 165} tii[7,132] := {85, 119} tii[7,133] := {3, 147} tii[7,134] := {87, 141} tii[7,135] := {89, 186} tii[7,136] := {42} tii[7,137] := {50, 95} tii[7,138] := {22, 164} tii[7,139] := {6, 96} tii[7,140] := {0, 111} cell#308 , |C| = 176 special orbit = [5, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2, 1], [1, 1, 1, 1, 1]] , dim = 112 cell rep = phi[[2, 1],[1, 1, 1, 1, 1]]+phi[[],[3, 2, 1, 1, 1]] TII depth = 3 TII multiplicity polynomial = 48*X+64*X^2 TII subcells: tii[13,1] := {121} tii[13,2] := {115} tii[13,3] := {141} tii[13,4] := {86} tii[13,5] := {159} tii[13,6] := {142, 170} tii[13,7] := {111} tii[13,8] := {93, 137} tii[13,9] := {155} tii[13,10] := {58} tii[13,11] := {165} tii[13,12] := {157, 174} tii[13,13] := {148} tii[13,14] := {82} tii[13,15] := {67, 116} tii[13,16] := {133, 167} tii[13,17] := {113, 172} tii[13,18] := {101} tii[13,19] := {80, 128} tii[13,20] := {56, 146} tii[13,21] := {143} tii[13,22] := {37} tii[13,23] := {160} tii[13,24] := {144, 171} tii[13,25] := {54} tii[13,26] := {135} tii[13,27] := {43, 88} tii[13,28] := {120, 161} tii[13,29] := {95, 169} tii[13,30] := {112} tii[13,31] := {72} tii[13,32] := {94, 138} tii[13,33] := {51, 103} tii[13,34] := {35, 124} tii[13,35] := {69, 154} tii[13,36] := {48, 140} tii[13,37] := {55} tii[13,38] := {44, 89} tii[13,39] := {27, 108} tii[13,40] := {14, 91} tii[13,41] := {156} tii[13,42] := {19} tii[13,43] := {166} tii[13,44] := {158, 175} tii[13,45] := {33} tii[13,46] := {149} tii[13,47] := {25, 62} tii[13,48] := {134, 168} tii[13,49] := {114, 173} tii[13,50] := {127} tii[13,51] := {49} tii[13,52] := {30, 74} tii[13,53] := {110, 151} tii[13,54] := {17, 99} tii[13,55] := {85, 164} tii[13,56] := {60, 153} tii[13,57] := {102} tii[13,58] := {34} tii[13,59] := {81, 129} tii[13,60] := {26, 63} tii[13,61] := {57, 147} tii[13,62] := {12, 79} tii[13,63] := {5, 65} tii[13,64] := {39, 131} tii[13,65] := {22, 145} tii[13,66] := {50} tii[13,67] := {31, 75} tii[13,68] := {18, 100} tii[13,69] := {9, 77} tii[13,70] := {3, 98} tii[13,71] := {24} tii[13,72] := {96} tii[13,73] := {45} tii[13,74] := {71} tii[13,75] := {53} tii[13,76] := {136} tii[13,77] := {87} tii[13,78] := {122, 162} tii[13,79] := {97, 139} tii[13,80] := {32} tii[13,81] := {126} tii[13,82] := {61} tii[13,83] := {109, 150} tii[13,84] := {70, 118} tii[13,85] := {84, 163} tii[13,86] := {59, 152} tii[13,87] := {16} tii[13,88] := {83} tii[13,89] := {40} tii[13,90] := {68, 117} tii[13,91] := {47, 90} tii[13,92] := {46, 132} tii[13,93] := {38, 130} tii[13,94] := {29, 119} tii[13,95] := {15, 92} tii[13,96] := {7} tii[13,97] := {73} tii[13,98] := {52, 104} tii[13,99] := {23} tii[13,100] := {36, 125} tii[13,101] := {28, 64} tii[13,102] := {21, 106} tii[13,103] := {20, 105} tii[13,104] := {10, 123} tii[13,105] := {6, 66} tii[13,106] := {4, 107} tii[13,107] := {2} tii[13,108] := {11} tii[13,109] := {13, 41} tii[13,110] := {8, 76} tii[13,111] := {1, 42} tii[13,112] := {0, 78} cell#309 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {115} tii[7,2] := {138} tii[7,3] := {97, 171} tii[7,4] := {124, 195} tii[7,5] := {167} tii[7,6] := {187, 188} tii[7,7] := {114} tii[7,8] := {76, 181} tii[7,9] := {100, 211} tii[7,10] := {59, 217} tii[7,11] := {135} tii[7,12] := {47, 240} tii[7,13] := {152, 153} tii[7,14] := {80, 237} tii[7,15] := {105, 250} tii[7,16] := {168} tii[7,17] := {189, 190} tii[7,18] := {158, 221} tii[7,19] := {92} tii[7,20] := {58, 172} tii[7,21] := {79, 198} tii[7,22] := {112} tii[7,23] := {44, 204} tii[7,24] := {34, 233} tii[7,25] := {120, 121} tii[7,26] := {63, 231} tii[7,27] := {83, 247} tii[7,28] := {32, 179} tii[7,29] := {136} tii[7,30] := {26, 210} tii[7,31] := {49, 209} tii[7,32] := {154, 155} tii[7,33] := {21, 178} tii[7,34] := {125, 184} tii[7,35] := {66, 235} tii[7,36] := {86, 205} tii[7,37] := {169} tii[7,38] := {191, 192} tii[7,39] := {159, 223} tii[7,40] := {131, 206} tii[7,41] := {73} tii[7,42] := {43, 182} tii[7,43] := {62, 212} tii[7,44] := {90} tii[7,45] := {31, 218} tii[7,46] := {25, 241} tii[7,47] := {98, 99} tii[7,48] := {48, 238} tii[7,49] := {65, 251} tii[7,50] := {23, 202} tii[7,51] := {113} tii[7,52] := {17, 229} tii[7,53] := {122, 123} tii[7,54] := {36, 227} tii[7,55] := {13, 197} tii[7,56] := {102, 149} tii[7,57] := {51, 244} tii[7,58] := {67, 220} tii[7,59] := {16, 216} tii[7,60] := {137} tii[7,61] := {12, 239} tii[7,62] := {27, 236} tii[7,63] := {156, 157} tii[7,64] := {8, 213} tii[7,65] := {39, 249} tii[7,66] := {126, 186} tii[7,67] := {5, 180} tii[7,68] := {106, 174} tii[7,69] := {53, 242} tii[7,70] := {69, 248} tii[7,71] := {170} tii[7,72] := {193, 194} tii[7,73] := {160, 225} tii[7,74] := {132, 207} tii[7,75] := {109, 224} tii[7,76] := {56} tii[7,77] := {75} tii[7,78] := {72} tii[7,79] := {77, 139} tii[7,80] := {94} tii[7,81] := {101, 164} tii[7,82] := {61, 116} tii[7,83] := {129, 130} tii[7,84] := {91} tii[7,85] := {45, 201} tii[7,86] := {78, 142} tii[7,87] := {117} tii[7,88] := {35, 228} tii[7,89] := {64, 226} tii[7,90] := {161, 162} tii[7,91] := {84, 243} tii[7,92] := {29, 196} tii[7,93] := {108, 219} tii[7,94] := {71} tii[7,95] := {24, 146} tii[7,96] := {60, 150} tii[7,97] := {93} tii[7,98] := {18, 177} tii[7,99] := {37, 176} tii[7,100] := {38, 214} tii[7,101] := {14, 144} tii[7,102] := {127, 128} tii[7,103] := {52, 208} tii[7,104] := {133, 183} tii[7,105] := {68, 173} tii[7,106] := {10, 118} tii[7,107] := {88, 140} tii[7,108] := {55} tii[7,109] := {11, 203} tii[7,110] := {46, 143} tii[7,111] := {74} tii[7,112] := {7, 232} tii[7,113] := {19, 230} tii[7,114] := {28, 200} tii[7,115] := {4, 199} tii[7,116] := {30, 246} tii[7,117] := {103, 104} tii[7,118] := {15, 145} tii[7,119] := {2, 163} tii[7,120] := {40, 234} tii[7,121] := {107, 148} tii[7,122] := {54, 245} tii[7,123] := {110, 175} tii[7,124] := {1, 134} tii[7,125] := {70, 222} tii[7,126] := {41} tii[7,127] := {33, 151} tii[7,128] := {57} tii[7,129] := {20, 215} tii[7,130] := {81, 82} tii[7,131] := {9, 166} tii[7,132] := {85, 119} tii[7,133] := {3, 147} tii[7,134] := {87, 141} tii[7,135] := {89, 185} tii[7,136] := {42} tii[7,137] := {50, 95} tii[7,138] := {22, 165} tii[7,139] := {6, 96} tii[7,140] := {0, 111} cell#310 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {215} tii[10,2] := {244} tii[10,3] := {249} tii[10,4] := {198} tii[10,5] := {166} tii[10,6] := {73} tii[10,7] := {240} tii[10,8] := {103} tii[10,9] := {248} tii[10,10] := {188} tii[10,11] := {154} tii[10,12] := {212} tii[10,13] := {214} tii[10,14] := {233} tii[10,15] := {187} tii[10,16] := {153} tii[10,17] := {211} tii[10,18] := {195} tii[10,19] := {216} tii[10,20] := {186} tii[10,21] := {83} tii[10,22] := {245} tii[10,23] := {123} tii[10,24] := {250} tii[10,25] := {203} tii[10,26] := {225} tii[10,27] := {174} tii[10,28] := {149} tii[10,29] := {60} tii[10,30] := {239} tii[10,31] := {88} tii[10,32] := {247} tii[10,33] := {42} tii[10,34] := {217} tii[10,35] := {171} tii[10,36] := {32} tii[10,37] := {191} tii[10,38] := {200} tii[10,39] := {137} tii[10,40] := {65} tii[10,41] := {237} tii[10,42] := {80} tii[10,43] := {221} tii[10,44] := {151} tii[10,45] := {183} tii[10,46] := {119} tii[10,47] := {92} tii[10,48] := {163} tii[10,49] := {246} tii[10,50] := {251} tii[10,51] := {229} tii[10,52] := {207} tii[10,53] := {243} tii[10,54] := {236} tii[10,55] := {204} tii[10,56] := {175} tii[10,57] := {226} tii[10,58] := {141} tii[10,59] := {210} tii[10,60] := {224} tii[10,61] := {185} tii[10,62] := {82} tii[10,63] := {122} tii[10,64] := {202} tii[10,65] := {223} tii[10,66] := {173} tii[10,67] := {52} tii[10,68] := {132} tii[10,69] := {111} tii[10,70] := {75} tii[10,71] := {158} tii[10,72] := {147} tii[10,73] := {227} tii[10,74] := {33} tii[10,75] := {152} tii[10,76] := {193} tii[10,77] := {241} tii[10,78] := {22} tii[10,79] := {205} tii[10,80] := {120} tii[10,81] := {184} tii[10,82] := {54} tii[10,83] := {234} tii[10,84] := {68} tii[10,85] := {116} tii[10,86] := {230} tii[10,87] := {85} tii[10,88] := {144} tii[10,89] := {127} tii[10,90] := {66} tii[10,91] := {41} tii[10,92] := {115} tii[10,93] := {100} tii[10,94] := {64} tii[10,95] := {134} tii[10,96] := {26} tii[10,97] := {131} tii[10,98] := {53} tii[10,99] := {218} tii[10,100] := {135} tii[10,101] := {18} tii[10,102] := {43} tii[10,103] := {167} tii[10,104] := {76} tii[10,105] := {38} tii[10,106] := {238} tii[10,107] := {169} tii[10,108] := {104} tii[10,109] := {192} tii[10,110] := {56} tii[10,111] := {94} tii[10,112] := {222} tii[10,113] := {117} tii[10,114] := {150} tii[10,115] := {101} tii[10,116] := {15} tii[10,117] := {55} tii[10,118] := {220} tii[10,119] := {118} tii[10,120] := {10} tii[10,121] := {146} tii[10,122] := {86} tii[10,123] := {133} tii[10,124] := {181} tii[10,125] := {28} tii[10,126] := {6} tii[10,127] := {162} tii[10,128] := {67} tii[10,129] := {128} tii[10,130] := {39} tii[10,131] := {125} tii[10,132] := {196} tii[10,133] := {91} tii[10,134] := {129} tii[10,135] := {29} tii[10,136] := {136} tii[10,137] := {190} tii[10,138] := {105} tii[10,139] := {170} tii[10,140] := {124} tii[10,141] := {79} tii[10,142] := {143} tii[10,143] := {168} tii[10,144] := {57} tii[10,145] := {112} tii[10,146] := {159} tii[10,147] := {148} tii[10,148] := {63} tii[10,149] := {228} tii[10,150] := {194} tii[10,151] := {90} tii[10,152] := {242} tii[10,153] := {51} tii[10,154] := {206} tii[10,155] := {109} tii[10,156] := {235} tii[10,157] := {27} tii[10,158] := {114} tii[10,159] := {189} tii[10,160] := {72} tii[10,161] := {231} tii[10,162] := {19} tii[10,163] := {157} tii[10,164] := {44} tii[10,165] := {155} tii[10,166] := {213} tii[10,167] := {58} tii[10,168] := {209} tii[10,169] := {140} tii[10,170] := {12} tii[10,171] := {197} tii[10,172] := {126} tii[10,173] := {47} tii[10,174] := {165} tii[10,175] := {84} tii[10,176] := {172} tii[10,177] := {49} tii[10,178] := {219} tii[10,179] := {121} tii[10,180] := {138} tii[10,181] := {201} tii[10,182] := {21} tii[10,183] := {160} tii[10,184] := {107} tii[10,185] := {180} tii[10,186] := {179} tii[10,187] := {106} tii[10,188] := {199} tii[10,189] := {70} tii[10,190] := {130} tii[10,191] := {81} tii[10,192] := {182} tii[10,193] := {232} tii[10,194] := {178} tii[10,195] := {110} tii[10,196] := {62} tii[10,197] := {89} tii[10,198] := {50} tii[10,199] := {108} tii[10,200] := {113} tii[10,201] := {20} tii[10,202] := {71} tii[10,203] := {36} tii[10,204] := {13} tii[10,205] := {156} tii[10,206] := {208} tii[10,207] := {139} tii[10,208] := {48} tii[10,209] := {8} tii[10,210] := {30} tii[10,211] := {74} tii[10,212] := {9} tii[10,213] := {37} tii[10,214] := {98} tii[10,215] := {5} tii[10,216] := {16} tii[10,217] := {102} tii[10,218] := {176} tii[10,219] := {24} tii[10,220] := {14} tii[10,221] := {2} tii[10,222] := {93} tii[10,223] := {164} tii[10,224] := {97} tii[10,225] := {17} tii[10,226] := {46} tii[10,227] := {1} tii[10,228] := {25} tii[10,229] := {61} tii[10,230] := {31} tii[10,231] := {77} tii[10,232] := {87} tii[10,233] := {11} tii[10,234] := {23} tii[10,235] := {161} tii[10,236] := {142} tii[10,237] := {78} tii[10,238] := {69} tii[10,239] := {3} tii[10,240] := {45} tii[10,241] := {96} tii[10,242] := {145} tii[10,243] := {40} tii[10,244] := {99} tii[10,245] := {35} tii[10,246] := {177} tii[10,247] := {7} tii[10,248] := {95} tii[10,249] := {59} tii[10,250] := {34} tii[10,251] := {4} tii[10,252] := {0} cell#311 , |C| = 252 special orbit = [3, 3, 3, 3, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 2, 1, 1]] , dim = 252 cell rep = phi[[1, 1],[2, 2, 1, 1]] TII depth = 5 TII multiplicity polynomial = 252*X TII subcells: tii[10,1] := {215} tii[10,2] := {244} tii[10,3] := {249} tii[10,4] := {198} tii[10,5] := {166} tii[10,6] := {73} tii[10,7] := {240} tii[10,8] := {103} tii[10,9] := {248} tii[10,10] := {188} tii[10,11] := {154} tii[10,12] := {212} tii[10,13] := {214} tii[10,14] := {233} tii[10,15] := {187} tii[10,16] := {153} tii[10,17] := {211} tii[10,18] := {195} tii[10,19] := {216} tii[10,20] := {186} tii[10,21] := {83} tii[10,22] := {245} tii[10,23] := {123} tii[10,24] := {250} tii[10,25] := {203} tii[10,26] := {225} tii[10,27] := {174} tii[10,28] := {149} tii[10,29] := {60} tii[10,30] := {239} tii[10,31] := {88} tii[10,32] := {247} tii[10,33] := {42} tii[10,34] := {217} tii[10,35] := {171} tii[10,36] := {32} tii[10,37] := {191} tii[10,38] := {200} tii[10,39] := {137} tii[10,40] := {65} tii[10,41] := {237} tii[10,42] := {80} tii[10,43] := {221} tii[10,44] := {151} tii[10,45] := {183} tii[10,46] := {119} tii[10,47] := {92} tii[10,48] := {163} tii[10,49] := {246} tii[10,50] := {251} tii[10,51] := {229} tii[10,52] := {207} tii[10,53] := {243} tii[10,54] := {236} tii[10,55] := {204} tii[10,56] := {175} tii[10,57] := {226} tii[10,58] := {141} tii[10,59] := {210} tii[10,60] := {224} tii[10,61] := {185} tii[10,62] := {82} tii[10,63] := {122} tii[10,64] := {202} tii[10,65] := {223} tii[10,66] := {173} tii[10,67] := {52} tii[10,68] := {132} tii[10,69] := {111} tii[10,70] := {75} tii[10,71] := {158} tii[10,72] := {147} tii[10,73] := {227} tii[10,74] := {33} tii[10,75] := {152} tii[10,76] := {193} tii[10,77] := {241} tii[10,78] := {22} tii[10,79] := {205} tii[10,80] := {120} tii[10,81] := {184} tii[10,82] := {54} tii[10,83] := {234} tii[10,84] := {68} tii[10,85] := {116} tii[10,86] := {230} tii[10,87] := {85} tii[10,88] := {144} tii[10,89] := {127} tii[10,90] := {66} tii[10,91] := {41} tii[10,92] := {115} tii[10,93] := {100} tii[10,94] := {64} tii[10,95] := {134} tii[10,96] := {26} tii[10,97] := {131} tii[10,98] := {53} tii[10,99] := {218} tii[10,100] := {135} tii[10,101] := {18} tii[10,102] := {43} tii[10,103] := {167} tii[10,104] := {76} tii[10,105] := {38} tii[10,106] := {238} tii[10,107] := {169} tii[10,108] := {104} tii[10,109] := {192} tii[10,110] := {56} tii[10,111] := {94} tii[10,112] := {222} tii[10,113] := {117} tii[10,114] := {150} tii[10,115] := {101} tii[10,116] := {15} tii[10,117] := {55} tii[10,118] := {220} tii[10,119] := {118} tii[10,120] := {10} tii[10,121] := {146} tii[10,122] := {86} tii[10,123] := {133} tii[10,124] := {181} tii[10,125] := {28} tii[10,126] := {6} tii[10,127] := {162} tii[10,128] := {67} tii[10,129] := {128} tii[10,130] := {39} tii[10,131] := {125} tii[10,132] := {196} tii[10,133] := {91} tii[10,134] := {129} tii[10,135] := {29} tii[10,136] := {136} tii[10,137] := {190} tii[10,138] := {105} tii[10,139] := {170} tii[10,140] := {124} tii[10,141] := {79} tii[10,142] := {143} tii[10,143] := {168} tii[10,144] := {57} tii[10,145] := {112} tii[10,146] := {159} tii[10,147] := {148} tii[10,148] := {63} tii[10,149] := {228} tii[10,150] := {194} tii[10,151] := {90} tii[10,152] := {242} tii[10,153] := {51} tii[10,154] := {206} tii[10,155] := {109} tii[10,156] := {235} tii[10,157] := {27} tii[10,158] := {114} tii[10,159] := {189} tii[10,160] := {72} tii[10,161] := {231} tii[10,162] := {19} tii[10,163] := {157} tii[10,164] := {44} tii[10,165] := {155} tii[10,166] := {213} tii[10,167] := {58} tii[10,168] := {209} tii[10,169] := {140} tii[10,170] := {12} tii[10,171] := {197} tii[10,172] := {126} tii[10,173] := {47} tii[10,174] := {165} tii[10,175] := {84} tii[10,176] := {172} tii[10,177] := {49} tii[10,178] := {219} tii[10,179] := {121} tii[10,180] := {138} tii[10,181] := {201} tii[10,182] := {21} tii[10,183] := {160} tii[10,184] := {107} tii[10,185] := {180} tii[10,186] := {179} tii[10,187] := {106} tii[10,188] := {199} tii[10,189] := {70} tii[10,190] := {130} tii[10,191] := {81} tii[10,192] := {182} tii[10,193] := {232} tii[10,194] := {178} tii[10,195] := {110} tii[10,196] := {62} tii[10,197] := {89} tii[10,198] := {50} tii[10,199] := {108} tii[10,200] := {113} tii[10,201] := {20} tii[10,202] := {71} tii[10,203] := {36} tii[10,204] := {13} tii[10,205] := {156} tii[10,206] := {208} tii[10,207] := {139} tii[10,208] := {48} tii[10,209] := {8} tii[10,210] := {30} tii[10,211] := {74} tii[10,212] := {9} tii[10,213] := {37} tii[10,214] := {98} tii[10,215] := {5} tii[10,216] := {16} tii[10,217] := {102} tii[10,218] := {176} tii[10,219] := {24} tii[10,220] := {14} tii[10,221] := {2} tii[10,222] := {93} tii[10,223] := {164} tii[10,224] := {97} tii[10,225] := {17} tii[10,226] := {46} tii[10,227] := {1} tii[10,228] := {25} tii[10,229] := {61} tii[10,230] := {31} tii[10,231] := {77} tii[10,232] := {87} tii[10,233] := {11} tii[10,234] := {23} tii[10,235] := {161} tii[10,236] := {142} tii[10,237] := {78} tii[10,238] := {69} tii[10,239] := {3} tii[10,240] := {45} tii[10,241] := {96} tii[10,242] := {145} tii[10,243] := {40} tii[10,244] := {99} tii[10,245] := {35} tii[10,246] := {177} tii[10,247] := {7} tii[10,248] := {95} tii[10,249] := {59} tii[10,250] := {34} tii[10,251] := {4} tii[10,252] := {0} cell#312 , |C| = 336 special orbit = [3, 3, 3, 2, 2, 1, 1, 1, 1] special rep = [[1, 1, 1], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[1, 1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[8,1] := {122} tii[8,2] := {121} tii[8,3] := {160} tii[8,4] := {159} tii[8,5] := {200} tii[8,6] := {141, 242} tii[8,7] := {185, 274} tii[8,8] := {238} tii[8,9] := {265, 266} tii[8,10] := {199} tii[8,11] := {239} tii[8,12] := {267, 268} tii[8,13] := {180} tii[8,14] := {201} tii[8,15] := {218} tii[8,16] := {168, 260} tii[8,17] := {207, 290} tii[8,18] := {257} tii[8,19] := {283, 284} tii[8,20] := {179} tii[8,21] := {243} tii[8,22] := {131, 280} tii[8,23] := {169, 309} tii[8,24] := {99, 311} tii[8,25] := {277} tii[8,26] := {216} tii[8,27] := {73, 326} tii[8,28] := {304, 305} tii[8,29] := {246, 247} tii[8,30] := {135, 327} tii[8,31] := {173, 334} tii[8,32] := {258} tii[8,33] := {285, 286} tii[8,34] := {250, 314} tii[8,35] := {262} tii[8,36] := {296} tii[8,37] := {316, 317} tii[8,38] := {312} tii[8,39] := {328, 329} tii[8,40] := {310, 335} tii[8,41] := {10} tii[8,42] := {89} tii[8,43] := {18} tii[8,44] := {28} tii[8,45] := {47} tii[8,46] := {64} tii[8,47] := {27} tii[8,48] := {46} tii[8,49] := {29} tii[8,50] := {108, 198} tii[8,51] := {42} tii[8,52] := {158} tii[8,53] := {145, 229} tii[8,54] := {67} tii[8,55] := {60} tii[8,56] := {90} tii[8,57] := {41} tii[8,58] := {79, 161} tii[8,59] := {196} tii[8,60] := {93} tii[8,61] := {57, 125} tii[8,62] := {66} tii[8,63] := {223, 224} tii[8,64] := {113, 193} tii[8,65] := {150, 151} tii[8,66] := {59} tii[8,67] := {156} tii[8,68] := {92} tii[8,69] := {182, 183} tii[8,70] := {148, 149} tii[8,71] := {98, 261} tii[8,72] := {142} tii[8,73] := {43} tii[8,74] := {62} tii[8,75] := {134, 293} tii[8,76] := {95} tii[8,77] := {70, 299} tii[8,78] := {87} tii[8,79] := {109, 202} tii[8,80] := {123} tii[8,81] := {177} tii[8,82] := {61} tii[8,83] := {51, 322} tii[8,84] := {102, 323} tii[8,85] := {128} tii[8,86] := {146, 237} tii[8,87] := {81, 164} tii[8,88] := {205, 206} tii[8,89] := {94} tii[8,90] := {136, 333} tii[8,91] := {190, 191} tii[8,92] := {217} tii[8,93] := {86} tii[8,94] := {197} tii[8,95] := {50, 278} tii[8,96] := {119} tii[8,97] := {110, 203} tii[8,98] := {127} tii[8,99] := {225, 226} tii[8,100] := {35, 306} tii[8,101] := {248, 249} tii[8,102] := {166} tii[8,103] := {74, 307} tii[8,104] := {23, 273} tii[8,105] := {208, 282} tii[8,106] := {104, 325} tii[8,107] := {232, 233} tii[8,108] := {188, 189} tii[8,109] := {138, 300} tii[8,110] := {259} tii[8,111] := {118} tii[8,112] := {165} tii[8,113] := {287, 288} tii[8,114] := {230, 231} tii[8,115] := {251, 315} tii[8,116] := {213, 301} tii[8,117] := {63} tii[8,118] := {78} tii[8,119] := {112} tii[8,120] := {107} tii[8,121] := {162} tii[8,122] := {132, 219} tii[8,123] := {88} tii[8,124] := {144} tii[8,125] := {170, 256} tii[8,126] := {101, 181} tii[8,127] := {129} tii[8,128] := {211, 212} tii[8,129] := {120} tii[8,130] := {71, 297} tii[8,131] := {140} tii[8,132] := {240} tii[8,133] := {133, 221} tii[8,134] := {167} tii[8,135] := {52, 318} tii[8,136] := {184} tii[8,137] := {103, 319} tii[8,138] := {269, 270} tii[8,139] := {137, 331} tii[8,140] := {252, 253} tii[8,141] := {37, 289} tii[8,142] := {234, 235} tii[8,143] := {175, 313} tii[8,144] := {106} tii[8,145] := {298} tii[8,146] := {157} tii[8,147] := {100, 245} tii[8,148] := {143} tii[8,149] := {204} tii[8,150] := {320, 321} tii[8,151] := {54, 308} tii[8,152] := {275, 276} tii[8,153] := {291, 332} tii[8,154] := {209, 210} tii[8,155] := {214, 281} tii[8,156] := {254, 324} tii[8,157] := {178} tii[8,158] := {227} tii[8,159] := {294, 295} tii[8,160] := {279, 330} tii[8,161] := {1} tii[8,162] := {3} tii[8,163] := {2} tii[8,164] := {17} tii[8,165] := {6} tii[8,166] := {32} tii[8,167] := {11} tii[8,168] := {21} tii[8,169] := {40} tii[8,170] := {5} tii[8,171] := {55, 124} tii[8,172] := {19} tii[8,173] := {82, 155} tii[8,174] := {38, 91} tii[8,175] := {65} tii[8,176] := {12} tii[8,177] := {33} tii[8,178] := {114, 115} tii[8,179] := {25, 68} tii[8,180] := {83, 84} tii[8,181] := {9} tii[8,182] := {34, 241} tii[8,183] := {85} tii[8,184] := {80, 163} tii[8,185] := {30} tii[8,186] := {20} tii[8,187] := {22, 271} tii[8,188] := {53, 272} tii[8,189] := {126} tii[8,190] := {76, 303} tii[8,191] := {48} tii[8,192] := {39, 96} tii[8,193] := {13, 228} tii[8,194] := {186, 187} tii[8,195] := {105, 263} tii[8,196] := {116, 117} tii[8,197] := {8, 192} tii[8,198] := {139, 220} tii[8,199] := {77} tii[8,200] := {16} tii[8,201] := {72, 222} tii[8,202] := {44} tii[8,203] := {111} tii[8,204] := {31} tii[8,205] := {36, 292} tii[8,206] := {58, 130} tii[8,207] := {171, 172} tii[8,208] := {69} tii[8,209] := {152, 153} tii[8,210] := {14, 236} tii[8,211] := {174, 244} tii[8,212] := {176, 264} tii[8,213] := {26} tii[8,214] := {56} tii[8,215] := {45} tii[8,216] := {75, 147} tii[8,217] := {97} tii[8,218] := {24, 255} tii[8,219] := {194, 195} tii[8,220] := {215, 302} tii[8,221] := {0} tii[8,222] := {7} tii[8,223] := {15, 49} tii[8,224] := {4, 154} cell#313 , |C| = 336 special orbit = [3, 3, 3, 2, 2, 1, 1, 1, 1] special rep = [[1, 1, 1], [2, 1, 1, 1]] , dim = 224 cell rep = phi[[1, 1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 2, 1]] TII depth = 3 TII multiplicity polynomial = 112*X+112*X^2 TII subcells: tii[8,1] := {122} tii[8,2] := {121} tii[8,3] := {160} tii[8,4] := {159} tii[8,5] := {200} tii[8,6] := {141, 242} tii[8,7] := {185, 274} tii[8,8] := {238} tii[8,9] := {265, 266} tii[8,10] := {199} tii[8,11] := {239} tii[8,12] := {267, 268} tii[8,13] := {180} tii[8,14] := {201} tii[8,15] := {218} tii[8,16] := {168, 260} tii[8,17] := {207, 290} tii[8,18] := {257} tii[8,19] := {283, 284} tii[8,20] := {179} tii[8,21] := {243} tii[8,22] := {131, 280} tii[8,23] := {169, 309} tii[8,24] := {99, 311} tii[8,25] := {277} tii[8,26] := {216} tii[8,27] := {73, 326} tii[8,28] := {304, 305} tii[8,29] := {246, 247} tii[8,30] := {135, 327} tii[8,31] := {173, 334} tii[8,32] := {258} tii[8,33] := {285, 286} tii[8,34] := {250, 314} tii[8,35] := {262} tii[8,36] := {296} tii[8,37] := {316, 317} tii[8,38] := {312} tii[8,39] := {328, 329} tii[8,40] := {310, 335} tii[8,41] := {10} tii[8,42] := {89} tii[8,43] := {18} tii[8,44] := {28} tii[8,45] := {47} tii[8,46] := {64} tii[8,47] := {27} tii[8,48] := {46} tii[8,49] := {29} tii[8,50] := {108, 198} tii[8,51] := {42} tii[8,52] := {158} tii[8,53] := {145, 229} tii[8,54] := {67} tii[8,55] := {60} tii[8,56] := {90} tii[8,57] := {41} tii[8,58] := {79, 161} tii[8,59] := {196} tii[8,60] := {93} tii[8,61] := {57, 125} tii[8,62] := {66} tii[8,63] := {223, 224} tii[8,64] := {113, 193} tii[8,65] := {150, 151} tii[8,66] := {59} tii[8,67] := {156} tii[8,68] := {92} tii[8,69] := {182, 183} tii[8,70] := {148, 149} tii[8,71] := {98, 261} tii[8,72] := {142} tii[8,73] := {43} tii[8,74] := {62} tii[8,75] := {134, 293} tii[8,76] := {95} tii[8,77] := {70, 299} tii[8,78] := {87} tii[8,79] := {109, 202} tii[8,80] := {123} tii[8,81] := {177} tii[8,82] := {61} tii[8,83] := {51, 322} tii[8,84] := {102, 323} tii[8,85] := {128} tii[8,86] := {146, 237} tii[8,87] := {81, 164} tii[8,88] := {205, 206} tii[8,89] := {94} tii[8,90] := {136, 333} tii[8,91] := {190, 191} tii[8,92] := {217} tii[8,93] := {86} tii[8,94] := {197} tii[8,95] := {50, 278} tii[8,96] := {119} tii[8,97] := {110, 203} tii[8,98] := {127} tii[8,99] := {225, 226} tii[8,100] := {35, 306} tii[8,101] := {248, 249} tii[8,102] := {166} tii[8,103] := {74, 307} tii[8,104] := {23, 273} tii[8,105] := {208, 282} tii[8,106] := {104, 325} tii[8,107] := {232, 233} tii[8,108] := {188, 189} tii[8,109] := {138, 300} tii[8,110] := {259} tii[8,111] := {118} tii[8,112] := {165} tii[8,113] := {287, 288} tii[8,114] := {230, 231} tii[8,115] := {251, 315} tii[8,116] := {213, 301} tii[8,117] := {63} tii[8,118] := {78} tii[8,119] := {112} tii[8,120] := {107} tii[8,121] := {162} tii[8,122] := {132, 219} tii[8,123] := {88} tii[8,124] := {144} tii[8,125] := {170, 256} tii[8,126] := {101, 181} tii[8,127] := {129} tii[8,128] := {211, 212} tii[8,129] := {120} tii[8,130] := {71, 297} tii[8,131] := {140} tii[8,132] := {240} tii[8,133] := {133, 221} tii[8,134] := {167} tii[8,135] := {52, 318} tii[8,136] := {184} tii[8,137] := {103, 319} tii[8,138] := {269, 270} tii[8,139] := {137, 331} tii[8,140] := {252, 253} tii[8,141] := {37, 289} tii[8,142] := {234, 235} tii[8,143] := {175, 313} tii[8,144] := {106} tii[8,145] := {298} tii[8,146] := {157} tii[8,147] := {100, 245} tii[8,148] := {143} tii[8,149] := {204} tii[8,150] := {320, 321} tii[8,151] := {54, 308} tii[8,152] := {275, 276} tii[8,153] := {291, 332} tii[8,154] := {209, 210} tii[8,155] := {214, 281} tii[8,156] := {254, 324} tii[8,157] := {178} tii[8,158] := {227} tii[8,159] := {294, 295} tii[8,160] := {279, 330} tii[8,161] := {1} tii[8,162] := {3} tii[8,163] := {2} tii[8,164] := {17} tii[8,165] := {6} tii[8,166] := {32} tii[8,167] := {11} tii[8,168] := {21} tii[8,169] := {40} tii[8,170] := {5} tii[8,171] := {55, 124} tii[8,172] := {19} tii[8,173] := {82, 155} tii[8,174] := {38, 91} tii[8,175] := {65} tii[8,176] := {12} tii[8,177] := {33} tii[8,178] := {114, 115} tii[8,179] := {25, 68} tii[8,180] := {83, 84} tii[8,181] := {9} tii[8,182] := {34, 241} tii[8,183] := {85} tii[8,184] := {80, 163} tii[8,185] := {30} tii[8,186] := {20} tii[8,187] := {22, 271} tii[8,188] := {53, 272} tii[8,189] := {126} tii[8,190] := {76, 303} tii[8,191] := {48} tii[8,192] := {39, 96} tii[8,193] := {13, 228} tii[8,194] := {186, 187} tii[8,195] := {105, 263} tii[8,196] := {116, 117} tii[8,197] := {8, 192} tii[8,198] := {139, 220} tii[8,199] := {77} tii[8,200] := {16} tii[8,201] := {72, 222} tii[8,202] := {44} tii[8,203] := {111} tii[8,204] := {31} tii[8,205] := {36, 292} tii[8,206] := {58, 130} tii[8,207] := {171, 172} tii[8,208] := {69} tii[8,209] := {152, 153} tii[8,210] := {14, 236} tii[8,211] := {174, 244} tii[8,212] := {176, 264} tii[8,213] := {26} tii[8,214] := {56} tii[8,215] := {45} tii[8,216] := {75, 147} tii[8,217] := {97} tii[8,218] := {24, 255} tii[8,219] := {194, 195} tii[8,220] := {215, 302} tii[8,221] := {0} tii[8,222] := {7} tii[8,223] := {15, 49} tii[8,224] := {4, 154} cell#314 , |C| = 49 special orbit = [5, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [1, 1, 1, 1, 1, 1]] , dim = 28 cell rep = phi[[2],[1, 1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 7*X+21*X^2 TII subcells: tii[12,1] := {42} tii[12,2] := {45} tii[12,3] := {43, 48} tii[12,4] := {39} tii[12,5] := {36, 46} tii[12,6] := {30, 47} tii[12,7] := {33} tii[12,8] := {29, 40} tii[12,9] := {21, 44} tii[12,10] := {15, 41} tii[12,11] := {25} tii[12,12] := {20, 34} tii[12,13] := {14, 37} tii[12,14] := {11, 35} tii[12,15] := {8, 38} tii[12,16] := {16} tii[12,17] := {13, 26} tii[12,18] := {10, 31} tii[12,19] := {7, 27} tii[12,20] := {5, 32} tii[12,21] := {3, 28} tii[12,22] := {12} tii[12,23] := {9, 17} tii[12,24] := {6, 22} tii[12,25] := {4, 18} tii[12,26] := {2, 23} tii[12,27] := {1, 19} tii[12,28] := {0, 24} cell#315 , |C| = 49 special orbit = [5, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[2], [1, 1, 1, 1, 1, 1]] , dim = 28 cell rep = phi[[2],[1, 1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 7*X+21*X^2 TII subcells: tii[12,1] := {42} tii[12,2] := {45} tii[12,3] := {43, 48} tii[12,4] := {39} tii[12,5] := {36, 46} tii[12,6] := {30, 47} tii[12,7] := {33} tii[12,8] := {29, 40} tii[12,9] := {21, 44} tii[12,10] := {15, 41} tii[12,11] := {25} tii[12,12] := {20, 34} tii[12,13] := {14, 37} tii[12,14] := {11, 35} tii[12,15] := {8, 38} tii[12,16] := {16} tii[12,17] := {13, 26} tii[12,18] := {10, 31} tii[12,19] := {7, 27} tii[12,20] := {5, 32} tii[12,21] := {3, 28} tii[12,22] := {12} tii[12,23] := {9, 17} tii[12,24] := {6, 22} tii[12,25] := {4, 18} tii[12,26] := {2, 23} tii[12,27] := {1, 19} tii[12,28] := {0, 24} cell#316 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {91} tii[7,2] := {124} tii[7,3] := {69, 165} tii[7,4] := {114, 193} tii[7,5] := {163} tii[7,6] := {187, 188} tii[7,7] := {167} tii[7,8] := {106, 181} tii[7,9] := {152, 211} tii[7,10] := {142, 145} tii[7,11] := {201} tii[7,12] := {102, 111} tii[7,13] := {226, 228} tii[7,14] := {176, 191} tii[7,15] := {157, 219} tii[7,16] := {216} tii[7,17] := {236, 238} tii[7,18] := {213, 248} tii[7,19] := {136} tii[7,20] := {90, 166} tii[7,21] := {134, 195} tii[7,22] := {175} tii[7,23] := {123, 126} tii[7,24] := {86, 93} tii[7,25] := {209, 210} tii[7,26] := {160, 172} tii[7,27] := {135, 205} tii[7,28] := {89, 92} tii[7,29] := {204} tii[7,30] := {51, 57} tii[7,31] := {120, 133} tii[7,32] := {232, 233} tii[7,33] := {34, 37} tii[7,34] := {196, 247} tii[7,35] := {97, 169} tii[7,36] := {121, 206} tii[7,37] := {164} tii[7,38] := {189, 190} tii[7,39] := {154, 225} tii[7,40] := {119, 207} tii[7,41] := {168} tii[7,42] := {107, 182} tii[7,43] := {153, 212} tii[7,44] := {202} tii[7,45] := {143, 146} tii[7,46] := {103, 112} tii[7,47] := {227, 229} tii[7,48] := {177, 192} tii[7,49] := {158, 220} tii[7,50] := {105, 110} tii[7,51] := {217} tii[7,52] := {67, 76} tii[7,53] := {237, 240} tii[7,54] := {138, 151} tii[7,55] := {42, 47} tii[7,56] := {214, 250} tii[7,57] := {118, 184} tii[7,58] := {140, 222} tii[7,59] := {68, 72} tii[7,60] := {203} tii[7,61] := {38, 45} tii[7,62] := {99, 113} tii[7,63] := {230, 231} tii[7,64] := {24, 29} tii[7,65] := {81, 144} tii[7,66] := {194, 246} tii[7,67] := {14, 17} tii[7,68] := {159, 234} tii[7,69] := {100, 185} tii[7,70] := {83, 223} tii[7,71] := {218} tii[7,72] := {239, 241} tii[7,73] := {215, 251} tii[7,74] := {180, 244} tii[7,75] := {141, 249} tii[7,76] := {18} tii[7,77] := {36} tii[7,78] := {33} tii[7,79] := {40, 127} tii[7,80] := {58} tii[7,81] := {78, 162} tii[7,82] := {27, 94} tii[7,83] := {115, 116} tii[7,84] := {52} tii[7,85] := {104, 109} tii[7,86] := {44, 129} tii[7,87] := {95} tii[7,88] := {66, 75} tii[7,89] := {137, 150} tii[7,90] := {155, 156} tii[7,91] := {117, 183} tii[7,92] := {41, 46} tii[7,93] := {139, 221} tii[7,94] := {87} tii[7,95] := {53, 55} tii[7,96] := {73, 148} tii[7,97] := {131} tii[7,98] := {32, 35} tii[7,99] := {84, 96} tii[7,100] := {70, 79} tii[7,101] := {19, 21} tii[7,102] := {197, 199} tii[7,103] := {61, 125} tii[7,104] := {178, 242} tii[7,105] := {85, 170} tii[7,106] := {10, 12} tii[7,107] := {49, 128} tii[7,108] := {62} tii[7,109] := {39, 43} tii[7,110] := {56, 130} tii[7,111] := {98} tii[7,112] := {23, 28} tii[7,113] := {63, 77} tii[7,114] := {54, 59} tii[7,115] := {13, 16} tii[7,116] := {48, 108} tii[7,117] := {173, 174} tii[7,118] := {20, 22} tii[7,119] := {6, 8} tii[7,120] := {64, 147} tii[7,121] := {161, 235} tii[7,122] := {50, 186} tii[7,123] := {82, 171} tii[7,124] := {2, 3} tii[7,125] := {65, 224} tii[7,126] := {88} tii[7,127] := {74, 149} tii[7,128] := {132} tii[7,129] := {71, 80} tii[7,130] := {198, 200} tii[7,131] := {26, 31} tii[7,132] := {179, 243} tii[7,133] := {7, 9} tii[7,134] := {122, 208} tii[7,135] := {101, 245} tii[7,136] := {11} tii[7,137] := {15, 60} tii[7,138] := {25, 30} tii[7,139] := {4, 5} tii[7,140] := {0, 1} cell#317 , |C| = 84 special orbit = [3, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1] special rep = [[1, 1, 1], [1, 1, 1, 1, 1]] , dim = 56 cell rep = phi[[1, 1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 2, 1, 1]] TII depth = 2 TII multiplicity polynomial = 28*X+28*X^2 TII subcells: tii[4,1] := {17} tii[4,2] := {26} tii[4,3] := {38} tii[4,4] := {22, 52} tii[4,5] := {39} tii[4,6] := {50} tii[4,7] := {37, 62} tii[4,8] := {59} tii[4,9] := {48, 69} tii[4,10] := {42, 75} tii[4,11] := {45} tii[4,12] := {57} tii[4,13] := {44, 66} tii[4,14] := {64} tii[4,15] := {55, 73} tii[4,16] := {46, 77} tii[4,17] := {70} tii[4,18] := {63, 76} tii[4,19] := {54, 80} tii[4,20] := {43, 83} tii[4,21] := {2} tii[4,22] := {10} tii[4,23] := {3} tii[4,24] := {7} tii[4,25] := {5} tii[4,26] := {24} tii[4,27] := {11} tii[4,28] := {13, 40} tii[4,29] := {9, 28} tii[4,30] := {49} tii[4,31] := {8} tii[4,32] := {18} tii[4,33] := {34, 61} tii[4,34] := {16, 41} tii[4,35] := {29, 67} tii[4,36] := {20, 60} tii[4,37] := {65} tii[4,38] := {15} tii[4,39] := {56, 74} tii[4,40] := {27} tii[4,41] := {47, 78} tii[4,42] := {25, 53} tii[4,43] := {35, 82} tii[4,44] := {30, 68} tii[4,45] := {23, 79} tii[4,46] := {21} tii[4,47] := {33} tii[4,48] := {32, 58} tii[4,49] := {36, 71} tii[4,50] := {31, 81} tii[4,51] := {0} tii[4,52] := {1} tii[4,53] := {4} tii[4,54] := {6, 19} tii[4,55] := {12, 51} tii[4,56] := {14, 72} cell#318 , |C| = 252 special orbit = [3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [2, 1, 1, 1, 1]] , dim = 140 cell rep = phi[[1, 1],[2, 1, 1, 1, 1]]+phi[[1],[2, 2, 1, 1, 1]] TII depth = 4 TII multiplicity polynomial = 28*X+112*X^2 TII subcells: tii[7,1] := {91} tii[7,2] := {124} tii[7,3] := {69, 165} tii[7,4] := {114, 193} tii[7,5] := {163} tii[7,6] := {187, 188} tii[7,7] := {167} tii[7,8] := {106, 181} tii[7,9] := {152, 211} tii[7,10] := {142, 145} tii[7,11] := {201} tii[7,12] := {102, 111} tii[7,13] := {226, 228} tii[7,14] := {176, 191} tii[7,15] := {157, 219} tii[7,16] := {216} tii[7,17] := {236, 238} tii[7,18] := {213, 248} tii[7,19] := {136} tii[7,20] := {90, 166} tii[7,21] := {134, 195} tii[7,22] := {175} tii[7,23] := {123, 126} tii[7,24] := {86, 93} tii[7,25] := {209, 210} tii[7,26] := {160, 172} tii[7,27] := {135, 205} tii[7,28] := {89, 92} tii[7,29] := {204} tii[7,30] := {51, 57} tii[7,31] := {120, 133} tii[7,32] := {232, 233} tii[7,33] := {34, 37} tii[7,34] := {196, 247} tii[7,35] := {97, 169} tii[7,36] := {121, 206} tii[7,37] := {164} tii[7,38] := {189, 190} tii[7,39] := {154, 225} tii[7,40] := {119, 207} tii[7,41] := {168} tii[7,42] := {107, 182} tii[7,43] := {153, 212} tii[7,44] := {202} tii[7,45] := {143, 146} tii[7,46] := {103, 112} tii[7,47] := {227, 229} tii[7,48] := {177, 192} tii[7,49] := {158, 220} tii[7,50] := {105, 110} tii[7,51] := {217} tii[7,52] := {67, 76} tii[7,53] := {237, 240} tii[7,54] := {138, 151} tii[7,55] := {42, 47} tii[7,56] := {214, 250} tii[7,57] := {118, 184} tii[7,58] := {140, 222} tii[7,59] := {68, 72} tii[7,60] := {203} tii[7,61] := {38, 45} tii[7,62] := {99, 113} tii[7,63] := {230, 231} tii[7,64] := {24, 29} tii[7,65] := {81, 144} tii[7,66] := {194, 246} tii[7,67] := {14, 17} tii[7,68] := {159, 234} tii[7,69] := {100, 185} tii[7,70] := {83, 223} tii[7,71] := {218} tii[7,72] := {239, 241} tii[7,73] := {215, 251} tii[7,74] := {180, 244} tii[7,75] := {141, 249} tii[7,76] := {18} tii[7,77] := {36} tii[7,78] := {33} tii[7,79] := {40, 127} tii[7,80] := {58} tii[7,81] := {78, 162} tii[7,82] := {27, 94} tii[7,83] := {115, 116} tii[7,84] := {52} tii[7,85] := {104, 109} tii[7,86] := {44, 129} tii[7,87] := {95} tii[7,88] := {66, 75} tii[7,89] := {137, 150} tii[7,90] := {155, 156} tii[7,91] := {117, 183} tii[7,92] := {41, 46} tii[7,93] := {139, 221} tii[7,94] := {87} tii[7,95] := {53, 55} tii[7,96] := {73, 148} tii[7,97] := {131} tii[7,98] := {32, 35} tii[7,99] := {84, 96} tii[7,100] := {70, 79} tii[7,101] := {19, 21} tii[7,102] := {197, 199} tii[7,103] := {61, 125} tii[7,104] := {178, 242} tii[7,105] := {85, 170} tii[7,106] := {10, 12} tii[7,107] := {49, 128} tii[7,108] := {62} tii[7,109] := {39, 43} tii[7,110] := {56, 130} tii[7,111] := {98} tii[7,112] := {23, 28} tii[7,113] := {63, 77} tii[7,114] := {54, 59} tii[7,115] := {13, 16} tii[7,116] := {48, 108} tii[7,117] := {173, 174} tii[7,118] := {20, 22} tii[7,119] := {6, 8} tii[7,120] := {64, 147} tii[7,121] := {161, 235} tii[7,122] := {50, 186} tii[7,123] := {82, 171} tii[7,124] := {2, 3} tii[7,125] := {65, 224} tii[7,126] := {88} tii[7,127] := {74, 149} tii[7,128] := {132} tii[7,129] := {71, 80} tii[7,130] := {198, 200} tii[7,131] := {26, 31} tii[7,132] := {179, 243} tii[7,133] := {7, 9} tii[7,134] := {122, 208} tii[7,135] := {101, 245} tii[7,136] := {11} tii[7,137] := {15, 60} tii[7,138] := {25, 30} tii[7,139] := {4, 5} tii[7,140] := {0, 1} cell#319 , |C| = 84 special orbit = [3, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1] special rep = [[1, 1, 1], [1, 1, 1, 1, 1]] , dim = 56 cell rep = phi[[1, 1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 2, 1, 1]] TII depth = 2 TII multiplicity polynomial = 28*X+28*X^2 TII subcells: tii[4,1] := {17} tii[4,2] := {26} tii[4,3] := {38} tii[4,4] := {22, 52} tii[4,5] := {39} tii[4,6] := {50} tii[4,7] := {37, 62} tii[4,8] := {59} tii[4,9] := {48, 69} tii[4,10] := {42, 75} tii[4,11] := {45} tii[4,12] := {57} tii[4,13] := {44, 66} tii[4,14] := {64} tii[4,15] := {55, 73} tii[4,16] := {46, 77} tii[4,17] := {70} tii[4,18] := {63, 76} tii[4,19] := {54, 80} tii[4,20] := {43, 83} tii[4,21] := {2} tii[4,22] := {10} tii[4,23] := {3} tii[4,24] := {7} tii[4,25] := {5} tii[4,26] := {24} tii[4,27] := {11} tii[4,28] := {13, 40} tii[4,29] := {9, 28} tii[4,30] := {49} tii[4,31] := {8} tii[4,32] := {18} tii[4,33] := {34, 61} tii[4,34] := {16, 41} tii[4,35] := {29, 67} tii[4,36] := {20, 60} tii[4,37] := {65} tii[4,38] := {15} tii[4,39] := {56, 74} tii[4,40] := {27} tii[4,41] := {47, 78} tii[4,42] := {25, 53} tii[4,43] := {35, 82} tii[4,44] := {30, 68} tii[4,45] := {23, 79} tii[4,46] := {21} tii[4,47] := {33} tii[4,48] := {32, 58} tii[4,49] := {36, 71} tii[4,50] := {31, 81} tii[4,51] := {0} tii[4,52] := {1} tii[4,53] := {4} tii[4,54] := {6, 19} tii[4,55] := {12, 51} tii[4,56] := {14, 72} cell#320 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {28} tii[6,2] := {37} tii[6,3] := {32} tii[6,4] := {26} tii[6,5] := {42} tii[6,6] := {43} tii[6,7] := {27} tii[6,8] := {20} tii[6,9] := {36} tii[6,10] := {18} tii[6,11] := {38} tii[6,12] := {44} tii[6,13] := {21} tii[6,14] := {16} tii[6,15] := {31} tii[6,16] := {14} tii[6,17] := {33} tii[6,18] := {11} tii[6,19] := {39} tii[6,20] := {45} tii[6,21] := {17} tii[6,22] := {12} tii[6,23] := {25} tii[6,24] := {10} tii[6,25] := {29} tii[6,26] := {7} tii[6,27] := {34} tii[6,28] := {5} tii[6,29] := {40} tii[6,30] := {46} tii[6,31] := {13} tii[6,32] := {9} tii[6,33] := {19} tii[6,34] := {6} tii[6,35] := {23} tii[6,36] := {4} tii[6,37] := {30} tii[6,38] := {2} tii[6,39] := {35} tii[6,40] := {1} tii[6,41] := {41} tii[6,42] := {47} tii[6,43] := {24} tii[6,44] := {22} tii[6,45] := {15} tii[6,46] := {8} tii[6,47] := {3} tii[6,48] := {0} cell#321 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {28} tii[6,2] := {37} tii[6,3] := {32} tii[6,4] := {26} tii[6,5] := {42} tii[6,6] := {43} tii[6,7] := {27} tii[6,8] := {20} tii[6,9] := {36} tii[6,10] := {18} tii[6,11] := {38} tii[6,12] := {44} tii[6,13] := {21} tii[6,14] := {16} tii[6,15] := {31} tii[6,16] := {14} tii[6,17] := {33} tii[6,18] := {11} tii[6,19] := {39} tii[6,20] := {45} tii[6,21] := {17} tii[6,22] := {12} tii[6,23] := {25} tii[6,24] := {10} tii[6,25] := {29} tii[6,26] := {7} tii[6,27] := {34} tii[6,28] := {5} tii[6,29] := {40} tii[6,30] := {46} tii[6,31] := {13} tii[6,32] := {9} tii[6,33] := {19} tii[6,34] := {6} tii[6,35] := {23} tii[6,36] := {4} tii[6,37] := {30} tii[6,38] := {2} tii[6,39] := {35} tii[6,40] := {1} tii[6,41] := {41} tii[6,42] := {47} tii[6,43] := {24} tii[6,44] := {22} tii[6,45] := {15} tii[6,46] := {8} tii[6,47] := {3} tii[6,48] := {0} cell#322 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {46} tii[6,2] := {47} tii[6,3] := {42} tii[6,4] := {38} tii[6,5] := {45} tii[6,6] := {44} tii[6,7] := {37} tii[6,8] := {31} tii[6,9] := {40} tii[6,10] := {24} tii[6,11] := {39} tii[6,12] := {41} tii[6,13] := {30} tii[6,14] := {23} tii[6,15] := {35} tii[6,16] := {14} tii[6,17] := {33} tii[6,18] := {11} tii[6,19] := {36} tii[6,20] := {34} tii[6,21] := {22} tii[6,22] := {13} tii[6,23] := {27} tii[6,24] := {10} tii[6,25] := {25} tii[6,26] := {7} tii[6,27] := {28} tii[6,28] := {5} tii[6,29] := {26} tii[6,30] := {29} tii[6,31] := {12} tii[6,32] := {9} tii[6,33] := {19} tii[6,34] := {6} tii[6,35] := {15} tii[6,36] := {4} tii[6,37] := {20} tii[6,38] := {2} tii[6,39] := {17} tii[6,40] := {1} tii[6,41] := {21} tii[6,42] := {18} tii[6,43] := {43} tii[6,44] := {32} tii[6,45] := {16} tii[6,46] := {8} tii[6,47] := {3} tii[6,48] := {0} cell#323 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {46} tii[6,2] := {47} tii[6,3] := {42} tii[6,4] := {38} tii[6,5] := {45} tii[6,6] := {44} tii[6,7] := {37} tii[6,8] := {31} tii[6,9] := {41} tii[6,10] := {24} tii[6,11] := {39} tii[6,12] := {40} tii[6,13] := {30} tii[6,14] := {23} tii[6,15] := {36} tii[6,16] := {14} tii[6,17] := {33} tii[6,18] := {11} tii[6,19] := {35} tii[6,20] := {34} tii[6,21] := {22} tii[6,22] := {13} tii[6,23] := {29} tii[6,24] := {10} tii[6,25] := {25} tii[6,26] := {7} tii[6,27] := {28} tii[6,28] := {5} tii[6,29] := {26} tii[6,30] := {27} tii[6,31] := {12} tii[6,32] := {9} tii[6,33] := {21} tii[6,34] := {6} tii[6,35] := {15} tii[6,36] := {4} tii[6,37] := {20} tii[6,38] := {2} tii[6,39] := {17} tii[6,40] := {1} tii[6,41] := {19} tii[6,42] := {18} tii[6,43] := {43} tii[6,44] := {32} tii[6,45] := {16} tii[6,46] := {8} tii[6,47] := {3} tii[6,48] := {0} cell#324 , |C| = 84 special orbit = [3, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1] special rep = [[1, 1, 1], [1, 1, 1, 1, 1]] , dim = 56 cell rep = phi[[1, 1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 2, 1, 1]] TII depth = 2 TII multiplicity polynomial = 28*X+28*X^2 TII subcells: tii[4,1] := {18} tii[4,2] := {30} tii[4,3] := {45} tii[4,4] := {60, 61} tii[4,5] := {35} tii[4,6] := {55} tii[4,7] := {69, 70} tii[4,8] := {68} tii[4,9] := {78, 79} tii[4,10] := {67, 83} tii[4,11] := {31} tii[4,12] := {46} tii[4,13] := {62, 63} tii[4,14] := {57} tii[4,15] := {73, 74} tii[4,16] := {52, 82} tii[4,17] := {47} tii[4,18] := {64, 65} tii[4,19] := {40, 77} tii[4,20] := {27, 66} tii[4,21] := {2} tii[4,22] := {11} tii[4,23] := {3} tii[4,24] := {7} tii[4,25] := {6} tii[4,26] := {28} tii[4,27] := {12} tii[4,28] := {36, 37} tii[4,29] := {25, 26} tii[4,30] := {56} tii[4,31] := {9} tii[4,32] := {20} tii[4,33] := {71, 72} tii[4,34] := {41, 42} tii[4,35] := {51, 81} tii[4,36] := {33, 75} tii[4,37] := {29} tii[4,38] := {13} tii[4,39] := {38, 39} tii[4,40] := {23} tii[4,41] := {24, 59} tii[4,42] := {53, 54} tii[4,43] := {14, 48} tii[4,44] := {50, 80} tii[4,45] := {8, 32} tii[4,46] := {10} tii[4,47] := {21} tii[4,48] := {43, 44} tii[4,49] := {34, 76} tii[4,50] := {17, 49} tii[4,51] := {0} tii[4,52] := {1} tii[4,53] := {4} tii[4,54] := {15, 16} tii[4,55] := {22, 58} tii[4,56] := {5, 19} cell#325 , |C| = 84 special orbit = [3, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1] special rep = [[1, 1, 1], [1, 1, 1, 1, 1]] , dim = 56 cell rep = phi[[1, 1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 2, 1, 1]] TII depth = 2 TII multiplicity polynomial = 28*X+28*X^2 TII subcells: tii[4,1] := {18} tii[4,2] := {30} tii[4,3] := {45} tii[4,4] := {60, 61} tii[4,5] := {35} tii[4,6] := {55} tii[4,7] := {69, 70} tii[4,8] := {68} tii[4,9] := {78, 79} tii[4,10] := {67, 83} tii[4,11] := {31} tii[4,12] := {46} tii[4,13] := {62, 63} tii[4,14] := {57} tii[4,15] := {73, 74} tii[4,16] := {52, 82} tii[4,17] := {47} tii[4,18] := {64, 65} tii[4,19] := {40, 77} tii[4,20] := {27, 66} tii[4,21] := {2} tii[4,22] := {11} tii[4,23] := {3} tii[4,24] := {7} tii[4,25] := {6} tii[4,26] := {28} tii[4,27] := {12} tii[4,28] := {36, 37} tii[4,29] := {25, 26} tii[4,30] := {56} tii[4,31] := {9} tii[4,32] := {20} tii[4,33] := {71, 72} tii[4,34] := {41, 42} tii[4,35] := {51, 81} tii[4,36] := {33, 75} tii[4,37] := {29} tii[4,38] := {13} tii[4,39] := {38, 39} tii[4,40] := {23} tii[4,41] := {24, 59} tii[4,42] := {53, 54} tii[4,43] := {14, 48} tii[4,44] := {50, 80} tii[4,45] := {8, 32} tii[4,46] := {10} tii[4,47] := {21} tii[4,48] := {43, 44} tii[4,49] := {34, 76} tii[4,50] := {17, 49} tii[4,51] := {0} tii[4,52] := {1} tii[4,53] := {4} tii[4,54] := {15, 16} tii[4,55] := {22, 58} tii[4,56] := {5, 19} cell#326 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {15} tii[6,2] := {23} tii[6,3] := {22} tii[6,4] := {14} tii[6,5] := {28} tii[6,6] := {31} tii[6,7] := {27} tii[6,8] := {21} tii[6,9] := {35} tii[6,10] := {17} tii[6,11] := {40} tii[6,12] := {46} tii[6,13] := {24} tii[6,14] := {18} tii[6,15] := {29} tii[6,16] := {12} tii[6,17] := {36} tii[6,18] := {6} tii[6,19] := {42} tii[6,20] := {32} tii[6,21] := {26} tii[6,22] := {20} tii[6,23] := {34} tii[6,24] := {16} tii[6,25] := {39} tii[6,26] := {10} tii[6,27] := {45} tii[6,28] := {5} tii[6,29] := {41} tii[6,30] := {47} tii[6,31] := {25} tii[6,32] := {19} tii[6,33] := {30} tii[6,34] := {13} tii[6,35] := {37} tii[6,36] := {7} tii[6,37] := {43} tii[6,38] := {3} tii[6,39] := {38} tii[6,40] := {1} tii[6,41] := {44} tii[6,42] := {33} tii[6,43] := {9} tii[6,44] := {8} tii[6,45] := {11} tii[6,46] := {4} tii[6,47] := {2} tii[6,48] := {0} cell#327 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {11} tii[6,2] := {18} tii[6,3] := {20} tii[6,4] := {30} tii[6,5] := {32} tii[6,6] := {42} tii[6,7] := {14} tii[6,8] := {25} tii[6,9] := {26} tii[6,10] := {12} tii[6,11] := {38} tii[6,12] := {23} tii[6,13] := {21} tii[6,14] := {31} tii[6,15] := {34} tii[6,16] := {17} tii[6,17] := {43} tii[6,18] := {9} tii[6,19] := {36} tii[6,20] := {45} tii[6,21] := {15} tii[6,22] := {27} tii[6,23] := {28} tii[6,24] := {13} tii[6,25] := {40} tii[6,26] := {7} tii[6,27] := {29} tii[6,28] := {3} tii[6,29] := {41} tii[6,30] := {24} tii[6,31] := {22} tii[6,32] := {33} tii[6,33] := {35} tii[6,34] := {19} tii[6,35] := {44} tii[6,36] := {10} tii[6,37] := {37} tii[6,38] := {5} tii[6,39] := {46} tii[6,40] := {2} tii[6,41] := {39} tii[6,42] := {47} tii[6,43] := {6} tii[6,44] := {16} tii[6,45] := {8} tii[6,46] := {4} tii[6,47] := {1} tii[6,48] := {0} cell#328 , |C| = 48 special orbit = [3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [1, 1, 1, 1, 1, 1]] , dim = 28 cell rep = phi[[1, 1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 8*X+20*X^2 TII subcells: tii[3,1] := {14} tii[3,2] := {21} tii[3,3] := {13, 27} tii[3,4] := {25} tii[3,5] := {19, 32} tii[3,6] := {15, 36} tii[3,7] := {28} tii[3,8] := {23, 34} tii[3,9] := {17, 39} tii[3,10] := {11, 46} tii[3,11] := {26} tii[3,12] := {20, 33} tii[3,13] := {16, 37} tii[3,14] := {9, 44} tii[3,15] := {4, 38} tii[3,16] := {29} tii[3,17] := {24, 35} tii[3,18] := {18, 40} tii[3,19] := {12, 47} tii[3,20] := {6, 42} tii[3,21] := {2, 45} tii[3,22] := {3} tii[3,23] := {8} tii[3,24] := {7, 22} tii[3,25] := {10, 30} tii[3,26] := {5, 41} tii[3,27] := {1, 31} tii[3,28] := {0, 43} cell#329 , |C| = 15 special orbit = [3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [1, 1, 1, 1, 1, 1, 1]] , dim = 8 cell rep = phi[[1],[1, 1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = X+7*X^2 TII subcells: tii[2,1] := {7} tii[2,2] := {6, 8} tii[2,3] := {5, 9} tii[2,4] := {4, 12} tii[2,5] := {3, 10} tii[2,6] := {2, 13} tii[2,7] := {1, 11} tii[2,8] := {0, 14} cell#330 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {15} tii[6,2] := {23} tii[6,3] := {22} tii[6,4] := {14} tii[6,5] := {28} tii[6,6] := {31} tii[6,7] := {26} tii[6,8] := {20} tii[6,9] := {34} tii[6,10] := {16} tii[6,11] := {39} tii[6,12] := {45} tii[6,13] := {24} tii[6,14] := {18} tii[6,15] := {29} tii[6,16] := {12} tii[6,17] := {36} tii[6,18] := {6} tii[6,19] := {42} tii[6,20] := {32} tii[6,21] := {27} tii[6,22] := {21} tii[6,23] := {35} tii[6,24] := {17} tii[6,25] := {40} tii[6,26] := {11} tii[6,27] := {46} tii[6,28] := {5} tii[6,29] := {41} tii[6,30] := {47} tii[6,31] := {25} tii[6,32] := {19} tii[6,33] := {30} tii[6,34] := {13} tii[6,35] := {37} tii[6,36] := {7} tii[6,37] := {43} tii[6,38] := {3} tii[6,39] := {38} tii[6,40] := {1} tii[6,41] := {44} tii[6,42] := {33} tii[6,43] := {9} tii[6,44] := {8} tii[6,45] := {10} tii[6,46] := {4} tii[6,47] := {2} tii[6,48] := {0} cell#331 , |C| = 48 special orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [2, 1, 1, 1, 1, 1]] , dim = 48 cell rep = phi[[1],[2, 1, 1, 1, 1, 1]] TII depth = 6 TII multiplicity polynomial = 48*X TII subcells: tii[6,1] := {11} tii[6,2] := {18} tii[6,3] := {20} tii[6,4] := {30} tii[6,5] := {32} tii[6,6] := {42} tii[6,7] := {14} tii[6,8] := {25} tii[6,9] := {26} tii[6,10] := {12} tii[6,11] := {38} tii[6,12] := {23} tii[6,13] := {21} tii[6,14] := {31} tii[6,15] := {34} tii[6,16] := {17} tii[6,17] := {43} tii[6,18] := {9} tii[6,19] := {36} tii[6,20] := {45} tii[6,21] := {15} tii[6,22] := {27} tii[6,23] := {28} tii[6,24] := {13} tii[6,25] := {40} tii[6,26] := {7} tii[6,27] := {29} tii[6,28] := {3} tii[6,29] := {41} tii[6,30] := {24} tii[6,31] := {22} tii[6,32] := {33} tii[6,33] := {35} tii[6,34] := {19} tii[6,35] := {44} tii[6,36] := {10} tii[6,37] := {37} tii[6,38] := {5} tii[6,39] := {46} tii[6,40] := {2} tii[6,41] := {39} tii[6,42] := {47} tii[6,43] := {6} tii[6,44] := {16} tii[6,45] := {8} tii[6,46] := {4} tii[6,47] := {1} tii[6,48] := {0} cell#332 , |C| = 48 special orbit = [3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [1, 1, 1, 1, 1, 1]] , dim = 28 cell rep = phi[[1, 1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 8*X+20*X^2 TII subcells: tii[3,1] := {14} tii[3,2] := {21} tii[3,3] := {13, 27} tii[3,4] := {25} tii[3,5] := {19, 32} tii[3,6] := {15, 36} tii[3,7] := {28} tii[3,8] := {23, 34} tii[3,9] := {17, 39} tii[3,10] := {11, 46} tii[3,11] := {26} tii[3,12] := {20, 33} tii[3,13] := {16, 37} tii[3,14] := {9, 44} tii[3,15] := {4, 38} tii[3,16] := {29} tii[3,17] := {24, 35} tii[3,18] := {18, 40} tii[3,19] := {12, 47} tii[3,20] := {6, 42} tii[3,21] := {2, 45} tii[3,22] := {3} tii[3,23] := {8} tii[3,24] := {7, 22} tii[3,25] := {10, 30} tii[3,26] := {5, 41} tii[3,27] := {1, 31} tii[3,28] := {0, 43} cell#333 , |C| = 15 special orbit = [3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [1, 1, 1, 1, 1, 1, 1]] , dim = 8 cell rep = phi[[1],[1, 1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = X+7*X^2 TII subcells: tii[2,1] := {7} tii[2,2] := {6, 8} tii[2,3] := {5, 9} tii[2,4] := {4, 12} tii[2,5] := {3, 10} tii[2,6] := {2, 13} tii[2,7] := {1, 11} tii[2,8] := {0, 14} cell#334 , |C| = 48 special orbit = [3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [1, 1, 1, 1, 1, 1]] , dim = 28 cell rep = phi[[1, 1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 8*X+20*X^2 TII subcells: tii[3,1] := {10} tii[3,2] := {17} tii[3,3] := {26, 27} tii[3,4] := {25} tii[3,5] := {36, 38} tii[3,6] := {23, 46} tii[3,7] := {18} tii[3,8] := {28, 29} tii[3,9] := {13, 41} tii[3,10] := {8, 32} tii[3,11] := {24} tii[3,12] := {35, 37} tii[3,13] := {22, 45} tii[3,14] := {11, 39} tii[3,15] := {7, 47} tii[3,16] := {19} tii[3,17] := {30, 31} tii[3,18] := {14, 43} tii[3,19] := {9, 33} tii[3,20] := {4, 44} tii[3,21] := {1, 34} tii[3,22] := {2} tii[3,23] := {6} tii[3,24] := {15, 16} tii[3,25] := {12, 40} tii[3,26] := {5, 20} tii[3,27] := {3, 42} tii[3,28] := {0, 21} cell#335 , |C| = 48 special orbit = [3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1, 1], [1, 1, 1, 1, 1, 1]] , dim = 28 cell rep = phi[[1, 1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = 8*X+20*X^2 TII subcells: tii[3,1] := {10} tii[3,2] := {17} tii[3,3] := {26, 27} tii[3,4] := {24} tii[3,5] := {35, 37} tii[3,6] := {22, 46} tii[3,7] := {18} tii[3,8] := {28, 29} tii[3,9] := {13, 42} tii[3,10] := {8, 32} tii[3,11] := {25} tii[3,12] := {36, 38} tii[3,13] := {23, 47} tii[3,14] := {12, 40} tii[3,15] := {7, 45} tii[3,16] := {19} tii[3,17] := {30, 31} tii[3,18] := {14, 44} tii[3,19] := {9, 33} tii[3,20] := {4, 43} tii[3,21] := {1, 34} tii[3,22] := {2} tii[3,23] := {6} tii[3,24] := {15, 16} tii[3,25] := {11, 39} tii[3,26] := {5, 20} tii[3,27] := {3, 41} tii[3,28] := {0, 21} cell#336 , |C| = 15 special orbit = [3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [1, 1, 1, 1, 1, 1, 1]] , dim = 8 cell rep = phi[[1],[1, 1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = X+7*X^2 TII subcells: tii[2,1] := {6} tii[2,2] := {7, 8} tii[2,3] := {5, 12} tii[2,4] := {4, 9} tii[2,5] := {3, 13} tii[2,6] := {2, 10} tii[2,7] := {1, 14} tii[2,8] := {0, 11} cell#337 , |C| = 15 special orbit = [3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[1], [1, 1, 1, 1, 1, 1, 1]] , dim = 8 cell rep = phi[[1],[1, 1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = X+7*X^2 TII subcells: tii[2,1] := {6} tii[2,2] := {7, 8} tii[2,3] := {5, 14} tii[2,4] := {4, 9} tii[2,5] := {3, 13} tii[2,6] := {2, 10} tii[2,7] := {1, 12} tii[2,8] := {0, 11} cell#338 , |C| = 1 special orbit = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[], [1, 1, 1, 1, 1, 1, 1, 1]] , dim = 1 cell rep = phi[[],[1, 1, 1, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = X TII subcells: tii[1,1] := {0} cell#339 , |C| = 1 special orbit = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] special rep = [[], [1, 1, 1, 1, 1, 1, 1, 1]] , dim = 1 cell rep = phi[[],[1, 1, 1, 1, 1, 1, 1, 1]] TII depth = 1 TII multiplicity polynomial = X TII subcells: tii[1,1] := {0}