_application polytope _version 2.3 _type RationalPolytope FACETS 1 0 1 -63/8 1 3 -1 -47/8 1 4 -3 -31/8 1 195/64 -5 -13/8 1 3 -5 -15/8 1 99/32 -5 -9/8 1 197/64 -5 -11/8 1 197/64 -5 -5/8 1 99/32 -5 -7/8 1 3 -5 -1/8 1 195/64 -5 -3/8 1 -3 -1 -47/8 1 -4 -3 -31/8 1 -195/64 -5 -13/8 1 -3 -5 -15/8 1 -99/32 -5 -9/8 1 -197/64 -5 -11/8 1 -197/64 -5 -5/8 1 -99/32 -5 -7/8 1 -3 -5 -1/8 1 -195/64 -5 -3/8 1 3/64 -7 3/8 1 -3/64 -7 3/8 1 0 -7 1/8 1 -3/32 -7 7/8 1 -5/64 -7 5/8 1 -5/64 -7 11/8 1 -3/32 -7 9/8 1 3/32 -7 7/8 1 5/64 -7 5/8 1 5/64 -7 11/8 1 3/32 -7 9/8 1 0 -7 15/8 1 3/64 -7 13/8 1 -3/64 -7 13/8 1 -2 3 -47/8 1 -5 1 -31/8 1 -387/64 -1 -13/8 1 -6 -1 -15/8 1 -195/32 -1 -9/8 1 -389/64 -1 -11/8 1 -389/64 -1 -5/8 1 -195/32 -1 -7/8 1 -6 -1 -1/8 1 -387/64 -1 -3/8 1 -323/64 -3 3/8 1 -5 -3 1/8 1 -163/32 -3 7/8 1 -325/64 -3 5/8 1 -325/64 -3 11/8 1 -163/32 -3 9/8 1 -5 -3 15/8 1 -323/64 -3 13/8 1 -2 -5 31/8 1 -2 5 -31/8 1 -323/64 3 -13/8 1 -5 3 -15/8 1 -163/32 3 -9/8 1 -325/64 3 -11/8 1 -325/64 3 -5/8 1 -163/32 3 -7/8 1 -5 3 -1/8 1 -323/64 3 -3/8 1 -387/64 1 3/8 1 -6 1 1/8 1 -195/32 1 7/8 1 -389/64 1 5/8 1 -389/64 1 11/8 1 -195/32 1 9/8 1 -6 1 15/8 1 -387/64 1 13/8 1 -5 -1 31/8 1 -2 -3 47/8 1 2 3 -47/8 1 5 1 -31/8 1 387/64 -1 -13/8 1 6 -1 -15/8 1 195/32 -1 -9/8 1 389/64 -1 -11/8 1 389/64 -1 -5/8 1 195/32 -1 -7/8 1 6 -1 -1/8 1 387/64 -1 -3/8 1 323/64 -3 3/8 1 5 -3 1/8 1 163/32 -3 7/8 1 325/64 -3 5/8 1 325/64 -3 11/8 1 163/32 -3 9/8 1 5 -3 15/8 1 323/64 -3 13/8 1 2 -5 31/8 1 2 5 -31/8 1 323/64 3 -13/8 1 5 3 -15/8 1 163/32 3 -9/8 1 325/64 3 -11/8 1 325/64 3 -5/8 1 163/32 3 -7/8 1 5 3 -1/8 1 323/64 3 -3/8 1 387/64 1 3/8 1 6 1 1/8 1 195/32 1 7/8 1 389/64 1 5/8 1 389/64 1 11/8 1 195/32 1 9/8 1 6 1 15/8 1 387/64 1 13/8 1 5 -1 31/8 1 2 -3 47/8 1 3/64 7 -13/8 1 -3/64 7 -13/8 1 0 7 -15/8 1 -3/32 7 -9/8 1 -5/64 7 -11/8 1 -5/64 7 -5/8 1 -3/32 7 -7/8 1 3/32 7 -9/8 1 5/64 7 -11/8 1 5/64 7 -5/8 1 3/32 7 -7/8 1 0 7 -1/8 1 3/64 7 -3/8 1 -3/64 7 -3/8 1 195/64 5 3/8 1 3 5 1/8 1 99/32 5 7/8 1 197/64 5 5/8 1 197/64 5 11/8 1 99/32 5 9/8 1 3 5 15/8 1 195/64 5 13/8 1 4 3 31/8 1 3 1 47/8 1 -195/64 5 3/8 1 -3 5 1/8 1 -99/32 5 7/8 1 -197/64 5 5/8 1 -197/64 5 11/8 1 -99/32 5 9/8 1 -3 5 15/8 1 -195/64 5 13/8 1 -4 3 31/8 1 -3 1 47/8 1 0 -1 63/8 AFFINE_HULL VERTICES 1 128/829 56/829 -8/829 1 128/781 8/781 -8/781 1 128/861 -24/287 -8/861 1 8/51 1/17 -1/51 1 8/49 1/49 -1/49 1 8/55 -1/11 -1/55 1 128/805 8/161 -24/805 1 128/789 8/263 -8/263 1 128/901 -88/901 -24/901 1 32/199 8/199 -8/199 1 32/245 -8/245 -24/245 1 32/231 -8/77 -8/231 1 128/1069 136/1069 -8/1069 1 128/1005 -8/67 -8/1005 1 8/69 3/23 -1/69 1 8/61 -7/61 -1/61 1 128/1141 152/1141 -24/1141 1 128/949 -8/73 -24/949 1 32/277 24/277 -24/277 1 32/295 8/59 -8/295 1 32/277 -24/277 24/277 1 32/323 -8/323 40/323 1 0 -8/55 -8/55 1 128/1309 184/1309 -8/1309 1 128/1405 -40/281 -8/1405 1 8/79 11/79 -1/79 1 8/91 -1/7 -1/91 1 128/1221 56/407 -8/407 1 128/1509 -72/503 -8/503 1 -32/295 8/59 -8/295 1 -128/1221 56/407 -8/407 1 -32/323 -8/323 40/323 1 -128/1509 -72/503 -8/503 1 -8/79 11/79 -1/79 1 -8/91 -1/7 -1/91 1 -128/1309 184/1309 -8/1309 1 -128/1405 -40/281 -8/1405 1 -128/1141 152/1141 -24/1141 1 -32/245 -8/245 -24/245 1 -32/231 -8/77 -8/231 1 -128/949 -8/73 -24/949 1 -8/69 3/23 -1/69 1 -8/61 -7/61 -1/61 1 -128/1069 136/1069 -8/1069 1 -128/1005 -8/67 -8/1005 1 -32/199 8/199 -8/199 1 -128/805 8/161 -24/805 1 -32/199 -8/199 8/199 1 -128/901 -88/901 -24/901 1 -8/51 1/17 -1/51 1 -8/55 -1/11 -1/55 1 -128/829 56/829 -8/829 1 -128/861 -24/287 -8/861 1 -128/789 8/263 -8/263 1 -8/49 1/49 -1/49 1 -128/781 8/781 -8/781 1 -32/195 0 0 1 -128/781 -8/781 8/781 1 -8/49 -1/49 1/49 1 -128/789 -8/263 8/263 1 -32/211 -16/211 0 1 -32/211 16/211 0 1 -128/829 -56/829 8/829 1 -128/861 24/287 8/861 1 -8/51 -1/17 1/51 1 -8/55 1/11 1/55 1 -128/805 -8/161 24/805 1 -128/901 88/901 24/901 1 -32/259 -32/259 0 1 -32/259 32/259 0 1 -128/1069 -136/1069 8/1069 1 -128/1005 8/67 8/1005 1 -8/69 -3/23 1/69 1 -8/61 7/61 1/61 1 -128/1141 -152/1141 24/1141 1 -32/245 8/245 24/245 1 -128/949 8/73 24/949 1 -32/231 8/77 8/231 1 -32/277 -24/277 24/277 1 -32/277 24/277 -24/277 1 -32/339 -16/113 0 1 -32/339 16/113 0 1 -128/1309 -184/1309 8/1309 1 -128/1405 40/281 8/1405 1 -8/79 -11/79 1/79 1 -8/91 1/7 1/91 1 -128/1221 -56/407 8/407 1 -32/295 -8/59 8/295 1 -32/323 8/323 -40/323 1 -128/1509 72/503 8/503 1 0 -1/7 0 1 0 1/7 0 1 0 -8/71 8/71 1 0 8/71 -8/71 1 128/1221 -56/407 8/407 1 128/1509 72/503 8/503 1 8/79 -11/79 1/79 1 8/91 1/7 1/91 1 128/1309 -184/1309 8/1309 1 32/339 -16/113 0 1 128/1405 40/281 8/1405 1 32/339 16/113 0 1 0 8/55 8/55 1 32/295 -8/59 8/295 1 32/323 8/323 -40/323 1 128/1141 -152/1141 24/1141 1 128/949 8/73 24/949 1 8/69 -3/23 1/69 1 8/61 7/61 1/61 1 128/1069 -136/1069 8/1069 1 32/259 -32/259 0 1 128/1005 8/67 8/1005 1 32/259 32/259 0 1 32/199 -8/199 8/199 1 32/231 8/77 8/231 1 32/245 8/245 24/245 1 128/805 -8/161 24/805 1 128/789 -8/263 8/263 1 128/901 88/901 24/901 1 8/51 -1/17 1/51 1 8/49 -1/49 1/49 1 8/55 1/11 1/55 1 128/829 -56/829 8/829 1 32/211 -16/211 0 1 128/781 -8/781 8/781 1 128/861 24/287 8/861 1 32/211 16/211 0 1 32/195 0 0 BOUNDED 1 CENTERED 1 AMBIENT_DIM 3 DIM 3 VERTICES_IN_FACETS {21 31 92 102} {31 75 102} {75 77 102} {73 76 85 89} {76 77 89 102} {69 71 81 83} {71 73 83 85} {33 35 41 43} {35 43 69 81} {29 30 37} {30 33 37 41} {21 102 115} {102 114 115} {95 97 106 108} {95 102 106 114} {100 101 111 112} {97 100 108 111} {12 14 23 25} {12 23 101 112} {16 19 27} {14 16 25 27} {85 89 91} {91 95 97} {89 91 95 102} {91 100 101} {91 97 100} {23 25 91} {23 91 101} {81 83 91} {83 85 91} {33 35 91} {35 81 91} {19 27 29 30 91 93} {30 33 91} {25 27 91} {20 21 92} {20 21 113 115} {117 118 120 121} {113 114 115 117 118} {124 125 126 127} {120 121 124 125} {0 1 3 4} {0 1 126 127} {6 7 9} {3 4 6 7} {106 108 118 121} {106 114 118} {111 112 125 126} {108 111 121 125} {0 3 12 14} {0 12 112 126} {6 9 16 18 19} {3 6 14 16} {18 19 93} {20 92 103} {105 107 116 119} {20 103 105 113 116} {109 110 122 123} {107 109 119 122} {2 5 13 15} {2 13 110 123} {8 11 17} {5 8 15 17} {116 117 119 120} {113 116 117} {122 123 124 127} {119 120 122 124} {1 2 4 5} {1 2 123 127} {7 8 9 10 11} {4 5 7 8} {9 10 18 104} {18 93 104} {31 78 92} {31 47 75 78} {58 59 65 67} {47 59 67 75 77} {56 57 61 63} {57 58 63 65} {49 51 54 55} {51 55 56 61} {45 46 53} {46 49 53 54} {65 67 73 76} {67 76 77} {61 63 69 71} {63 65 71 73} {41 43 49 51} {43 51 61 69} {29 37 45 46 79} {37 41 46 49} {29 79 93} {78 87 92} {64 66 72 74} {47 66 74 78 87} {60 62 68 70} {62 64 70 72} {42 44 50 52} {44 52 60 68} {39 40 48} {40 42 48 50} {58 59 64 66} {47 59 66} {56 57 60 62} {57 58 62 64} {50 52 54 55} {52 55 56 60} {38 39 45 48 53} {48 50 53 54} {38 45 79 88} {79 88 93} {84 86 90} {90 94 96} {86 87 90 92 94 103} {90 98 99} {90 96 98} {24 26 90} {24 90 99} {80 82 90} {82 84 90} {34 36 90} {36 80 90} {22 28 32 90} {32 34 90} {26 28 90} {72 74 84 86} {74 86 87} {68 70 80 82} {70 72 82 84} {34 36 42 44} {36 44 68 80} {22 32 39 40} {32 34 40 42} {22 38 39} {22 38 88} {94 96 105 107} {94 103 105} {98 99 109 110} {96 98 107 109} {13 15 24 26} {13 24 99 110} {11 17 22 28} {15 17 26 28} {10 11 22} {10 22 104} {22 88 93 104} DUAL_GRAPH {1 11 35 73} {0 2 74} {1 4 76} {4 6 21 83} {2 3 23 84} {6 8 28 85} {3 5 29 86} {8 10 30 87} {5 7 31 88} {10 32 89} {7 9 33 90} {0 12 36} {11 14 38} {14 16 22 45} {12 13 23 46} {16 18 24 47} {13 15 25 48} {18 20 26 49} {15 17 27 50} {20 32 51} {17 19 34 52} {3 23 29} {13 23 25} {4 14 21 22} {15 25 27} {16 22 24} {17 27 34} {18 24 26} {5 29 31} {6 21 28} {7 31 33} {8 28 30} {9 19 33 34 53 91} {10 30 32} {20 26 32} {0 36 54} {11 35 38 56} {38 40 45 63} {12 36 37 46 64} {40 42 47 65} {37 39 48 66} {42 44 49 67} {39 41 50 68} {44 51 69} {41 43 52 70} {13 37 46 48} {14 38 45} {15 39 48 50} {16 40 45 47} {17 41 50 52} {18 42 47 49} {19 43 52 53 71} {20 44 49 51} {32 51 72} {35 56 113} {56 58 63 135} {36 54 55 64 136} {58 60 65 137} {55 57 66 138} {60 62 67 139} {57 59 68 140} {62 69 141} {59 61 70 142} {37 55 64 66} {38 56 63} {39 57 66 68} {40 58 63 65} {41 59 68 70} {42 60 65 67} {43 61 70 71 143} {44 62 67 69} {51 69 72 144} {53 71 145} {0 74 92} {1 73 76 94} {76 78 83 101} {2 74 75 84 102} {78 80 85 103} {75 77 86 104} {80 82 87 105} {77 79 88 106} {82 89 107} {79 81 90 108} {3 75 84 86} {4 76 83} {5 77 86 88} {6 78 83 85} {7 79 88 90} {8 80 85 87} {9 81 90 91 109} {10 82 87 89} {32 89 110} {73 94 113} {94 96 101 125} {74 92 93 102 126} {96 98 103 127} {93 95 104 128} {98 100 105 129} {95 97 106 130} {100 107 131} {97 99 108 132} {75 93 102 104} {76 94 101} {77 95 104 106} {78 96 101 103} {79 97 106 108} {80 98 103 105} {81 99 108 109 133} {82 100 105 107} {89 107 110 134} {91 109 145} {113 119 125} {113 115 135} {54 92 111 112 126 136} {115 117 137} {112 114 138} {117 124 139} {114 116 140} {119 121 127} {111 118 128} {121 123 129} {118 120 130} {123 124 131 141} {120 122 132} {116 122 142} {93 111 126 128} {94 113 125} {95 118 128 130} {96 119 125 127} {97 120 130 132} {98 121 127 129} {99 122 132 133} {100 123 129 131} {107 131 134} {109 133 145} {55 112 136 138} {56 113 135} {57 114 138 140} {58 115 135 137} {59 116 140 142} {60 117 137 139} {61 122 142 143} {62 124 139 141} {69 141 144} {71 143 145} {72 110 134 144}