BeginPackage["KnotTheory`HyperbolicVolumes4Knots11`",{"KnotTheory`"}]
Message[KnotTheory::loading, "HyperbolicVolumes4Knots11`"]
#[[1]][#[[2]],#[[3]]]&/@{{(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 1], 15.6439}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 2], 16.5881}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 3], 15.55}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 4], 14.1846}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 5], 15.5012}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 6], 15.844}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 7], 13.5338}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 8], 14.9162}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 9], 11.385}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 10], 14.6473}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 11], 14.7239}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 12], 14.2618}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 13], 10.7354}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 14], 16.4066}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 15], 15.1288}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 16], 14.4579}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 17], 16.1013}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 18], 16.03}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 19], 17.7863}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 20], 15.3455}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 21], 12.6394}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 22], 14.6533}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 23], 14.3488}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 24], 17.9006}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 25], 17.7863}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 26], 17.9006}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 27], 17.0192}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 28], 15.8799}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 29], 15.7181}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 30], 17.3478}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 31], 15.4016}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 32], 16.0547}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 33], 13.8946}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 34], 14.9742}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 35], 15.3717}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 36], 15.1597}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 37], 13.3384}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 38], 15.6826}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 39], 14.0334}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 40], 12.8867}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 41], 14.6854}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 42], 14.5336}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 43], 16.3093}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 44], 15.5977}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 45], 13.2123}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 46], 13.0634}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 47], 15.5977}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 48], 15.1181}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 49], 15.1714}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 50], 13.4737}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 51], 15.1159}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 52], 16.8243}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 53], 14.416}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 54], 16.7029}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 55], 11.6846}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 56], 14.5406}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 57], 14.7354}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 58], 12.8069}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 59], 8.56716}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 60], 13.059}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 61], 14.3183}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 62], 10.6386}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 63], 14.0116}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 64], 14.0131}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 65], 10.6865}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 66], 15.8011}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 67], 16.0998}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 68], 14.7003}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 69], 16.7403}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 70], 17.4335}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 71], 17.3873}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 72], 17.173}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 73], 18.4184}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 74], 12.3052}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 75], 12.692}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 76], 16.9805}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 77], 15.2573}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 78], 15.3316}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 79], 16.8714}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 80], 16.5161}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 81], 16.051}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 82], 13.8883}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 83], 14.7703}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 84], 13.8696}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 85], 14.0551}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 86], 13.5574}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 87], 15.1381}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 88], 14.1444}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 89], 14.7281}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 90], 12.5188}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 91], 15.1327}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 92], 14.2422}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 93], 13.1112}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 94], 14.458}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 95], 11.7607}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 96], 14.8744}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 97], 12.17}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 98], 12.0217}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 99], 16.6086}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 100], 16.1755}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 101], 18.521}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 102], 14.6861}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 103], 13.2218}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 104], 15.7183}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 105], 14.717}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 106], 13.4001}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 107], 14.3064}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 108], 14.2368}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 109], 15.1191}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 110], 13.4717}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 111], 13.6745}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 112], 16.343}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 113], 15.6778}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 114], 17.5584}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 115], 16.4283}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 116], 17.088}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 117], 14.597}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 118], 13.3497}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 119], 12.058}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 120], 14.3126}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 121], 14.7555}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 122], 16.4594}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 123], 15.9713}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 124], 17.524}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 125], 18.6455}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 126], 17.2092}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 127], 16.6559}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 128], 15.6943}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 129], 15.5089}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 130], 15.9906}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 131], 16.9146}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 132], 16.7788}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 133], 12.9478}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 134], 15.4841}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 135], 17.6564}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 136], 18.0711}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 137], 15.5095}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 138], 18.0471}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 139], 13.7305}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 140], 10.6275}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 141], 14.9456}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 142], 11.4138}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 143], 13.6084}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 144], 11.8229}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 145], 12.3911}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 146], 16.2882}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 147], 17.2353}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 148], 15.7728}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 149], 16.2663}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 150], 16.2111}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 151], 16.1582}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 152], 15.6414}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 153], 13.4113}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 154], 11.5462}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 155], 18.5384}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 156], 14.0856}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 157], 16.8128}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 158], 16.235}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 159], 14.4089}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 160], 17.0985}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 161], 11.0126}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 162], 18.245}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 163], 15.9193}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 164], 18.3585}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 165], 12.5729}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 166], 10.3671}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 167], 15.5032}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 168], 16.3689}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 169], 16.1443}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 170], 19.2051}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 171], 18.6712}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 172], 17.202}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 173], 16.7456}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 174], 12.1343}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 175], 13.9605}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 176], 14.1348}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 177], 13.045}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 178], 14.6424}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 179], 10.0674}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 180], 12.7428}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 181], 13.879}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 182], 11.2693}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 183], 14.4304}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 184], 12.4499}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 185], 13.8722}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 186], 13.6435}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 187], 14.945}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 188], 10.6589}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 189], 17.3742}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 190], 12.2349}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 191], 12.3995}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 192], 13.2008}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 193], 13.3532}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 194], 13.7968}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 195], 9.31337}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 196], 17.2855}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 197], 17.4106}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 198], 15.066}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 199], 13.9644}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 200], 13.7591}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 201], 12.6076}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 202], 14.8711}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 203], 10.2613}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 204], 13.608}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 205], 12.8798}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 206], 8.62876}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 207], 12.7356}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 208], 13.9792}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 209], 17.3023}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 210], 11.5224}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 211], 10.8805}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 212], 17.7092}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 213], 17.5099}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 214], 11.7947}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 215], 16.7322}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 216], 17.2795}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 217], 17.2462}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 218], 16.744}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 219], 13.4578}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 220], 12.6215}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 221], 12.2428}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 222], 13.8903}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 223], 12.6981}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 224], 13.0759}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 225], 9.36224}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 226], 11.5144}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 227], 17.3495}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 228], 16.809}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 229], 11.4893}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 230], 9.27442}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 231], 14.7354}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 232], 16.4523}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 233], 18.7296}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 234], 7.44001}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 235], 11.8445}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 236], 13.7187}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 237], 13.6547}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 238], 10.8467}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 239], 19.5737}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 240], 10.6981}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 241], 13.7014}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 242], 9.03328}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 243], 11.4767}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 244], 17.3477}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 245], 12.4731}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 246], 8.50058}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 247], 3.55382}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 248], 17.7145}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 249], 15.797}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 250], 13.803}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 251], 16.9235}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 252], 16.8559}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 253], 16.9235}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 254], 16.8559}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 255], 17.3074}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 256], 16.7429}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 257], 13.7301}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 258], 11.9877}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 259], 12.5201}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 260], 11.8189}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 261], 15.9423}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 262], 14.8139}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 263], 13.7204}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 264], 16.2353}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 265], 14.8555}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 266], 20.2286}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 267], 19.5158}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 268], 17.3382}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 269], 18.0173}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 270], 17.0324}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 271], 18.789}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 272], 17.7393}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 273], 18.4008}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 274], 18.6505}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 275], 16.9486}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 276], 18.3556}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 277], 16.9207}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 278], 17.2112}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 279], 14.416}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 280], 15.311}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 281], 18.3111}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 282], 16.6494}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 283], 17.6295}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 284], 19.2643}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 285], 18.3328}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 286], 17.8936}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 287], 19.3323}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 288], 20.2067}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 289], 17.5515}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 290], 17.3442}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 291], 14.5799}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 292], 16.2255}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 293], 13.4596}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 294], 16.0735}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 295], 15.5092}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 296], 15.7452}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 297], 18.8513}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 298], 16.2798}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 299], 14.3418}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 300], 17.9979}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 301], 19.8329}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 302], 18.3943}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 303], 17.779}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 304], 16.2483}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 305], 17.2512}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 306], 13.5238}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 307], 11.9838}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 308], 10.8655}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 309], 12.8207}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 310], 10.1293}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 311], 11.8941}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 312], 16.0409}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 313], 13.3553}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 314], 18.9578}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 315], 18.2725}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 316], 15.8582}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 317], 16.0606}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 318], 17.2773}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 319], 16.2332}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 320], 15.7364}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 321], 16.2583}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 322], 17.6972}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 323], 13.4473}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 324], 15.0339}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 325], 14.4126}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 326], 18.6893}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 327], 19.2356}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 328], 17.6919}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 329], 17.4305}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 330], 14.4187}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 331], 16.0068}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 332], 19.712}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 333], 10.2751}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 334], 8.78087}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 335], 11.7338}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 336], 9.998}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 337], 12.7191}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 338], 11.542}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 339], 10.1171}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 340], 12.9962}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 341], 10.4619}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 342], 5.83875}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 343], 5.89363}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 344], 16.4336}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 345], 14.216}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 346], 14.6898}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 347], 15.4927}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 348], 17.56}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 349], 17.9314}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 350], 19.3243}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 351], 18.5253}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 352], 17.1582}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 353], 16.151}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 354], 15.1817}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 355], 8.42324}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 356], 12.315}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 357], 13.05}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 358], 6.1028}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 359], 9.67188}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 360], 9.76849}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 361], 12.22}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 362], 8.76519}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 363], 6.29702}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 364], 5.14021}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 365], 9.83268}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 366], 12.7681}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, Alternating, 367], NotHyperbolic}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 1], 9.70048}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 2], 12.5932}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 3], 11.5634}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 4], 12.5531}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 5], 14.1156}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 6], 11.407}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 7], 13.8902}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 8], 13.098}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 9], 10.3175}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 10], 13.5825}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 11], 13.0518}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 12], 8.07031}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 13], 6.56631}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 14], 10.8397}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 15], 9.94805}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 16], 10.7764}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 17], 11.3588}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 18], 10.1473}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 19], 4.76989}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 20], 9.41057}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 21], 12.468}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 22], 13.189}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 23], 10.8083}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 24], 9.90549}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 25], 12.183}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 26], 11.7289}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 27], 9.33368}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 28], 8.06165}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 29], 11.7974}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 30], 9.73657}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 31], 10.5314}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 32], 13.939}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 33], 12.6362}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 34], 11.2191}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 35], 15.7945}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 36], 14.4828}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 37], 9.96525}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 38], 4.1249}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 39], 12.7511}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 40], 15.4047}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 41], 13.7623}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 42], 11.2191}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 43], 15.7945}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 44], 14.4828}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 45], 12.7511}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 46], 15.4047}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 47], 13.7623}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 48], 9.99604}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 49], 6.90911}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 50], 10.2068}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 51], 9.50422}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 52], 12.5877}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 53], 10.3948}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 54], 11.4401}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 55], 12.8462}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 56], 10.3372}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 57], 5.86054}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 58], 9.97833}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 59], 11.895}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 60], 9.48716}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 61], 8.27514}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 62], 9.61446}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 63], 9.89996}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 64], 7.23965}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 65], 11.4167}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 66], 14.4341}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 67], 10.6503}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 68], 13.3364}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 69], 11.956}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 70], 6.72199}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 71], 13.5931}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 72], 14.6934}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 73], 10.4045}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 74], 10.4045}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 75], 13.5931}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 76], 12.3125}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 77], 11.9604}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 78], 12.3125}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 79], 6.75197}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 80], 10.8343}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 81], 10.956}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 82], 8.68999}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 83], 12.0122}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 84], 11.4316}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 85], 11.7267}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 86], 11.7195}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 87], 12.3434}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 88], 7.44484}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 89], 12.7808}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 90], 11.0274}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 91], 9.90352}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 92], 8.77077}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 93], 12.5839}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 94], 14.0065}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 95], 11.1971}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 96], 9.047}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 97], 10.183}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 98], 13.759}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 99], 11.6344}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 100], 11.5736}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 101], 11.167}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 102], 7.24432}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 103], 13.4162}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 104], 7.34942}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 105], 13.6421}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 106], 9.99629}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 107], 9.27292}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 108], 14.6102}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 109], 13.0869}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 110], 12.5494}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 111], 8.61249}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 112], 13.3686}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 113], 11.0164}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 114], 12.8914}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 115], 14.7634}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 116], 7.75445}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 117], 11.3952}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 118], 8.88256}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 119], 14.3682}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 120], 12.7751}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 121], 12.2709}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 122], 9.7305}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 123], 13.524}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 124], 13.6991}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 125], 14.0835}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 126], 10.7639}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 127], 13.129}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 128], 12.2619}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 129], 11.7204}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 130], 13.3479}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 131], 14.3723}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 132], 10.2668}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 133], 10.992}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 134], 13.0489}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 135], 8.03988}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 136], 13.7948}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 137], 12.3641}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 138], 7.77671}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 139], 5.56972}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 140], 11.4116}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 141], 7.80349}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 142], 11.1808}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 143], 9.31377}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 144], 13.8021}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 145], 9.01207}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 146], 14.497}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 147], 12.6517}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 148], 15.4617}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 149], 11.1363}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 150], 14.7873}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 151], 12.4339}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 152], 12.4339}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 153], 13.0745}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 154], 15.309}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 155], 12.3848}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 156], 15.3972}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 157], 14.7471}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 158], 12.7254}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 159], 15.181}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 160], 14.3018}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 161], 13.7276}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 162], 13.1069}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 163], 16.1487}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 164], 13.1502}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 165], 15.8169}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 166], 14.1954}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 167], 14.2087}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 168], 15.0132}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 169], 10.8173}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 170], 13.6098}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 171], 13.6066}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 172], 13.3915}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 173], 13.5804}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 174], 16.7284}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 175], 13.9821}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 176], 14.5345}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 177], 16.0917}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 178], 16.9983}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 179], 14.7989}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 180], 12.6965}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 181], 11.345}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 182], 16.3897}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 183], 11.4109}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 184], 16.384}, {(HyperbolicVolume[#1] = #2; ) & , Knot[11, NonAlternating, 185], 17.1}}
EndPackage[]