BeginPackage["KnotTheory`HyperbolicVolumes4Knots`",{"KnotTheory`"}]
Message[KnotTheory::loading, "HyperbolicVolumes4Knots`"]
#[[1]][#[[2]],#[[3]]]&/@{{(HyperbolicVolume[#1] = #2; ) & , Knot[10, 1], 3.5262}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 2], 5.11484}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 3], 5.7321}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 4], 5.81713}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 5], 7.37394}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 6], 8.39094}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 7], 9.11591}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 8], 6.08323}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 9], 8.2941}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 10], 9.18057}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 11], 9.37044}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 12], 9.8175}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 13], 10.5785}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 14], 10.9377}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 15], 8.97345}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 16], 9.54664}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 17], 8.53676}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 18], 10.6398}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 19], 9.84477}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 20], 8.31738}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 21], 9.67514}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 22], 9.98187}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 23], 11.3932}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 24], 10.9775}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 25], 11.8758}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 26], 11.352}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 27], 12.3841}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 28], 10.2647}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 29], 11.6029}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 30], 11.8288}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 31], 11.0443}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 32], 12.0909}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 33], 11.5357}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 34], 8.42227}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 35], 10.3945}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 36], 10.4762}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 37], 10.9658}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 38], 11.3493}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 39], 11.5895}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 40], 12.8887}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 41], 12.3766}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 42], 13.2398}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 43], 12.6026}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 44], 12.969}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 45], 13.7161}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 46], 7.717}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 47], 9.38519}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 48], 10.3789}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 49], 11.4532}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 50], 11.1989}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 51], 12.6314}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 52], 11.5375}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 53], 12.8868}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 54], 10.5913}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 55], 12.1855}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 56], 12.3988}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 57], 13.5886}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 58], 12.7213}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 59], 13.3899}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 60], 13.98}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 61], 8.45858}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 62], 10.1415}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 63], 11.5117}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 64], 10.8681}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 65], 12.0765}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 66], 13.0293}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 67], 12.4216}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 68], 11.637}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 69], 14.1265}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 70], 12.5109}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 71], 13.3852}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 72], 12.9296}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 73], 13.7069}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 74], 12.006}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 75], 13.4307}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 76], 11.5129}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 77], 12.0747}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 78], 12.5021}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 79], 12.5403}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 80], 13.394}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 81], 14.4927}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 82], 12.4315}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 83], 14.2581}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 84], 14.7099}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 85], 11.7978}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 86], 14.3413}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 87], 14.2736}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 88], 15.6466}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 89], 15.5661}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 90], 13.8661}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 91], 13.487}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 92], 14.8554}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 93], 13.0165}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 94], 13.3116}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 95], 15.0479}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 96], 15.1779}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 97], 14.8527}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 98], 14.4129}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 99], 14.3343}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 100], 12.8109}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 101], 14.6875}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 102], 13.7273}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 103], 13.8748}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 104], 14.1071}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 105], 15.1817}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 106], 13.933}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 107], 15.3529}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 108], 12.9046}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 109], 14.9002}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 110], 14.7775}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 111], 14.265}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 112], 14.7559}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 113], 16.4735}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 114], 15.3049}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 115], 16.638}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 116], 15.4239}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 117], 16.1254}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 118], 15.5452}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 119], 15.9387}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 120], 16.2714}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 121], 16.9749}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 122], 16.4108}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 123], 17.0857}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 124], NotHyperbolic}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 125], 4.61196}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 126], 6.90426}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 127], 8.89682}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 128], 5.86054}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 129], 8.90152}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 130], 6.7782}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 131], 9.46502}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 132], 4.05686}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 133], 7.7983}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 134], 8.39292}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 135], 10.6872}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 136], 7.74627}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 137], 9.25056}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 138], 10.4672}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 139], 4.85117}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 140], 5.21257}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 141], 7.93647}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 142], 6.77082}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 143], 9.0709}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 144], 10.7966}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 145], 5.0449}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 146], 10.561}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 147], 9.41759}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 148], 10.2602}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 149], 11.4427}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 150], 10.0814}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 151], 11.843}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 152], 8.53607}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 153], 7.37434}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 154], 9.24989}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 155], 9.25054}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 156], 11.1634}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 157], 12.6653}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 158], 12.2712}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 159], 11.7406}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 160], 9.20392}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 161], 5.63877}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 162], 10.6934}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 163], 13.29}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 164], 12.5067}, {(HyperbolicVolume[#1] = #2; ) & , Knot[10, 165], 11.6031}}
EndPackage[]