This is the list of MLq(K)=3,
with the first rig Alexander quandle that gives the value 3.
None means there is no such Alexander quandles.


Knot[ 19] =   8_5: None 
Knot[ 24] =  8_10: None 
Knot[ 29] =  8_15: None 
Knot[ 32] =  8_18: Q[  1] = C[ 3, 1] 
Knot[ 33] =  8_19: None 
Knot[ 34] =  8_20: None 
Knot[ 35] =  8_21: None 
Knot[ 51] =  9_16: None 
Knot[ 57] =  9_22: None 
Knot[ 59] =  9_24: None 
Knot[ 60] =  9_25: None 
Knot[ 63] =  9_28: None 
Knot[ 64] =  9_29: None 
Knot[ 65] =  9_30: None 
Knot[ 69] =  9_34: None 
Knot[ 70] =  9_35: Q[  1] = C[ 3, 1] 
Knot[ 71] =  9_36: None 
Knot[ 72] =  9_37: Q[  1] = C[ 3, 1] 
Knot[ 73] =  9_38: None 
Knot[ 74] =  9_39: None 
Knot[ 75] =  9_40: Q[  2] = C[ 4, 1] 
Knot[ 76] =  9_41: Q[  8] = C[ 7, 1] 
Knot[ 77] =  9_42: None 
Knot[ 78] =  9_43: None 
Knot[ 79] =  9_44: None 
Knot[ 80] =  9_45: None 
Knot[ 81] =  9_46: Q[  1] = C[ 3, 1] 
Knot[ 82] =  9_47: Q[  1] = C[ 3, 1] 
Knot[ 83] =  9_48: Q[  1] = C[ 3, 1] 
Knot[ 84] =  9_49: Q[  3] = C[ 5, 1] 
Knot[142] = 10_58: None 
Knot[143] = 10_59: None 
Knot[144] = 10_60: None 
Knot[145] = 10_61: Q[  2] = C[ 4, 1] 
Knot[146] = 10_62: None 
Knot[147] = 10_63: Q[  2] = C[ 4, 1] 
Knot[148] = 10_64: None 
Knot[149] = 10_65: Q[  2] = C[ 4, 1] 
Knot[150] = 10_66: None 
Knot[151] = 10_67: None 
Knot[152] = 10_68: None 
Knot[153] = 10_69: None 
Knot[154] = 10_70: None 
Knot[155] = 10_71: None 
Knot[156] = 10_72: None 
Knot[157] = 10_73: None 
Knot[158] = 10_74: Q[  1] = C[ 3, 1] 
Knot[159] = 10_75: Q[  1] = C[ 3, 1] 
Knot[160] = 10_76: None 
Knot[161] = 10_77: None 
Knot[162] = 10_78: None 
Knot[163] = 10_79: None 
Knot[166] = 10_82: None 
Knot[168] = 10_84: None 
Knot[169] = 10_85: None 
Knot[171] = 10_87: None 
Knot[172] = 10_88: None 
Knot[180] = 10_96: None 
Knot[181] = 10_97: None 
Knot[182] = 10_98: Q[  1] = C[ 3, 1] 
Knot[183] = 10_99: Q[  1] = C[ 3, 1] 
Knot[184] = 10_100: None 
Knot[187] = 10_103: Q[  3] = C[ 5, 1] 
Knot[192] = 10_108: None 
Knot[193] = 10_109: None 
Knot[196] = 10_112: None 
Knot[197] = 10_113: None 
Knot[198] = 10_114: None 
Knot[199] = 10_115: Q[  2] = C[ 4, 1] 
Knot[204] = 10_120: None 
Knot[206] = 10_122: Q[ 18] = C[ 9, 3] 
Knot[207] = 10_123: Q[ 22] = C[ 9, 7] 
Knot[220] = 10_136: None 
Knot[221] = 10_137: None 
Knot[222] = 10_138: None 
Knot[223] = 10_139: None 
Knot[224] = 10_140: Q[  2] = C[ 4, 1] 
Knot[225] = 10_141: None 
Knot[226] = 10_142: Q[  2] = C[ 4, 1] 
Knot[227] = 10_143: None 
Knot[228] = 10_144: Q[  2] = C[ 4, 1] 
Knot[229] = 10_145: None 
Knot[230] = 10_146: None 
Knot[231] = 10_147: None 
Knot[236] = 10_152: None 
Knot[237] = 10_153: None 
Knot[238] = 10_154: None 
Knot[239] = 10_155: Q[  3] = C[ 5, 1] 
Knot[241] = 10_157: Q[  8] = C[ 7, 1] 
Knot[244] = 10_160: None 
Knot[247] = 10_163: Q[  2] = C[ 4, 1] 
Knot[248] = 10_164: None 
Knot[249] = 10_165: None 
Knot[252] = 11a_3: None 
Knot[254] = 11a_5: None 
Knot[255] = 11a_6: None 
Knot[256] = 11a_7: None 
Knot[258] = 11a_9: None 
Knot[260] = 11a_11: None 
Knot[261] = 11a_12: None 
Knot[265] = 11a_16: None 
Knot[266] = 11a_17: None 
Knot[270] = 11a_21: None 
Knot[276] = 11a_27: None 
Knot[278] = 11a_29: None 
Knot[286] = 11a_37: None 
Knot[287] = 11a_38: None 
Knot[291] = 11a_42: None 
Knot[294] = 11a_45: None 
Knot[295] = 11a_46: None 
Knot[298] = 11a_49: None 
Knot[300] = 11a_51: None 
Knot[301] = 11a_52: None 
Knot[302] = 11a_53: None 
Knot[307] = 11a_58: None 
Knot[309] = 11a_60: None 
Knot[311] = 11a_62: None 
Knot[313] = 11a_64: None 
Knot[316] = 11a_67: None 
Knot[317] = 11a_68: None 
Knot[320] = 11a_71: None 
Knot[321] = 11a_72: None 
Knot[322] = 11a_73: None 
Knot[327] = 11a_78: None 
Knot[329] = 11a_80: None 
Knot[330] = 11a_81: None 
Knot[335] = 11a_86: None 
Knot[336] = 11a_87: Q[  2] = C[ 4, 1] 
Knot[337] = 11a_88: None 
Knot[346] = 11a_97: Q[  2] = C[ 4, 1] 
Knot[349] = 11a_100: None 
Knot[351] = 11a_102: None 
Knot[352] = 11a_103: None 
Knot[353] = 11a_104: None 
Knot[354] = 11a_105: None 
Knot[355] = 11a_106: None 
Knot[356] = 11a_107: Q[  2] = C[ 4, 1] 
Knot[357] = 11a_108: None 
Knot[358] = 11a_109: None 
Knot[367] = 11a_118: None 
Knot[372] = 11a_123: Q[  1] = C[ 3, 1] 
Knot[373] = 11a_124: None 
Knot[375] = 11a_126: None 
Knot[377] = 11a_128: None 
Knot[379] = 11a_130: None 
Knot[381] = 11a_132: Q[  2] = C[ 4, 1] 
Knot[382] = 11a_133: Q[  2] = C[ 4, 1] 
Knot[383] = 11a_134: None 
Knot[384] = 11a_135: Q[  1] = C[ 3, 1] 
Knot[386] = 11a_137: None 
Knot[388] = 11a_139: None 
Knot[390] = 11a_141: None 
Knot[391] = 11a_142: None 
Knot[392] = 11a_143: Q[  2] = C[ 4, 1] 
Knot[401] = 11a_152: None 
Knot[404] = 11a_155: Q[  1] = C[ 3, 1] 
Knot[406] = 11a_157: Q[  2] = C[ 4, 1] 
Knot[409] = 11a_160: None 
Knot[410] = 11a_161: None 
Knot[412] = 11a_163: None 
Knot[414] = 11a_165: Q[  2] = C[ 4, 1] 
Knot[416] = 11a_167: None 
Knot[419] = 11a_170: None 
Knot[420] = 11a_171: None 
Knot[422] = 11a_173: Q[  1] = C[ 3, 1] 
Knot[430] = 11a_181: Q[  1] = C[ 3, 1] 
Knot[436] = 11a_187: None 
Knot[443] = 11a_194: None 
Knot[445] = 11a_196: Q[  8] = C[ 7, 1] 
Knot[447] = 11a_198: None 
Knot[448] = 11a_199: None 
Knot[449] = 11a_200: None 
Knot[450] = 11a_201: None 
Knot[451] = 11a_202: None 
Knot[458] = 11a_209: None 
Knot[461] = 11a_212: None 
Knot[463] = 11a_214: None 
Knot[468] = 11a_219: None 
Knot[472] = 11a_223: None 
Knot[481] = 11a_232: None 
Knot[486] = 11a_237: None 
Knot[488] = 11a_239: Q[ 18] = C[ 9, 3] 
Knot[493] = 11a_244: None 
Knot[494] = 11a_245: None 
Knot[497] = 11a_248: None 
Knot[498] = 11a_249: Q[  1] = C[ 3, 1] 
Knot[507] = 11a_258: None 
Knot[509] = 11a_260: None 
Knot[510] = 11a_261: None 
Knot[513] = 11a_264: None 
Knot[515] = 11a_266: None 
Knot[518] = 11a_269: None 
Knot[520] = 11a_271: None 
Knot[522] = 11a_273: None 
Knot[523] = 11a_274: None 
Knot[526] = 11a_277: Q[  1] = C[ 3, 1] 
Knot[527] = 11a_278: None 
Knot[529] = 11a_280: None 
Knot[530] = 11a_281: None 
Knot[531] = 11a_282: None 
Knot[532] = 11a_283: None 
Knot[537] = 11a_288: None 
Knot[539] = 11a_290: None 
Knot[540] = 11a_291: Q[  1] = C[ 3, 1] 
Knot[542] = 11a_293: Q[  1] = C[ 3, 1] 
Knot[546] = 11a_297: Q[  2] = C[ 4, 1] 
Knot[548] = 11a_299: None 
Knot[552] = 11a_303: None 
Knot[553] = 11a_304: None 
Knot[554] = 11a_305: None 
Knot[563] = 11a_314: Q[  1] = C[ 3, 1] 
Knot[566] = 11a_317: Q[  3] = C[ 5, 1] 
Knot[570] = 11a_321: Q[ 25] = C[11, 1] 
Knot[571] = 11a_322: Q[  2] = C[ 4, 1] 
Knot[573] = 11a_324: None 
Knot[576] = 11a_327: None 
Knot[578] = 11a_329: Q[  2] = C[ 4, 1] 
Knot[581] = 11a_332: Q[  1] = C[ 3, 1] 
Knot[587] = 11a_338: None 
Knot[589] = 11a_340: Q[  2] = C[ 4, 1] 
Knot[595] = 11a_346: None 
Knot[596] = 11a_347: Q[  2] = C[ 4, 1] 
Knot[597] = 11a_348: None 
Knot[598] = 11a_349: None 
Knot[599] = 11a_350: None 
Knot[600] = 11a_351: None 
Knot[601] = 11a_352: Q[  1] = C[ 3, 1] 
Knot[602] = 11a_353: None 
Knot[603] = 11a_354: Q[  2] = C[ 4, 1] 
Knot[610] = 11a_361: None 
Knot[611] = 11a_362: None 
Knot[615] = 11a_366: Q[  1] = C[ 3, 1] 
Knot[625] = 11n_9: None 
Knot[626] = 11n_10: None 
Knot[627] = 11n_11: None 
Knot[629] = 11n_13: None 
Knot[630] = 11n_14: None 
Knot[631] = 11n_15: None 
Knot[635] = 11n_19: None 
Knot[644] = 11n_28: None 
Knot[645] = 11n_29: None 
Knot[646] = 11n_30: None 
Knot[647] = 11n_31: None 
Knot[648] = 11n_32: None 
Knot[649] = 11n_33: None 
Knot[653] = 11n_37: None 
Knot[654] = 11n_38: None 
Knot[664] = 11n_48: None 
Knot[665] = 11n_49: Q[  2] = C[ 4, 1] 
Knot[666] = 11n_50: None 
Knot[678] = 11n_62: None 
Knot[679] = 11n_63: None 
Knot[680] = 11n_64: None 
Knot[681] = 11n_65: None 
Knot[682] = 11n_66: None 
Knot[683] = 11n_67: None 
Knot[695] = 11n_79: None 
Knot[696] = 11n_80: None 
Knot[698] = 11n_82: None 
Knot[699] = 11n_83: Q[  2] = C[ 4, 1] 
Knot[700] = 11n_84: None 
Knot[701] = 11n_85: None 
Knot[703] = 11n_87: None 
Knot[704] = 11n_88: None 
Knot[705] = 11n_89: None 
Knot[706] = 11n_90: Q[  2] = C[ 4, 1] 
Knot[707] = 11n_91: Q[  2] = C[ 4, 1] 
Knot[708] = 11n_92: None 
Knot[710] = 11n_94: None 
Knot[711] = 11n_95: None 
Knot[712] = 11n_96: None 
Knot[713] = 11n_97: None 
Knot[714] = 11n_98: None 
Knot[715] = 11n_99: None 
Knot[716] = 11n_100: None 
Knot[717] = 11n_101: None 
Knot[718] = 11n_102: None 
Knot[719] = 11n_103: None 
Knot[720] = 11n_104: None 
Knot[721] = 11n_105: None 
Knot[722] = 11n_106: None 
Knot[723] = 11n_107: None 
Knot[732] = 11n_116: None 
Knot[734] = 11n_118: None 
Knot[735] = 11n_119: None 
Knot[737] = 11n_121: None 
Knot[738] = 11n_122: None 
Knot[739] = 11n_123: None 
Knot[742] = 11n_126: Q[  1] = C[ 3, 1] 
Knot[744] = 11n_128: None 
Knot[746] = 11n_130: None 
Knot[749] = 11n_133: Q[  3] = C[ 5, 1] 
Knot[750] = 11n_134: None 
Knot[752] = 11n_136: None 
Knot[753] = 11n_137: None 
Knot[754] = 11n_138: None 
Knot[755] = 11n_139: None 
Knot[756] = 11n_140: None 
Knot[757] = 11n_141: None 
Knot[758] = 11n_142: None 
Knot[759] = 11n_143: None 
Knot[761] = 11n_145: None 
Knot[762] = 11n_146: None 
Knot[764] = 11n_148: Q[  3] = C[ 5, 1] 
Knot[765] = 11n_149: None 
Knot[766] = 11n_150: None 
Knot[769] = 11n_153: None 
Knot[771] = 11n_155: None 
Knot[772] = 11n_156: None 
Knot[773] = 11n_157: Q[ 18] = C[ 9, 3] 
Knot[774] = 11n_158: None 
Knot[777] = 11n_161: None 
Knot[778] = 11n_162: Q[  2] = C[ 4, 1] 
Knot[780] = 11n_164: Q[  1] = C[ 3, 1] 
Knot[781] = 11n_165: Q[  2] = C[ 4, 1] 
Knot[783] = 11n_167: Q[  1] = C[ 3, 1] 
Knot[784] = 11n_168: None 
Knot[785] = 11n_169: None 
Knot[786] = 11n_170: None 
Knot[789] = 11n_173: None 
Knot[790] = 11n_174: None 
Knot[791] = 11n_175: Q[  2] = C[ 4, 1] 
Knot[792] = 11n_176: None 
Knot[794] = 11n_178: None 
Knot[795] = 11n_179: None 
Knot[797] = 11n_181: None 
Knot[798] = 11n_182: None 
Knot[799] = 11n_183: Q[  2] = C[ 4, 1] 
Knot[800] = 11n_184: None 
Knot[801] = 11n_185: Q[ 18] = C[ 9, 3] 
Knot[802] = 12a_0001: None 
Knot[803] = 12a_0002: None 
Knot[805] = 12a_0004: None 
Knot[808] = 12a_0007: None 
Knot[811] = 12a_0010: None 
Knot[812] = 12a_0011: None 
Knot[815] = 12a_0014: None 
Knot[824] = 12a_0023: None 
Knot[826] = 12a_0025: None 
Knot[827] = 12a_0026: None 
Knot[829] = 12a_0028: None 
Knot[833] = 12a_0032: None 
Knot[835] = 12a_0034: None 
Knot[838] = 12a_0037: None 
Knot[843] = 12a_0042: None 
Knot[847] = 12a_0046: None 
Knot[849] = 12a_0048: None 
Knot[851] = 12a_0050: None 
Knot[852] = 12a_0051: None 
Knot[854] = 12a_0053: None 
Knot[857] = 12a_0056: None 
Knot[858] = 12a_0057: None 
Knot[861] = 12a_0060: None 
Knot[863] = 12a_0062: None 
Knot[868] = 12a_0067: None 
Knot[869] = 12a_0068: None 
Knot[876] = 12a_0075: None 
Knot[878] = 12a_0077: None 
Knot[880] = 12a_0079: None 
Knot[882] = 12a_0081: None 
Knot[886] = 12a_0085: None 
Knot[887] = 12a_0086: None 
Knot[889] = 12a_0088: None 
Knot[890] = 12a_0089: None 
Knot[893] = 12a_0092: None 
Knot[894] = 12a_0093: None 
Knot[895] = 12a_0094: None 
Knot[896] = 12a_0095: None 
Knot[897] = 12a_0096: None 
Knot[898] = 12a_0097: None 
Knot[901] = 12a_0100: Q[  3] = C[ 5, 1] 
Knot[904] = 12a_0103: None 
Knot[910] = 12a_0109: None 
Knot[919] = 12a_0118: None 
Knot[922] = 12a_0121: None 
Knot[926] = 12a_0125: None 
Knot[928] = 12a_0127: None 
Knot[930] = 12a_0129: None 
Knot[936] = 12a_0135: None 
Knot[937] = 12a_0136: None 
Knot[938] = 12a_0137: None 
Knot[939] = 12a_0138: None 
Knot[940] = 12a_0139: None 
Knot[945] = 12a_0144: None 
Knot[948] = 12a_0147: None 
Knot[951] = 12a_0150: None 
Knot[952] = 12a_0151: None 
Knot[953] = 12a_0152: None 
Knot[954] = 12a_0153: None 
Knot[956] = 12a_0155: None 
Knot[957] = 12a_0156: None 
Knot[964] = 12a_0163: None 
Knot[966] = 12a_0165: None 
Knot[969] = 12a_0168: None 
Knot[978] = 12a_0177: Q[  1] = C[ 3, 1] 
Knot[980] = 12a_0179: None 
Knot[982] = 12a_0181: None 
Knot[990] = 12a_0189: None 
Knot[991] = 12a_0190: None 
Knot[992] = 12a_0191: None 
Knot[994] = 12a_0193: None 
Knot[997] = 12a_0196: None 
Knot[1001] = 12a_0200: None 
Knot[1003] = 12a_0202: None 
Knot[1004] = 12a_0203: None 
Knot[1008] = 12a_0207: None 
Knot[1009] = 12a_0208: None 
Knot[1010] = 12a_0209: None 
Knot[1011] = 12a_0210: None 
Knot[1013] = 12a_0212: None 
Knot[1014] = 12a_0213: None 
Knot[1015] = 12a_0214: None 
Knot[1016] = 12a_0215: Q[ 18] = C[ 9, 3] 
Knot[1017] = 12a_0216: Q[ 18] = C[ 9, 3] 
Knot[1018] = 12a_0217: None 
Knot[1019] = 12a_0218: Q[  2] = C[ 4, 1] 
Knot[1020] = 12a_0219: None 
Knot[1021] = 12a_0220: None 
Knot[1024] = 12a_0223: None 
Knot[1025] = 12a_0224: None 
Knot[1026] = 12a_0225: None 
Knot[1028] = 12a_0227: None 
Knot[1032] = 12a_0231: None 
Knot[1033] = 12a_0232: None 
Knot[1034] = 12a_0233: None 
Knot[1045] = 12a_0244: Q[  1] = C[ 3, 1] 
Knot[1046] = 12a_0245: Q[  1] = C[ 3, 1] 
Knot[1047] = 12a_0246: None 
Knot[1049] = 12a_0248: Q[  2] = C[ 4, 1] 
Knot[1050] = 12a_0249: Q[  2] = C[ 4, 1] 
Knot[1051] = 12a_0250: None 
Knot[1053] = 12a_0252: None 
Knot[1054] = 12a_0253: Q[  2] = C[ 4, 1] 
Knot[1061] = 12a_0260: None 
Knot[1064] = 12a_0263: None 
Knot[1065] = 12a_0264: None 
Knot[1066] = 12a_0265: Q[  1] = C[ 3, 1] 
Knot[1067] = 12a_0266: None 
Knot[1068] = 12a_0267: None 
Knot[1069] = 12a_0268: None 
Knot[1070] = 12a_0269: None 
Knot[1071] = 12a_0270: Q[  1] = C[ 3, 1] 
Knot[1072] = 12a_0271: None 
Knot[1075] = 12a_0274: None 
Knot[1076] = 12a_0275: None 
Knot[1077] = 12a_0276: None 
Knot[1078] = 12a_0277: None 
Knot[1079] = 12a_0278: None 
Knot[1080] = 12a_0279: Q[  2] = C[ 4, 1] 
Knot[1081] = 12a_0280: None 
Knot[1082] = 12a_0281: None 
Knot[1083] = 12a_0282: None 
Knot[1084] = 12a_0283: None 
Knot[1088] = 12a_0287: None 
Knot[1089] = 12a_0288: None 
Knot[1091] = 12a_0290: None 
Knot[1092] = 12a_0291: Q[  2] = C[ 4, 1] 
Knot[1096] = 12a_0295: Q[  1] = C[ 3, 1] 
Knot[1097] = 12a_0296: None 
Knot[1098] = 12a_0297: Q[  1] = C[ 3, 1] 
Knot[1099] = 12a_0298: Q[  1] = C[ 3, 1] 
Knot[1109] = 12a_0308: None 
Knot[1110] = 12a_0309: None 
Knot[1112] = 12a_0311: Q[  1] = C[ 3, 1] 
Knot[1113] = 12a_0312: Q[  2] = C[ 4, 1] 
Knot[1114] = 12a_0313: None 
Knot[1118] = 12a_0317: None 
Knot[1122] = 12a_0321: None 
Knot[1123] = 12a_0322: None 
Knot[1126] = 12a_0325: None 
Knot[1128] = 12a_0327: Q[  3] = C[ 5, 1] 
Knot[1130] = 12a_0329: None 
Knot[1132] = 12a_0331: None 
Knot[1133] = 12a_0332: Q[  1] = C[ 3, 1] 
Knot[1135] = 12a_0334: None 
Knot[1136] = 12a_0335: None 
Knot[1137] = 12a_0336: None 
Knot[1140] = 12a_0339: None 
Knot[1145] = 12a_0344: None 
Knot[1146] = 12a_0345: None 
Knot[1147] = 12a_0346: None 
Knot[1148] = 12a_0347: Q[  2] = C[ 4, 1] 
Knot[1149] = 12a_0348: Q[  2] = C[ 4, 1] 
Knot[1151] = 12a_0350: None 
Knot[1152] = 12a_0351: None 
Knot[1154] = 12a_0353: None 
Knot[1157] = 12a_0356: None 
Knot[1158] = 12a_0357: None 
Knot[1159] = 12a_0358: None 
Knot[1160] = 12a_0359: None 
Knot[1161] = 12a_0360: None 
Knot[1163] = 12a_0362: None 
Knot[1169] = 12a_0368: None 
Knot[1171] = 12a_0370: None 
Knot[1173] = 12a_0372: None 
Knot[1174] = 12a_0373: None 
Knot[1175] = 12a_0374: None 
Knot[1176] = 12a_0375: None 
Knot[1177] = 12a_0376: Q[  2] = C[ 4, 1] 
Knot[1178] = 12a_0377: None 
Knot[1182] = 12a_0381: Q[ 18] = C[ 9, 3] 
Knot[1183] = 12a_0382: None 
Knot[1184] = 12a_0383: None 
Knot[1187] = 12a_0386: Q[  1] = C[ 3, 1] 
Knot[1190] = 12a_0389: None 
Knot[1191] = 12a_0390: None 
Knot[1192] = 12a_0391: None 
Knot[1193] = 12a_0392: None 
Knot[1194] = 12a_0393: None 
Knot[1195] = 12a_0394: None 
Knot[1197] = 12a_0396: Q[  1] = C[ 3, 1] 
Knot[1202] = 12a_0401: None 
Knot[1204] = 12a_0403: None 
Knot[1208] = 12a_0407: None 
Knot[1209] = 12a_0408: Q[ 18] = C[ 9, 3] 
Knot[1210] = 12a_0409: None 
Knot[1212] = 12a_0411: None 
Knot[1214] = 12a_0413: Q[  1] = C[ 3, 1] 
Knot[1215] = 12a_0414: None 
Knot[1216] = 12a_0415: None 
Knot[1220] = 12a_0419: None 
Knot[1227] = 12a_0426: None 
Knot[1228] = 12a_0427: Q[  1] = C[ 3, 1] 
Knot[1229] = 12a_0428: None 
Knot[1230] = 12a_0429: Q[  2] = C[ 4, 1] 
Knot[1231] = 12a_0430: None 
Knot[1233] = 12a_0432: None 
Knot[1234] = 12a_0433: Q[  1] = C[ 3, 1] 
Knot[1236] = 12a_0435: Q[  1] = C[ 3, 1] 
Knot[1240] = 12a_0439: None 
Knot[1241] = 12a_0440: None 
Knot[1242] = 12a_0441: None 
Knot[1244] = 12a_0443: None 
Knot[1245] = 12a_0444: Q[  2] = C[ 4, 1] 
Knot[1246] = 12a_0445: None 
Knot[1247] = 12a_0446: None 
Knot[1249] = 12a_0448: Q[  2] = C[ 4, 1] 
Knot[1254] = 12a_0453: None 
Knot[1259] = 12a_0458: None 
Knot[1260] = 12a_0459: None 
Knot[1264] = 12a_0463: None 
Knot[1266] = 12a_0465: Q[  2] = C[ 4, 1] 
Knot[1267] = 12a_0466: Q[  2] = C[ 4, 1] 
Knot[1271] = 12a_0470: None 
Knot[1273] = 12a_0472: None 
Knot[1274] = 12a_0473: None 
Knot[1275] = 12a_0474: None 
Knot[1276] = 12a_0475: Q[  2] = C[ 4, 1] 
Knot[1277] = 12a_0476: None 
Knot[1280] = 12a_0479: None 
Knot[1281] = 12a_0480: None 
Knot[1282] = 12a_0481: Q[  2] = C[ 4, 1] 
Knot[1284] = 12a_0483: None 
Knot[1285] = 12a_0484: None 
Knot[1286] = 12a_0485: None 
Knot[1287] = 12a_0486: None 
Knot[1292] = 12a_0491: None 
Knot[1294] = 12a_0493: Q[  1] = C[ 3, 1] 
Knot[1295] = 12a_0494: Q[  2] = C[ 4, 1] 
Knot[1296] = 12a_0495: None 
Knot[1297] = 12a_0496: None 
Knot[1304] = 12a_0503: Q[  1] = C[ 3, 1] 
Knot[1305] = 12a_0504: None 
Knot[1306] = 12a_0505: None 
Knot[1314] = 12a_0513: None 
Knot[1316] = 12a_0515: None 
Knot[1317] = 12a_0516: None 
Knot[1325] = 12a_0524: None 
Knot[1326] = 12a_0525: None 
Knot[1330] = 12a_0529: None 
Knot[1332] = 12a_0531: None 
Knot[1347] = 12a_0546: None 
Knot[1349] = 12a_0548: None 
Knot[1357] = 12a_0556: None 
Knot[1362] = 12a_0561: Q[  3] = C[ 5, 1] 
Knot[1363] = 12a_0562: None 
Knot[1364] = 12a_0563: Q[  1] = C[ 3, 1] 
Knot[1365] = 12a_0564: None 
Knot[1367] = 12a_0566: None 
Knot[1368] = 12a_0567: None 
Knot[1370] = 12a_0569: Q[  1] = C[ 3, 1] 
Knot[1371] = 12a_0570: None 
Knot[1372] = 12a_0571: None 
Knot[1373] = 12a_0572: None 
Knot[1375] = 12a_0574: Q[  1] = C[ 3, 1] 
Knot[1376] = 12a_0575: None 
Knot[1377] = 12a_0576: Q[  1] = C[ 3, 1] 
Knot[1378] = 12a_0577: None 
Knot[1379] = 12a_0578: None 
Knot[1388] = 12a_0587: None 
Knot[1389] = 12a_0588: None 
Knot[1390] = 12a_0589: None 
Knot[1392] = 12a_0591: None 
Knot[1395] = 12a_0594: Q[  1] = C[ 3, 1] 
Knot[1409] = 12a_0608: None 
Knot[1411] = 12a_0610: None 
Knot[1413] = 12a_0612: None 
Knot[1414] = 12a_0613: None 
Knot[1416] = 12a_0615: Q[  1] = C[ 3, 1] 
Knot[1420] = 12a_0619: None 
Knot[1422] = 12a_0621: None 
Knot[1424] = 12a_0623: None 
Knot[1429] = 12a_0628: None 
Knot[1430] = 12a_0629: None 
Knot[1432] = 12a_0631: None 
Knot[1434] = 12a_0633: None 
Knot[1435] = 12a_0634: Q[  1] = C[ 3, 1] 
Knot[1437] = 12a_0636: None 
Knot[1438] = 12a_0637: None 
Knot[1442] = 12a_0641: None 
Knot[1443] = 12a_0642: None 
Knot[1448] = 12a_0647: Q[  1] = C[ 3, 1] 
Knot[1449] = 12a_0648: None 
Knot[1454] = 12a_0653: None 
Knot[1455] = 12a_0654: None 
Knot[1456] = 12a_0655: None 
Knot[1462] = 12a_0661: None 
Knot[1465] = 12a_0664: Q[ 54] = C[13,11] 
Knot[1466] = 12a_0665: None 
Knot[1469] = 12a_0668: None 
Knot[1470] = 12a_0669: None 
Knot[1471] = 12a_0670: None 
Knot[1473] = 12a_0672: None 
Knot[1480] = 12a_0679: Q[  1] = C[ 3, 1] 
Knot[1484] = 12a_0683: Q[  1] = C[ 3, 1] 
Knot[1486] = 12a_0685: None 
Knot[1490] = 12a_0689: None 
Knot[1501] = 12a_0700: None 
Knot[1502] = 12a_0701: Q[  1] = C[ 3, 1] 
Knot[1503] = 12a_0702: None 
Knot[1504] = 12a_0703: Q[  2] = C[ 4, 1] 
Knot[1507] = 12a_0706: None 
Knot[1509] = 12a_0708: None 
Knot[1512] = 12a_0711: None 
Knot[1513] = 12a_0712: Q[  1] = C[ 3, 1] 
Knot[1520] = 12a_0719: None 
Knot[1526] = 12a_0725: Q[  1] = C[ 3, 1] 
Knot[1531] = 12a_0730: None 
Knot[1536] = 12a_0735: None 
Knot[1538] = 12a_0737: None 
Knot[1540] = 12a_0739: None 
Knot[1542] = 12a_0741: None 
Knot[1543] = 12a_0742: Q[  1] = C[ 3, 1] 
Knot[1553] = 12a_0752: None 
Knot[1554] = 12a_0753: None 
Knot[1568] = 12a_0767: None 
Knot[1570] = 12a_0769: Q[  1] = C[ 3, 1] 
Knot[1571] = 12a_0770: None 
Knot[1572] = 12a_0771: None 
Knot[1573] = 12a_0772: None 
Knot[1581] = 12a_0780: Q[  3] = C[ 5, 1] 
Knot[1582] = 12a_0781: None 
Knot[1586] = 12a_0785: None 
Knot[1587] = 12a_0786: None 
Knot[1588] = 12a_0787: Q[  1] = C[ 3, 1] 
Knot[1594] = 12a_0793: None 
Knot[1599] = 12a_0798: None 
Knot[1600] = 12a_0799: None 
Knot[1601] = 12a_0800: None 
Knot[1606] = 12a_0805: None 
Knot[1607] = 12a_0806: Q[  2] = C[ 4, 1] 
Knot[1608] = 12a_0807: None 
Knot[1609] = 12a_0808: Q[  2] = C[ 4, 1] 
Knot[1611] = 12a_0810: Q[  1] = C[ 3, 1] 
Knot[1612] = 12a_0811: None 
Knot[1614] = 12a_0813: None 
Knot[1615] = 12a_0814: None 
Knot[1616] = 12a_0815: None 
Knot[1617] = 12a_0816: None 
Knot[1618] = 12a_0817: None 
Knot[1620] = 12a_0819: None 
Knot[1623] = 12a_0822: None 
Knot[1624] = 12a_0823: None 
Knot[1625] = 12a_0824: None 
Knot[1627] = 12a_0826: None 
Knot[1628] = 12a_0827: None 
Knot[1629] = 12a_0828: None 
Knot[1631] = 12a_0830: None 
Knot[1632] = 12a_0831: None 
Knot[1637] = 12a_0836: None 
Knot[1640] = 12a_0839: None 
Knot[1642] = 12a_0841: None 
Knot[1643] = 12a_0842: None 
Knot[1644] = 12a_0843: None 
Knot[1646] = 12a_0845: None 
Knot[1648] = 12a_0847: None 
Knot[1653] = 12a_0852: None 
Knot[1654] = 12a_0853: None 
Knot[1656] = 12a_0855: None 
Knot[1659] = 12a_0858: None 
Knot[1660] = 12a_0859: None 
Knot[1662] = 12a_0861: None 
Knot[1663] = 12a_0862: None 
Knot[1665] = 12a_0864: None 
Knot[1669] = 12a_0868: Q[ 64] = C[16, 3] 
Knot[1674] = 12a_0873: Q[  1] = C[ 3, 1] 
Knot[1676] = 12a_0875: None 
Knot[1677] = 12a_0876: None 
Knot[1679] = 12a_0878: None 
Knot[1683] = 12a_0882: None 
Knot[1687] = 12a_0886: Q[  1] = C[ 3, 1] 
Knot[1690] = 12a_0889: None 
Knot[1691] = 12a_0890: None 
Knot[1695] = 12a_0894: None 
Knot[1696] = 12a_0895: Q[  1] = C[ 3, 1] 
Knot[1697] = 12a_0896: None 
Knot[1698] = 12a_0897: None 
Knot[1701] = 12a_0900: None 
Knot[1702] = 12a_0901: None 
Knot[1703] = 12a_0902: None 
Knot[1704] = 12a_0903: None 
Knot[1705] = 12a_0904: Q[  2] = C[ 4, 1] 
Knot[1706] = 12a_0905: Q[  1] = C[ 3, 1] 
Knot[1707] = 12a_0906: Q[  8] = C[ 7, 1] 
Knot[1708] = 12a_0907: Q[  3] = C[ 5, 1] 
Knot[1714] = 12a_0913: None 
Knot[1715] = 12a_0914: None 
Knot[1717] = 12a_0916: None 
Knot[1719] = 12a_0918: None 
Knot[1720] = 12a_0919: None 
Knot[1721] = 12a_0920: None 
Knot[1722] = 12a_0921: Q[  3] = C[ 5, 1] 
Knot[1724] = 12a_0923: None 
Knot[1725] = 12a_0924: None 
Knot[1726] = 12a_0925: None 
Knot[1728] = 12a_0927: None 
Knot[1731] = 12a_0930: None 
Knot[1732] = 12a_0931: None 
Knot[1733] = 12a_0932: None 
Knot[1737] = 12a_0936: None 
Knot[1740] = 12a_0939: None 
Knot[1741] = 12a_0940: None 
Knot[1742] = 12a_0941: Q[  2] = C[ 4, 1] 
Knot[1745] = 12a_0944: None 
Knot[1750] = 12a_0949: Q[  2] = C[ 4, 1] 
Knot[1752] = 12a_0951: None 
Knot[1753] = 12a_0952: None 
Knot[1754] = 12a_0953: None 
Knot[1760] = 12a_0959: None 
Knot[1761] = 12a_0960: Q[  2] = C[ 4, 1] 
Knot[1764] = 12a_0963: None 
Knot[1766] = 12a_0965: None 
Knot[1768] = 12a_0967: None 
Knot[1771] = 12a_0970: Q[  2] = C[ 4, 1] 
Knot[1773] = 12a_0972: None 
Knot[1774] = 12a_0973: Q[  1] = C[ 3, 1] 
Knot[1775] = 12a_0974: None 
Knot[1776] = 12a_0975: Q[  3] = C[ 5, 1] 
Knot[1777] = 12a_0976: None 
Knot[1779] = 12a_0978: None 
Knot[1780] = 12a_0979: None 
Knot[1782] = 12a_0981: None 
Knot[1783] = 12a_0982: None 
Knot[1784] = 12a_0983: None 
Knot[1786] = 12a_0985: None 
Knot[1787] = 12a_0986: None 
Knot[1788] = 12a_0987: Q[  1] = C[ 3, 1] 
Knot[1790] = 12a_0989: None 
Knot[1791] = 12a_0990: Q[  1] = C[ 3, 1] 
Knot[1796] = 12a_0995: None 
Knot[1797] = 12a_0996: None 
Knot[1800] = 12a_0999: None 
Knot[1801] = 12a_1000: None 
Knot[1802] = 12a_1001: None 
Knot[1807] = 12a_1006: None 
Knot[1813] = 12a_1012: None 
Knot[1815] = 12a_1014: None 
Knot[1817] = 12a_1016: None 
Knot[1818] = 12a_1017: None 
Knot[1819] = 12a_1018: None 
Knot[1820] = 12a_1019: Q[  4] = C[ 5, 2] 
Knot[1822] = 12a_1021: None 
Knot[1823] = 12a_1022: Q[  1] = C[ 3, 1] 
Knot[1826] = 12a_1025: None 
Knot[1827] = 12a_1026: Q[  2] = C[ 4, 1] 
Knot[1832] = 12a_1031: None 
Knot[1833] = 12a_1032: None 
Knot[1836] = 12a_1035: None 
Knot[1837] = 12a_1036: None 
Knot[1842] = 12a_1041: None 
Knot[1844] = 12a_1043: None 
Knot[1845] = 12a_1044: None 
Knot[1846] = 12a_1045: None 
Knot[1849] = 12a_1048: None 
Knot[1850] = 12a_1049: None 
Knot[1851] = 12a_1050: None 
Knot[1854] = 12a_1053: Q[ 18] = C[ 9, 3] 
Knot[1855] = 12a_1054: None 
Knot[1856] = 12a_1055: None 
Knot[1858] = 12a_1057: None 
Knot[1860] = 12a_1059: None 
Knot[1862] = 12a_1061: None 
Knot[1863] = 12a_1062: None 
Knot[1866] = 12a_1065: None 
Knot[1868] = 12a_1067: None 
Knot[1870] = 12a_1069: None 
Knot[1874] = 12a_1073: None 
Knot[1875] = 12a_1074: None 
Knot[1877] = 12a_1076: None 
Knot[1878] = 12a_1077: None 
Knot[1880] = 12a_1079: Q[  2] = C[ 4, 1] 
Knot[1881] = 12a_1080: None 
Knot[1882] = 12a_1081: None 
Knot[1885] = 12a_1084: None 
Knot[1888] = 12a_1087: None 
Knot[1891] = 12a_1090: None 
Knot[1893] = 12a_1092: Q[  1] = C[ 3, 1] 
Knot[1894] = 12a_1093: Q[  1] = C[ 3, 1] 
Knot[1898] = 12a_1097: Q[ 18] = C[ 9, 3] 
Knot[1899] = 12a_1098: None 
Knot[1900] = 12a_1099: None 
Knot[1901] = 12a_1100: None 
Knot[1903] = 12a_1102: Q[  2] = C[ 4, 1] 
Knot[1906] = 12a_1105: Q[  2] = C[ 4, 1] 
Knot[1907] = 12a_1106: None 
Knot[1911] = 12a_1110: None 
Knot[1912] = 12a_1111: None 
Knot[1913] = 12a_1112: None 
Knot[1914] = 12a_1113: None 
Knot[1918] = 12a_1117: None 
Knot[1923] = 12a_1122: None 
Knot[1924] = 12a_1123: Q[  1] = C[ 3, 1] 
Knot[1925] = 12a_1124: Q[  2] = C[ 4, 1] 
Knot[1938] = 12a_1137: None 
Knot[1942] = 12a_1141: None 
Knot[1943] = 12a_1142: Q[  1] = C[ 3, 1] 
Knot[1945] = 12a_1144: None 
Knot[1948] = 12a_1147: None 
Knot[1953] = 12a_1152: Q[  2] = C[ 4, 1] 
Knot[1954] = 12a_1153: None 
Knot[1955] = 12a_1154: None 
Knot[1961] = 12a_1160: None 
Knot[1965] = 12a_1164: Q[  2] = C[ 4, 1] 
Knot[1968] = 12a_1167: Q[ 64] = C[16, 3] 
Knot[1970] = 12a_1169: None 
Knot[1972] = 12a_1171: None 
Knot[1974] = 12a_1173: None 
Knot[1976] = 12a_1175: None 
Knot[1977] = 12a_1176: None 
Knot[1980] = 12a_1179: None 
Knot[1982] = 12a_1181: Q[  1] = C[ 3, 1] 
Knot[1984] = 12a_1183: Q[ 25] = C[11, 1] 
Knot[1985] = 12a_1184: None 
Knot[1987] = 12a_1186: None 
Knot[1988] = 12a_1187: None 
Knot[1989] = 12a_1188: None 
Knot[1991] = 12a_1190: None 
Knot[1992] = 12a_1191: None 
Knot[1994] = 12a_1193: None 
Knot[1995] = 12a_1194: Q[  3] = C[ 5, 1] 
Knot[1997] = 12a_1196: None 
Knot[1998] = 12a_1197: None 
Knot[2001] = 12a_1200: None 
Knot[2003] = 12a_1202: Q[  2] = C[ 4, 1] 
Knot[2005] = 12a_1204: None 
Knot[2006] = 12a_1205: Q[  2] = C[ 4, 1] 
Knot[2007] = 12a_1206: Q[  8] = C[ 7, 1] 
Knot[2008] = 12a_1207: None 
Knot[2009] = 12a_1208: None 
Knot[2011] = 12a_1210: None 
Knot[2013] = 12a_1212: None 
Knot[2014] = 12a_1213: None 
Knot[2015] = 12a_1214: None 
Knot[2016] = 12a_1215: None 
Knot[2017] = 12a_1216: None 
Knot[2019] = 12a_1218: None 
Knot[2020] = 12a_1219: None 
Knot[2021] = 12a_1220: None 
Knot[2022] = 12a_1221: None 
Knot[2023] = 12a_1222: None 
Knot[2024] = 12a_1223: None 
Knot[2026] = 12a_1225: Q[  1] = C[ 3, 1] 
Knot[2030] = 12a_1229: Q[ 64] = C[16, 3] 
Knot[2031] = 12a_1230: None 
Knot[2035] = 12a_1234: None 
Knot[2038] = 12a_1237: None 
Knot[2042] = 12a_1241: None 
Knot[2044] = 12a_1243: None 
Knot[2047] = 12a_1246: None 
Knot[2049] = 12a_1248: None 
Knot[2052] = 12a_1251: Q[  2] = C[ 4, 1] 
Knot[2053] = 12a_1252: None 
Knot[2054] = 12a_1253: None 
Knot[2057] = 12a_1256: None 
Knot[2061] = 12a_1260: Q[  1] = C[ 3, 1] 
Knot[2062] = 12a_1261: None 
Knot[2065] = 12a_1264: None 
Knot[2066] = 12a_1265: None 
Knot[2067] = 12a_1266: None 
Knot[2068] = 12a_1267: None 
Knot[2070] = 12a_1269: Q[  2] = C[ 4, 1] 
Knot[2071] = 12a_1270: None 
Knot[2073] = 12a_1272: None 
Knot[2081] = 12a_1280: Q[ 18] = C[ 9, 3] 
Knot[2084] = 12a_1283: Q[  1] = C[ 3, 1] 
Knot[2085] = 12a_1284: None 
Knot[2086] = 12a_1285: None 
Knot[2087] = 12a_1286: Q[  1] = C[ 3, 1] 
Knot[2089] = 12a_1288: Q[  1] = C[ 3, 1] 
Knot[2090] = 12n_0001: None 
Knot[2093] = 12n_0004: None 
Knot[2094] = 12n_0005: None 
Knot[2095] = 12n_0006: None 
Knot[2096] = 12n_0007: None 
Knot[2098] = 12n_0009: None 
Knot[2099] = 12n_0010: None 
Knot[2105] = 12n_0016: None 
Knot[2111] = 12n_0022: None 
Knot[2112] = 12n_0023: None 
Knot[2116] = 12n_0027: None 
Knot[2117] = 12n_0028: None 
Knot[2119] = 12n_0030: None 
Knot[2120] = 12n_0031: None 
Knot[2122] = 12n_0033: None 
Knot[2123] = 12n_0034: None 
Knot[2140] = 12n_0051: None 
Knot[2141] = 12n_0052: None 
Knot[2142] = 12n_0053: None 
Knot[2157] = 12n_0068: None 
Knot[2159] = 12n_0070: None 
Knot[2166] = 12n_0077: None 
Knot[2167] = 12n_0078: None 
Knot[2168] = 12n_0079: None 
Knot[2172] = 12n_0083: None 
Knot[2173] = 12n_0084: None 
Knot[2177] = 12n_0088: None 
Knot[2181] = 12n_0092: None 
Knot[2183] = 12n_0094: None 
Knot[2184] = 12n_0095: None 
Knot[2185] = 12n_0096: None 
Knot[2187] = 12n_0098: None 
Knot[2188] = 12n_0099: None 
Knot[2189] = 12n_0100: None 
Knot[2190] = 12n_0101: None 
Knot[2192] = 12n_0103: None 
Knot[2193] = 12n_0104: None 
Knot[2194] = 12n_0105: None 
Knot[2195] = 12n_0106: None 
Knot[2196] = 12n_0107: None 
Knot[2197] = 12n_0108: None 
Knot[2198] = 12n_0109: None 
Knot[2199] = 12n_0110: None 
Knot[2202] = 12n_0113: None 
Knot[2205] = 12n_0116: None 
Knot[2206] = 12n_0117: None 
Knot[2207] = 12n_0118: None 
Knot[2210] = 12n_0121: None 
Knot[2211] = 12n_0122: None 
Knot[2212] = 12n_0123: None 
Knot[2214] = 12n_0125: None 
Knot[2215] = 12n_0126: None 
Knot[2216] = 12n_0127: None 
Knot[2217] = 12n_0128: None 
Knot[2222] = 12n_0133: None 
Knot[2226] = 12n_0137: None 
Knot[2228] = 12n_0139: None 
Knot[2229] = 12n_0140: None 
Knot[2231] = 12n_0142: None 
Knot[2232] = 12n_0143: None 
Knot[2233] = 12n_0144: Q[ 18] = C[ 9, 3] 
Knot[2234] = 12n_0145: Q[  2] = C[ 4, 1] 
Knot[2236] = 12n_0147: Q[  3] = C[ 5, 1] 
Knot[2238] = 12n_0149: None 
Knot[2239] = 12n_0150: None 
Knot[2240] = 12n_0151: None 
Knot[2241] = 12n_0152: None 
Knot[2247] = 12n_0158: None 
Knot[2255] = 12n_0166: None 
Knot[2256] = 12n_0167: None 
Knot[2257] = 12n_0168: None 
Knot[2258] = 12n_0169: None 
Knot[2259] = 12n_0170: None 
Knot[2260] = 12n_0171: None 
Knot[2262] = 12n_0173: None 
Knot[2263] = 12n_0174: None 
Knot[2264] = 12n_0175: None 
Knot[2265] = 12n_0176: None 
Knot[2266] = 12n_0177: None 
Knot[2267] = 12n_0178: None 
Knot[2268] = 12n_0179: None 
Knot[2276] = 12n_0187: None 
Knot[2277] = 12n_0188: None 
Knot[2278] = 12n_0189: None 
Knot[2281] = 12n_0192: None 
Knot[2283] = 12n_0194: None 
Knot[2284] = 12n_0195: None 
Knot[2285] = 12n_0196: None 
Knot[2286] = 12n_0197: None 
Knot[2287] = 12n_0198: None 
Knot[2288] = 12n_0199: None 
Knot[2289] = 12n_0200: None 
Knot[2290] = 12n_0201: None 
Knot[2291] = 12n_0202: None 
Knot[2292] = 12n_0203: None 
Knot[2293] = 12n_0204: None 
Knot[2298] = 12n_0209: None 
Knot[2300] = 12n_0211: None 
Knot[2302] = 12n_0213: None 
Knot[2306] = 12n_0217: None 
Knot[2319] = 12n_0230: None 
Knot[2325] = 12n_0236: None 
Knot[2326] = 12n_0237: None 
Knot[2327] = 12n_0238: None 
Knot[2332] = 12n_0243: None 
Knot[2336] = 12n_0247: None 
Knot[2337] = 12n_0248: None 
Knot[2338] = 12n_0249: None 
Knot[2339] = 12n_0250: None 
Knot[2340] = 12n_0251: None 
Knot[2343] = 12n_0254: None 
Knot[2344] = 12n_0255: None 
Knot[2346] = 12n_0257: Q[  3] = C[ 5, 1] 
Knot[2347] = 12n_0258: None 
Knot[2349] = 12n_0260: None 
Knot[2352] = 12n_0263: None 
Knot[2354] = 12n_0265: None 
Knot[2355] = 12n_0266: None 
Knot[2356] = 12n_0267: None 
Knot[2357] = 12n_0268: Q[  1] = C[ 3, 1] 
Knot[2358] = 12n_0269: Q[  1] = C[ 3, 1] 
Knot[2359] = 12n_0270: Q[  1] = C[ 3, 1] 
Knot[2360] = 12n_0271: None 
Knot[2361] = 12n_0272: None 
Knot[2362] = 12n_0273: Q[ 18] = C[ 9, 3] 
Knot[2363] = 12n_0274: Q[  2] = C[ 4, 1] 
Knot[2365] = 12n_0276: Q[  3] = C[ 5, 1] 
Knot[2367] = 12n_0278: None 
Knot[2368] = 12n_0279: None 
Knot[2369] = 12n_0280: None 
Knot[2371] = 12n_0282: None 
Knot[2372] = 12n_0283: None 
Knot[2373] = 12n_0284: None 
Knot[2374] = 12n_0285: None 
Knot[2375] = 12n_0286: None 
Knot[2379] = 12n_0290: None 
Knot[2380] = 12n_0291: None 
Knot[2383] = 12n_0294: Q[ 18] = C[ 9, 3] 
Knot[2384] = 12n_0295: None 
Knot[2385] = 12n_0296: None 
Knot[2386] = 12n_0297: Q[  2] = C[ 4, 1] 
Knot[2389] = 12n_0300: None 
Knot[2390] = 12n_0301: None 
Knot[2397] = 12n_0308: None 
Knot[2399] = 12n_0310: None 
Knot[2400] = 12n_0311: None 
Knot[2403] = 12n_0314: None 
Knot[2404] = 12n_0315: None 
Knot[2406] = 12n_0317: None 
Knot[2410] = 12n_0321: None 
Knot[2414] = 12n_0325: None 
Knot[2417] = 12n_0328: None 
Knot[2418] = 12n_0329: None 
Knot[2419] = 12n_0330: None 
Knot[2420] = 12n_0331: None 
Knot[2421] = 12n_0332: Q[  1] = C[ 3, 1] 
Knot[2422] = 12n_0333: Q[  1] = C[ 3, 1] 
Knot[2423] = 12n_0334: Q[  1] = C[ 3, 1] 
Knot[2424] = 12n_0335: None 
Knot[2425] = 12n_0336: None 
Knot[2427] = 12n_0338: None 
Knot[2428] = 12n_0339: None 
Knot[2429] = 12n_0340: None 
Knot[2430] = 12n_0341: None 
Knot[2431] = 12n_0342: None 
Knot[2432] = 12n_0343: None 
Knot[2433] = 12n_0344: None 
Knot[2434] = 12n_0345: None 
Knot[2435] = 12n_0346: None 
Knot[2436] = 12n_0347: None 
Knot[2444] = 12n_0355: Q[  2] = C[ 4, 1] 
Knot[2445] = 12n_0356: Q[  2] = C[ 4, 1] 
Knot[2446] = 12n_0357: Q[  2] = C[ 4, 1] 
Knot[2447] = 12n_0358: None 
Knot[2448] = 12n_0359: None 
Knot[2449] = 12n_0360: None 
Knot[2452] = 12n_0363: None 
Knot[2453] = 12n_0364: None 
Knot[2454] = 12n_0365: None 
Knot[2464] = 12n_0375: None 
Knot[2468] = 12n_0379: Q[  1] = C[ 3, 1] 
Knot[2469] = 12n_0380: Q[  1] = C[ 3, 1] 
Knot[2472] = 12n_0383: None 
Knot[2475] = 12n_0386: Q[  1] = C[ 3, 1] 
Knot[2476] = 12n_0387: Q[  1] = C[ 3, 1] 
Knot[2477] = 12n_0388: Q[  1] = C[ 3, 1] 
Knot[2478] = 12n_0389: Q[  1] = C[ 3, 1] 
Knot[2480] = 12n_0391: None 
Knot[2481] = 12n_0392: None 
Knot[2482] = 12n_0393: Q[  2] = C[ 4, 1] 
Knot[2483] = 12n_0394: Q[  2] = C[ 4, 1] 
Knot[2485] = 12n_0396: None 
Knot[2486] = 12n_0397: Q[  8] = C[ 7, 1] 
Knot[2487] = 12n_0398: None 
Knot[2490] = 12n_0401: None 
Knot[2491] = 12n_0402: Q[  1] = C[ 3, 1] 
Knot[2492] = 12n_0403: Q[  1] = C[ 3, 1] 
Knot[2493] = 12n_0404: None 
Knot[2495] = 12n_0406: None 
Knot[2496] = 12n_0407: None 
Knot[2497] = 12n_0408: None 
Knot[2501] = 12n_0412: None 
Knot[2502] = 12n_0413: None 
Knot[2503] = 12n_0414: Q[  3] = C[ 5, 1] 
Knot[2506] = 12n_0417: None 
Knot[2508] = 12n_0419: None 
Knot[2509] = 12n_0420: Q[  1] = C[ 3, 1] 
Knot[2510] = 12n_0421: None 
Knot[2511] = 12n_0422: None 
Knot[2512] = 12n_0423: None 
Knot[2514] = 12n_0425: None 
Knot[2515] = 12n_0426: None 
Knot[2521] = 12n_0432: None 
Knot[2523] = 12n_0434: None 
Knot[2525] = 12n_0436: Q[  2] = C[ 4, 1] 
Knot[2526] = 12n_0437: None 
Knot[2527] = 12n_0438: None 
Knot[2528] = 12n_0439: None 
Knot[2529] = 12n_0440: Q[  1] = C[ 3, 1] 
Knot[2530] = 12n_0441: None 
Knot[2531] = 12n_0442: Q[  2] = C[ 4, 1] 
Knot[2532] = 12n_0443: None 
Knot[2533] = 12n_0444: None 
Knot[2534] = 12n_0445: None 
Knot[2538] = 12n_0449: None 
Knot[2539] = 12n_0450: None 
Knot[2540] = 12n_0451: None 
Knot[2542] = 12n_0453: None 
Knot[2543] = 12n_0454: None 
Knot[2544] = 12n_0455: None 
Knot[2546] = 12n_0457: None 
Knot[2547] = 12n_0458: None 
Knot[2548] = 12n_0459: None 
Knot[2549] = 12n_0460: Q[  1] = C[ 3, 1] 
Knot[2550] = 12n_0461: None 
Knot[2551] = 12n_0462: Q[  2] = C[ 4, 1] 
Knot[2552] = 12n_0463: None 
Knot[2553] = 12n_0464: None 
Knot[2558] = 12n_0469: None 
Knot[2559] = 12n_0470: None 
Knot[2560] = 12n_0471: None 
Knot[2562] = 12n_0473: None 
Knot[2566] = 12n_0477: None 
Knot[2567] = 12n_0478: None 
Knot[2568] = 12n_0479: None 
Knot[2569] = 12n_0480: Q[  1] = C[ 3, 1] 
Knot[2570] = 12n_0481: None 
Knot[2572] = 12n_0483: None 
Knot[2573] = 12n_0484: None 
Knot[2575] = 12n_0486: None 
Knot[2576] = 12n_0487: None 
Knot[2577] = 12n_0488: None 
Knot[2578] = 12n_0489: None 
Knot[2580] = 12n_0491: None 
Knot[2581] = 12n_0492: None 
Knot[2583] = 12n_0494: Q[  1] = C[ 3, 1] 
Knot[2584] = 12n_0495: Q[  1] = C[ 3, 1] 
Knot[2585] = 12n_0496: Q[  1] = C[ 3, 1] 
Knot[2586] = 12n_0497: None 
Knot[2587] = 12n_0498: Q[  2] = C[ 4, 1] 
Knot[2588] = 12n_0499: None 
Knot[2594] = 12n_0505: Q[  1] = C[ 3, 1] 
Knot[2595] = 12n_0506: None 
Knot[2596] = 12n_0507: None 
Knot[2597] = 12n_0508: Q[  1] = C[ 3, 1] 
Knot[2598] = 12n_0509: Q[  8] = C[ 7, 1] 
Knot[2599] = 12n_0510: Q[ 25] = C[11, 1] 
Knot[2603] = 12n_0514: None 
Knot[2605] = 12n_0516: None 
Knot[2607] = 12n_0518: Q[  1] = C[ 3, 1] 
Knot[2608] = 12n_0519: None 
Knot[2610] = 12n_0521: None 
Knot[2612] = 12n_0523: None 
Knot[2615] = 12n_0526: Q[ 18] = C[ 9, 3] 
Knot[2616] = 12n_0527: None 
Knot[2621] = 12n_0532: None 
Knot[2622] = 12n_0533: Q[  2] = C[ 4, 1] 
Knot[2624] = 12n_0535: None 
Knot[2625] = 12n_0536: None 
Knot[2626] = 12n_0537: None 
Knot[2627] = 12n_0538: None 
Knot[2631] = 12n_0542: None 
Knot[2632] = 12n_0543: None 
Knot[2635] = 12n_0546: Q[  1] = C[ 3, 1] 
Knot[2636] = 12n_0547: None 
Knot[2637] = 12n_0548: None 
Knot[2638] = 12n_0549: Q[  1] = C[ 3, 1] 
Knot[2640] = 12n_0551: None 
Knot[2641] = 12n_0552: None 
Knot[2647] = 12n_0558: None 
Knot[2650] = 12n_0561: None 
Knot[2651] = 12n_0562: None 
Knot[2652] = 12n_0563: None 
Knot[2653] = 12n_0564: None 
Knot[2654] = 12n_0565: Q[  1] = C[ 3, 1] 
Knot[2655] = 12n_0566: None 
Knot[2656] = 12n_0567: Q[  1] = C[ 3, 1] 
Knot[2659] = 12n_0570: Q[  1] = C[ 3, 1] 
Knot[2660] = 12n_0571: Q[  1] = C[ 3, 1] 
Knot[2661] = 12n_0572: None 
Knot[2662] = 12n_0573: None 
Knot[2663] = 12n_0574: Q[  1] = C[ 3, 1] 
Knot[2664] = 12n_0575: None 
Knot[2665] = 12n_0576: None 
Knot[2666] = 12n_0577: None 
Knot[2667] = 12n_0578: None 
Knot[2668] = 12n_0579: None 
Knot[2669] = 12n_0580: None 
Knot[2670] = 12n_0581: Q[  1] = C[ 3, 1] 
Knot[2671] = 12n_0582: Q[  1] = C[ 3, 1] 
Knot[2672] = 12n_0583: Q[  1] = C[ 3, 1] 
Knot[2674] = 12n_0585: None 
Knot[2676] = 12n_0587: None 
Knot[2677] = 12n_0588: None 
Knot[2679] = 12n_0590: None 
Knot[2680] = 12n_0591: None 
Knot[2681] = 12n_0592: Q[  8] = C[ 7, 1] 
Knot[2682] = 12n_0593: None 
Knot[2686] = 12n_0597: None 
Knot[2687] = 12n_0598: Q[  1] = C[ 3, 1] 
Knot[2689] = 12n_0600: Q[  1] = C[ 3, 1] 
Knot[2690] = 12n_0601: Q[  1] = C[ 3, 1] 
Knot[2691] = 12n_0602: Q[  1] = C[ 3, 1] 
Knot[2692] = 12n_0603: None 
Knot[2693] = 12n_0604: Q[  1] = C[ 3, 1] 
Knot[2694] = 12n_0605: Q[  1] = C[ 3, 1] 
Knot[2697] = 12n_0608: None 
Knot[2699] = 12n_0610: None 
Knot[2700] = 12n_0611: Q[  3] = C[ 5, 1] 
Knot[2702] = 12n_0613: None 
Knot[2706] = 12n_0617: Q[  2] = C[ 4, 1] 
Knot[2709] = 12n_0620: None 
Knot[2710] = 12n_0621: None 
Knot[2711] = 12n_0622: Q[  1] = C[ 3, 1] 
Knot[2712] = 12n_0623: None 
Knot[2713] = 12n_0624: None 
Knot[2714] = 12n_0625: None 
Knot[2715] = 12n_0626: Q[  1] = C[ 3, 1] 
Knot[2716] = 12n_0627: None 
Knot[2717] = 12n_0628: None 
Knot[2718] = 12n_0629: None 
Knot[2719] = 12n_0630: Q[ 18] = C[ 9, 3] 
Knot[2725] = 12n_0636: Q[  1] = C[ 3, 1] 
Knot[2726] = 12n_0637: Q[  1] = C[ 3, 1] 
Knot[2727] = 12n_0638: None 
Knot[2732] = 12n_0643: Q[  8] = C[ 7, 1] 
Knot[2739] = 12n_0650: None 
Knot[2740] = 12n_0651: Q[199] = C[25, 3] 
Knot[2741] = 12n_0652: Q[ 18] = C[ 9, 3] 
Knot[2743] = 12n_0654: Q[  1] = C[ 3, 1] 
Knot[2744] = 12n_0655: None 
Knot[2749] = 12n_0660: Q[  2] = C[ 4, 1] 
Knot[2750] = 12n_0661: None 
Knot[2753] = 12n_0664: None 
Knot[2754] = 12n_0665: None 
Knot[2755] = 12n_0666: Q[  1] = C[ 3, 1] 
Knot[2756] = 12n_0667: None 
Knot[2757] = 12n_0668: None 
Knot[2758] = 12n_0669: Q[  1] = C[ 3, 1] 
Knot[2759] = 12n_0670: None 
Knot[2760] = 12n_0671: None 
Knot[2761] = 12n_0672: None 
Knot[2762] = 12n_0673: None 
Knot[2763] = 12n_0674: None 
Knot[2764] = 12n_0675: None 
Knot[2765] = 12n_0676: None 
Knot[2768] = 12n_0679: None 
Knot[2769] = 12n_0680: None 
Knot[2770] = 12n_0681: None 
Knot[2771] = 12n_0682: None 
Knot[2777] = 12n_0688: None 
Knot[2779] = 12n_0690: None 
Knot[2786] = 12n_0697: None 
Knot[2789] = 12n_0700: None 
Knot[2790] = 12n_0701: Q[  1] = C[ 3, 1] 
Knot[2792] = 12n_0703: None 
Knot[2794] = 12n_0705: None 
Knot[2795] = 12n_0706: Q[  2] = C[ 4, 1] 
Knot[2802] = 12n_0713: None 
Knot[2803] = 12n_0714: Q[ 18] = C[ 9, 3] 
Knot[2804] = 12n_0715: None 
Knot[2805] = 12n_0716: None 
Knot[2806] = 12n_0717: Q[ 18] = C[ 9, 3] 
Knot[2807] = 12n_0718: None 
Knot[2808] = 12n_0719: None 
Knot[2810] = 12n_0721: None 
Knot[2811] = 12n_0722: None 
Knot[2814] = 12n_0725: None 
Knot[2815] = 12n_0726: None 
Knot[2818] = 12n_0729: None 
Knot[2819] = 12n_0730: None 
Knot[2820] = 12n_0731: None 
Knot[2821] = 12n_0732: None 
Knot[2824] = 12n_0735: None 
Knot[2825] = 12n_0736: None 
Knot[2826] = 12n_0737: Q[  1] = C[ 3, 1] 
Knot[2827] = 12n_0738: None 
Knot[2829] = 12n_0740: None 
Knot[2831] = 12n_0742: Q[ 18] = C[ 9, 3] 
Knot[2832] = 12n_0743: None 
Knot[2833] = 12n_0744: None 
Knot[2834] = 12n_0745: Q[  3] = C[ 5, 1] 
Knot[2835] = 12n_0746: Q[199] = C[25, 3] 
Knot[2839] = 12n_0750: None 
Knot[2840] = 12n_0751: None 
Knot[2841] = 12n_0752: Q[  2] = C[ 4, 1] 
Knot[2842] = 12n_0753: None 
Knot[2843] = 12n_0754: None 
Knot[2845] = 12n_0756: Q[  1] = C[ 3, 1] 
Knot[2846] = 12n_0757: Q[  2] = C[ 4, 1] 
Knot[2848] = 12n_0759: None 
Knot[2849] = 12n_0760: Q[  3] = C[ 5, 1] 
Knot[2850] = 12n_0761: None 
Knot[2851] = 12n_0762: None 
Knot[2853] = 12n_0764: Q[ 18] = C[ 9, 3] 
Knot[2863] = 12n_0774: None 
Knot[2867] = 12n_0778: None 
Knot[2868] = 12n_0779: Q[  2] = C[ 4, 1] 
Knot[2869] = 12n_0780: None 
Knot[2870] = 12n_0781: Q[199] = C[25, 3] 
Knot[2871] = 12n_0782: None 
Knot[2872] = 12n_0783: None 
Knot[2878] = 12n_0789: None 
Knot[2881] = 12n_0792: None 
Knot[2882] = 12n_0793: None 
Knot[2884] = 12n_0795: None 
Knot[2885] = 12n_0796: None 
Knot[2887] = 12n_0798: Q[  2] = C[ 4, 1] 
Knot[2888] = 12n_0799: None 
Knot[2889] = 12n_0800: None 
Knot[2890] = 12n_0801: None 
Knot[2894] = 12n_0805: None 
Knot[2895] = 12n_0806: Q[  1] = C[ 3, 1] 
Knot[2896] = 12n_0807: None 
Knot[2897] = 12n_0808: None 
Knot[2898] = 12n_0809: None 
Knot[2899] = 12n_0810: None 
Knot[2900] = 12n_0811: None 
Knot[2901] = 12n_0812: None 
Knot[2902] = 12n_0813: Q[  1] = C[ 3, 1] 
Knot[2903] = 12n_0814: None 
Knot[2904] = 12n_0815: None 
Knot[2905] = 12n_0816: None 
Knot[2906] = 12n_0817: Q[  8] = C[ 7, 1] 
Knot[2907] = 12n_0818: None 
Knot[2911] = 12n_0822: None 
Knot[2913] = 12n_0824: None 
Knot[2915] = 12n_0826: None 
Knot[2919] = 12n_0830: None 
Knot[2920] = 12n_0831: None 
Knot[2921] = 12n_0832: None 
Knot[2922] = 12n_0833: None 
Knot[2924] = 12n_0835: None 
Knot[2926] = 12n_0837: Q[ 54] = C[13,11] 
Knot[2927] = 12n_0838: Q[  2] = C[ 4, 1] 
Knot[2928] = 12n_0839: Q[ 25] = C[11, 1] 
Knot[2929] = 12n_0840: Q[  2] = C[ 4, 1] 
Knot[2930] = 12n_0841: None 
Knot[2932] = 12n_0843: Q[  8] = C[ 7, 1] 
Knot[2933] = 12n_0844: Q[  3] = C[ 5, 1] 
Knot[2934] = 12n_0845: None 
Knot[2935] = 12n_0846: Q[  1] = C[ 3, 1] 
Knot[2936] = 12n_0847: Q[  2] = C[ 4, 1] 
Knot[2937] = 12n_0848: None 
Knot[2939] = 12n_0850: None 
Knot[2941] = 12n_0852: None 
Knot[2942] = 12n_0853: None 
Knot[2943] = 12n_0854: None 
Knot[2945] = 12n_0856: None 
Knot[2947] = 12n_0858: None 
Knot[2950] = 12n_0861: None 
Knot[2951] = 12n_0862: None 
Knot[2953] = 12n_0864: None 
Knot[2954] = 12n_0865: None 
Knot[2955] = 12n_0866: None 
Knot[2957] = 12n_0868: None 
Knot[2958] = 12n_0869: Q[  1] = C[ 3, 1] 
Knot[2962] = 12n_0873: Q[  2] = C[ 4, 1] 
Knot[2963] = 12n_0874: Q[  2] = C[ 4, 1] 
Knot[2965] = 12n_0876: Q[  1] = C[ 3, 1] 
Knot[2966] = 12n_0877: Q[  2] = C[ 4, 1] 
Knot[2967] = 12n_0878: Q[  2] = C[ 4, 1] 
Knot[2968] = 12n_0879: Q[ 64] = C[16, 3] 
Knot[2970] = 12n_0881: Q[  2] = C[ 4, 1] 
Knot[2972] = 12n_0883: Q[  1] = C[ 3, 1] 
Knot[2973] = 12n_0884: None 
Knot[2975] = 12n_0886: None 
Knot[2976] = 12n_0887: Q[  3] = C[ 5, 1] 
Knot[2977] = 12n_0888: Q[  1] = C[ 3, 1]