Errata

Parameters of twisted codes that were falsely claimed to be quantum in a earlier version of the tables

Jump to: q=2 | q=3 | q=4 | q=5 | q=7 | q=8 | q=9

q=2

C A kappa
[[43,29,4]]2 [13,15] 2
[[143,121,3]]2 [65,66] 2
[[165,111,6]]2 [75,79] 2
[[165,151,3]]2 [120,121] 2
[[187,137,4]]2 [67,69] 2
[[187,129,5]]2 [118,121] 2
[[195,99,11]]2 [55,64] 2
[[195,111,10]]2 [56,64] 2
[[195,123,9]]2 [57,64] 2
[[195,135,7]]2 [59,64] 2
[[215,173,4]]2 [69,71] 2
[[285,263,3]]2 [75,76] 2
[[301,281,3]]2 [258,259] 2
[[331,301,4]]2 [109,111] 2
[[341,181,24]]2 [205,227] 2
[[341,211,19]]2 [210,227] 2
[[341,241,15]]2 [214,227] 2
[[445,335,7]]2 [147,152] 2
[[451,391,6]]2 [149,153] 2
[[511,274,32]]2 [341,371] 3
[[561,543,3]]2 [220,221] 2
[[585,297,33]]2 [163,194] 2
[[585,333,29]]2 [167,194] 2
[[585,345,27]]2 [169,194] 2
[[585,357,26]]2 [170,194] 2
[[585,369,25]]2 [171,194] 2
[[585,381,23]]2 [173,194] 2
[[585,393,22]]2 [174,194] 2
[[585,405,21]]2 [175,194] 2
[[585,417,19]]2 [177,194] 2
[[635,537,7]]2 [208,213] 2
[[635,565,6]]2 [209,213] 2
[[645,627,3]]2 [85,86] 2
[[645,571,6]]2 [170,174] 2
[[657,261,34]]2 [405,437] 2
[[683,573,12]]2 [221,231] 2
[[683,551,14]]2 [221,233] 2
[[683,529,16]]2 [221,235] 2
[[683,507,18]]2 [221,237] 2
[[683,485,20]]2 [221,239] 2
[[683,463,22]]2 [221,241] 2
[[683,595,10]]2 [223,231] 2
[[683,639,6]]2 [225,229] 2
[[683,617,8]]2 [225,231] 2
[[683,661,4]]2 [227,229] 2
[[683,441,24]]2 [444,466] 2
[[683,419,26]]2 [444,468] 2
[[683,397,28]]2 [444,470] 2
[[683,375,30]]2 [444,472] 2
[[693,677,3]]2 [209,210] 2
[[741,711,3]]2 [532,533] 2
[[759,727,3]]2 [230,231] 2
[[771,563,18]]2 [240,256] 2
[[771,579,17]]2 [241,256] 2
[[771,595,15]]2 [243,256] 2
[[771,611,14]]2 [244,256] 2
[[771,627,13]]2 [245,256] 2
[[771,659,10]]2 [248,256] 2
[[771,675,9]]2 [249,256] 2
[[803,775,3]]2 [583,584] 2
[[817,785,3]]2 [645,646] 2
[[819,393,50]]2 [224,272] 2
[[819,405,49]]2 [225,272] 2
[[819,417,47]]2 [227,272] 2
[[819,429,46]]2 [228,272] 2
[[819,441,45]]2 [229,272] 2
[[819,453,43]]2 [231,272] 2
[[819,465,42]]2 [232,272] 2
[[819,477,41]]2 [233,272] 2
[[819,483,39]]2 [235,272] 2
[[819,495,38]]2 [236,272] 2
[[819,507,37]]2 [237,272] 2
[[819,519,35]]2 [239,272] 2
[[819,531,34]]2 [240,272] 2
[[819,543,33]]2 [241,272] 2
[[819,555,31]]2 [243,272] 2
[[819,567,30]]2 [244,272] 2
[[819,579,29]]2 [245,272] 2
[[819,591,27]]2 [247,272] 2
[[819,597,26]]2 [248,272] 2
[[855,833,3]]2 [170,171] 2
[[903,883,3]]2 [343,344] 2
[[935,917,3]]2 [340,341] 2
[[935,837,6]]2 [680,684] 2
[[969,943,3]]2 [152,153] 2
[[989,953,3]]2 [344,345] 2

Jump to: q=2 | q=3 | q=4 | q=5 | q=7 | q=8 | q=9

q=3

C A kappa
[[56,48,3]]3 [20,21] 2
[[61,51,3]]3 [15,16] 2
[[61,41,5]]3 [45,48] 2
[[70,52,4]]3 [24,26] 2
[[91,73,5]]3 [23,26] 2
[[140,118,4]]3 [48,50] 2
[[140,106,6]]3 [48,52] 2
[[140,130,3]]3 [49,50] 2
[[154,138,3]]3 [55,56] 2
[[182,140,9]]3 [46,53] 2
[[182,110,15]]3 [55,68] 2
[[182,104,16]]3 [55,69] 2
[[182,98,17]]3 [55,70] 2
[[182,116,14]]3 [56,68] 2
[[182,122,13]]3 [57,68] 2
[[238,216,3]]3 [84,85] 2
[[259,241,3]]3 [64,65] 2
[[305,275,4]]3 [74,76] 2
[[328,254,12]]3 [113,123] 2
[[364,238,25]]3 [118,141] 2
[[364,232,26]]3 [118,142] 2
[[364,244,24]]3 [119,141] 2
[[364,274,18]]3 [120,136] 2
[[364,250,23]]3 [120,141] 2
[[364,280,17]]3 [121,136] 2
[[364,256,22]]3 [121,141] 2
[[364,286,16]]3 [122,136] 2
[[364,262,21]]3 [122,141] 2
[[364,292,15]]3 [123,136] 2
[[364,268,20]]3 [123,141] 2
[[364,298,14]]3 [129,141] 2
[[484,204,33]]3 [150,181] 2
[[484,214,31]]3 [152,181] 2
[[484,224,30]]3 [153,181] 2
[[484,234,29]]3 [154,181] 2
[[484,244,28]]3 [155,181] 2
[[484,254,27]]3 [156,181] 2
[[488,476,3]]3 [60,61] 2
[[518,464,6]]3 [127,131] 2
[[518,482,5]]3 [128,131] 2
[[547,477,9]]3 [132,139] 2
[[547,449,12]]3 [132,142] 2
[[547,421,15]]3 [132,145] 2
[[547,491,8]]3 [133,139] 2
[[547,463,11]]3 [133,142] 2
[[547,435,14]]3 [133,145] 2
[[547,505,6]]3 [135,139] 2
[[547,533,3]]3 [136,137] 2
[[547,519,5]]3 [136,139] 2
[[547,393,16]]3 [408,422] 2
[[547,379,17]]3 [408,423] 2
[[560,368,22]]3 [141,161] 2
[[560,356,23]]3 [141,162] 2
[[560,404,17]]3 [146,161] 2
[[560,416,16]]3 [147,161] 2
[[560,452,13]]3 [199,210] 2
[[560,440,14]]3 [199,211] 2
[[560,428,15]]3 [199,212] 2
[[560,464,12]]3 [200,210] 2
[[560,376,21]]3 [200,219] 2
[[574,544,4]]3 [163,165] 2
[[584,402,18]]3 [203,219] 2
[[584,414,17]]3 [204,219] 2
[[584,426,16]]3 [205,219] 2
[[584,438,15]]3 [206,219] 2
[[584,450,14]]3 [207,219] 2
[[584,462,13]]3 [208,219] 2
[[595,573,3]]3 [510,511] 2
[[610,580,4]]3 [74,76] 2
[[644,616,3]]3 [230,231] 2
[[656,502,23]]3 [225,246] 2
[[656,494,24]]3 [225,247] 2
[[671,601,10]]3 [411,419] 2
[[671,461,26]]3 [504,528] 2
[[671,451,27]]3 [504,529] 2
[[671,441,28]]3 [504,530] 2
[[671,421,31]]3 [558,587] 2
[[671,411,32]]3 [558,588] 2
[[671,401,33]]3 [558,589] 2
[[671,391,34]]3 [558,590] 2
[[671,381,35]]3 [558,591] 2
[[671,371,36]]3 [558,592] 2
[[671,351,39]]3 [558,595] 2
[[671,341,40]]3 [558,596] 2
[[671,331,41]]3 [558,597] 2
[[671,311,44]]3 [558,600] 2
[[671,301,45]]3 [558,601] 2
[[671,431,30]]3 [559,587] 2
[[671,361,38]]3 [559,595] 2
[[671,321,43]]3 [559,600] 2
[[703,577,13]]3 [167,178] 2
[[703,595,11]]3 [169,178] 2
[[703,613,9]]3 [171,178] 2
[[703,631,8]]3 [172,178] 2
[[703,649,6]]3 [174,178] 2
[[703,685,3]]3 [175,176] 2
[[703,667,5]]3 [175,178] 2
[[728,584,28]]3 [183,209] 2
[[728,522,40]]3 [235,273] 2
[[728,516,41]]3 [235,274] 2
[[728,510,42]]3 [235,275] 2
[[728,504,43]]3 [235,276] 2
[[728,498,44]]3 [235,277] 2
[[728,492,45]]3 [235,278] 2
[[728,474,49]]3 [235,282] 2
[[728,468,50]]3 [235,283] 2
[[728,462,51]]3 [235,284] 2
[[728,456,52]]3 [235,285] 2
[[728,528,39]]3 [236,273] 2
[[728,480,48]]3 [236,282] 2
[[728,534,38]]3 [237,273] 2
[[728,486,47]]3 [237,282] 2
[[728,540,36]]3 [239,273] 2
[[728,546,35]]3 [240,273] 2
[[728,552,34]]3 [241,273] 2
[[728,558,33]]3 [242,273] 2
[[728,564,32]]3 [243,273] 2
[[728,570,31]]3 [244,273] 2
[[728,576,30]]3 [245,273] 2
[[728,582,29]]3 [246,273] 2
[[728,588,27]]3 [248,273] 2
[[793,777,3]]3 [610,611] 2
[[814,786,3]]3 [296,297] 2
[[820,632,28]]3 [281,307] 2
[[820,624,29]]3 [281,308] 2
[[820,616,30]]3 [281,309] 2
[[820,640,27]]3 [282,307] 2
[[820,648,26]]3 [283,307] 2
[[820,656,25]]3 [284,307] 2
[[820,664,24]]3 [285,307] 2
[[854,808,4]]3 [243,245] 2
[[854,838,3]]3 [244,245] 2
[[871,843,3]]3 [468,469] 2
[[938,910,3]]3 [335,336] 2
[[949,619,33]]3 [799,830] 2
[[949,607,34]]3 [799,831] 2
[[949,631,32]]3 [800,830] 2
[[968,668,37]]3 [243,278] 2
[[968,588,46]]3 [243,287] 2
[[968,568,49]]3 [243,290] 2
[[968,426,67]]3 [298,363] 2
[[968,416,68]]3 [298,364] 2
[[968,436,66]]3 [299,363] 2
[[968,448,64]]3 [300,362] 2
[[968,446,65]]3 [300,363] 2
[[968,456,63]]3 [302,363] 2
[[968,468,61]]3 [303,362] 2
[[968,466,62]]3 [303,363] 2
[[968,476,60]]3 [305,363] 2
[[968,486,59]]3 [306,363] 2
[[968,496,58]]3 [307,363] 2
[[968,506,57]]3 [308,363] 2
[[968,518,55]]3 [309,362] 2
[[968,516,56]]3 [309,363] 2
[[968,526,54]]3 [311,363] 2
[[968,536,53]]3 [312,363] 2
[[968,546,52]]3 [313,363] 2
[[968,556,51]]3 [314,363] 2
[[968,566,50]]3 [315,363] 2
[[968,576,48]]3 [317,363] 2
[[968,586,47]]3 [318,363] 2
[[968,596,45]]3 [320,363] 2
[[968,606,44]]3 [321,363] 2
[[968,616,43]]3 [322,363] 2
[[968,626,42]]3 [323,363] 2
[[968,636,41]]3 [324,363] 2
[[968,646,40]]3 [325,363] 2
[[968,656,39]]3 [326,363] 2
[[968,666,38]]3 [327,363] 2
[[968,676,36]]3 [329,363] 2
[[976,952,4]]3 [304,306] 2

Jump to: q=2 | q=3 | q=4 | q=5 | q=7 | q=8 | q=9

q=4

C A kappa
[[221,179,6]]4 [99,103] 2
[[221,191,5]]4 [100,103] 2
[[221,203,4]]4 [101,103] 2
[[493,451,4]]4 [220,222] 2
[[629,607,3]]4 [221,222] 2
[[697,627,6]]4 [321,325] 2
[[697,647,5]]4 [508,511] 2
[[697,667,4]]4 [509,511] 2

Jump to: q=2 | q=3 | q=4 | q=5 | q=7 | q=8 | q=9

q=5

C A kappa
[[84,70,4]]5 [33,35] 2
[[84,76,3]]5 [34,35] 2
[[168,136,7]]5 [30,35] 2
[[168,142,6]]5 [31,35] 2
[[168,148,5]]5 [32,35] 2
[[168,128,9]]5 [63,70] 2
[[182,148,6]]5 [49,53] 2
[[182,152,5]]5 [50,53] 2
[[182,164,4]]5 [51,53] 2
[[252,244,3]]5 [104,105] 2
[[273,251,4]]5 [76,78] 2
[[273,263,3]]5 [77,78] 2
[[348,332,3]]5 [145,146] 2
[[357,335,3]]5 [322,323] 2
[[399,357,5]]5 [360,363] 2
[[434,302,25]]5 [103,126] 2
[[434,308,24]]5 [104,126] 2
[[434,314,23]]5 [105,126] 2
[[434,320,22]]5 [106,126] 2
[[449,435,3]]5 [74,75] 2
[[462,446,3]]5 [132,133] 2
[[496,184,44]]5 [124,166] 2
[[504,484,5]]5 [102,105] 2
[[521,501,4]]5 [85,87] 2
[[521,491,5]]5 [85,88] 2
[[521,471,8]]5 [85,91] 2
[[521,511,3]]5 [86,87] 2
[[521,481,7]]5 [86,91] 2
[[546,500,6]]5 [152,156] 2
[[546,512,5]]5 [153,156] 2
[[546,524,4]]5 [154,156] 2
[[546,536,3]]5 [195,196] 2
[[546,464,10]]5 [242,250] 2
[[546,476,9]]5 [243,250] 2
[[546,488,8]]5 [244,250] 2
[[693,677,3]]5 [252,253] 2
[[696,638,6]]5 [141,145] 2
[[696,624,7]]5 [141,146] 2
[[696,652,5]]5 [142,145] 2
[[713,685,3]]5 [92,93] 2
[[714,692,3]]5 [203,204] 2
[[819,797,4]]5 [167,169] 2
[[819,809,3]]5 [168,169] 2
[[819,749,9]]5 [334,341] 2
[[819,761,8]]5 [335,341] 2
[[897,871,3]]5 [506,507] 2
[[898,856,5]]5 [147,150] 2
[[898,870,4]]5 [148,150] 2

Jump to: q=2 | q=3 | q=4 | q=5 | q=7 | q=8 | q=9

q=7

C A kappa
[[43,37,3]]7 [16,17] 2
[[86,74,4]]7 [32,34] 2
[[86,68,5]]7 [32,35] 2
[[129,105,6]]7 [34,38] 2
[[129,111,5]]7 [35,38] 2
[[129,115,4]]7 [43,45] 2
[[191,181,3]]7 [167,168] 2
[[215,197,4]]7 [204,206] 2
[[220,206,3]]7 [99,100] 2
[[258,210,10]]7 [68,76] 2
[[258,216,9]]7 [69,76] 2
[[258,222,8]]7 [70,76] 2
[[275,261,3]]7 [99,100] 2
[[275,241,5]]7 [198,201] 2
[[382,342,6]]7 [95,99] 2
[[382,352,5]]7 [142,145] 2
[[382,362,4]]7 [143,145] 2
[[387,331,12]]7 [127,137] 2
[[387,337,11]]7 [128,137] 2
[[387,295,19]]7 [128,145] 2
[[387,343,10]]7 [129,137] 2
[[387,301,18]]7 [129,145] 2
[[387,303,17]]7 [130,145] 2
[[387,309,16]]7 [131,145] 2
[[387,315,15]]7 [132,145] 2
[[387,321,14]]7 [133,145] 2
[[387,327,13]]7 [134,145] 2
[[430,388,6]]7 [193,197] 2
[[430,400,5]]7 [203,206] 2
[[430,412,4]]7 [204,206] 2
[[440,426,3]]7 [99,100] 2
[[516,472,9]]7 [208,215] 2
[[516,466,10]]7 [208,216] 2
[[516,460,11]]7 [208,217] 2
[[516,454,12]]7 [208,218] 2
[[516,478,8]]7 [209,215] 2
[[516,484,7]]7 [210,215] 2
[[516,490,6]]7 [211,215] 2
[[516,496,5]]7 [212,215] 2
[[516,502,4]]7 [213,215] 2
[[550,520,4]]7 [74,76] 2
[[550,500,6]]7 [123,127] 2
[[550,516,5]]7 [198,201] 2
[[559,481,10]]7 [70,78] 2
[[559,469,11]]7 [70,79] 2
[[559,457,12]]7 [70,80] 2
[[559,493,8]]7 [72,78] 2
[[559,505,7]]7 [73,78] 2
[[559,517,6]]7 [74,78] 2
[[559,529,5]]7 [75,78] 2
[[573,551,4]]7 [190,192] 2
[[573,503,9]]7 [363,370] 2
[[573,513,8]]7 [364,370] 2
[[573,523,7]]7 [365,370] 2
[[573,533,6]]7 [366,370] 2
[[573,543,5]]7 [367,370] 2
[[638,614,3]]7 [87,88] 2
[[645,585,8]]7 [89,95] 2
[[645,603,6]]7 [90,94] 2
[[645,597,7]]7 [90,95] 2
[[688,680,3]]7 [128,129] 2
[[764,714,7]]7 [94,99] 2
[[764,704,8]]7 [94,100] 2
[[764,694,9]]7 [94,101] 2
[[764,684,10]]7 [94,102] 2
[[764,674,11]]7 [94,103] 2
[[764,724,6]]7 [95,99] 2
[[774,702,14]]7 [97,109] 2
[[774,696,15]]7 [97,110] 2
[[774,690,16]]7 [97,111] 2
[[774,684,17]]7 [97,112] 2
[[774,678,18]]7 [97,113] 2
[[774,672,19]]7 [97,114] 2
[[774,720,11]]7 [136,145] 2
[[774,714,12]]7 [136,146] 2
[[774,708,13]]7 [136,147] 2
[[774,726,10]]7 [137,145] 2
[[855,767,11]]7 [105,114] 2
[[855,761,12]]7 [105,115] 2
[[860,818,6]]7 [193,197] 2
[[860,788,9]]7 [230,237] 2
[[860,826,5]]7 [298,301] 2
[[860,838,4]]7 [299,301] 2
[[860,850,3]]7 [300,301] 2
[[946,930,3]]7 [429,430] 2

Jump to: q=2 | q=3 | q=4 | q=5 | q=7 | q=8 | q=9

q=8

C A kappa
[[19,7,3]]8 [6,7] 2
[[57,45,3]]8 [13,14] 2
[[57,39,5]]8 [25,28] 2
[[57,27,6]]8 [51,55] 2
[[57,21,7]]8 [51,56] 2
[[95,29,8]]8 [81,87] 2
[[95,53,7]]8 [88,93] 2
[[95,77,4]]8 [89,91] 2
[[95,65,6]]8 [89,93] 2
[[133,83,11]]8 [15,24] 2
[[133,77,12]]8 [15,25] 2
[[133,71,13]]8 [15,26] 2
[[133,65,14]]8 [15,27] 2
[[133,89,10]]8 [16,24] 2
[[133,95,9]]8 [17,24] 2
[[171,159,3]]8 [20,21] 2
[[171,153,4]]8 [39,41] 2
[[171,147,5]]8 [39,42] 2
[[171,141,6]]8 [39,43] 2
[[209,193,3]]8 [76,77] 2
[[247,237,3]]8 [38,39] 2
[[247,189,8]]8 [190,196] 2
[[247,229,4]]8 [194,196] 2
[[285,251,5]]8 [35,38] 2
[[285,189,11]]8 [81,90] 2
[[285,201,10]]8 [82,90] 2
[[285,213,9]]8 [83,90] 2
[[285,225,8]]8 [84,90] 2
[[285,243,6]]8 [85,89] 2
[[285,237,7]]8 [85,90] 2
[[285,155,14]]8 [128,140] 2
[[285,167,13]]8 [129,140] 2
[[285,179,12]]8 [130,140] 2
[[285,263,4]]8 [133,135] 2
[[285,275,3]]8 [265,266] 2
[[323,269,5]]8 [117,120] 2
[[323,293,4]]8 [118,120] 2
[[323,245,7]]8 [118,123] 2
[[365,223,16]]8 [73,87] 2
[[365,281,11]]8 [327,336] 2
[[365,269,12]]8 [327,337] 2
[[365,257,13]]8 [327,338] 2
[[365,239,15]]8 [327,340] 2
[[365,293,10]]8 [328,336] 2
[[365,251,14]]8 [328,340] 2
[[399,361,8]]8 [57,63] 2
[[399,355,9]]8 [57,64] 2
[[399,349,10]]8 [57,65] 2
[[399,343,11]]8 [57,66] 2
[[399,337,12]]8 [57,67] 2
[[399,331,13]]8 [57,68] 2
[[399,325,14]]8 [57,69] 2
[[399,319,15]]8 [113,126] 2
[[399,313,16]]8 [113,127] 2
[[399,307,17]]8 [113,128] 2
[[399,301,18]]8 [136,152] 2
[[399,295,19]]8 [314,331] 2
[[399,289,20]]8 [363,381] 2
[[399,283,21]]8 [363,382] 2
[[399,265,25]]8 [363,386] 2
[[399,271,24]]8 [364,386] 2
[[399,277,23]]8 [365,386] 2
[[513,501,3]]8 [58,59] 2
[[513,495,4]]8 [58,60] 2
[[513,489,5]]8 [58,61] 2
[[513,483,6]]8 [58,62] 2
[[513,477,7]]8 [58,63] 2
[[513,471,8]]8 [120,126] 2
[[589,553,4]]8 [186,188] 2
[[589,513,6]]8 [186,190] 2
[[627,531,6]]8 [139,143] 2
[[627,501,7]]8 [139,144] 2
[[627,581,4]]8 [284,286] 2
[[627,611,3]]8 [285,286] 2
[[627,561,5]]8 [504,507] 2
[[631,331,22]]8 [500,520] 5
[[631,316,23]]8 [500,521] 5
[[703,613,10]]8 [554,562] 2
[[703,625,9]]8 [555,562] 2
[[741,611,14]]8 [83,95] 2
[[741,623,13]]8 [84,95] 2
[[741,635,12]]8 [85,95] 2
[[741,647,11]]8 [86,95] 2
[[741,659,10]]8 [87,95] 2
[[741,675,8]]8 [88,94] 2
[[741,671,9]]8 [88,95] 2
[[741,683,7]]8 [90,95] 2
[[741,695,6]]8 [91,95] 2
[[741,707,5]]8 [114,117] 2
[[741,719,4]]8 [323,325] 2
[[741,557,19]]8 [347,364] 2
[[741,569,18]]8 [348,364] 2
[[741,581,17]]8 [349,364] 2
[[741,593,16]]8 [350,364] 2
[[741,605,15]]8 [351,364] 2
[[741,731,3]]8 [702,703] 2
[[763,593,17]]8 [218,233] 2
[[763,581,18]]8 [218,234] 2
[[803,787,3]]8 [583,584] 2
[[817,797,3]]8 [645,646] 2
[[855,809,6]]8 [131,135] 2
[[855,821,5]]8 [132,135] 2
[[855,833,4]]8 [133,135] 2
[[855,659,21]]8 [198,217] 2
[[855,647,22]]8 [198,218] 2
[[855,635,23]]8 [198,219] 2
[[855,671,20]]8 [199,217] 2
[[855,683,19]]8 [200,217] 2
[[855,689,18]]8 [201,217] 2
[[855,701,17]]8 [202,217] 2
[[855,779,9]]8 [203,210] 2
[[855,713,16]]8 [203,217] 2
[[855,791,8]]8 [204,210] 2
[[855,725,15]]8 [204,217] 2
[[855,803,7]]8 [205,210] 2
[[855,737,14]]8 [205,217] 2
[[855,743,13]]8 [206,217] 2
[[855,755,12]]8 [207,217] 2
[[855,767,11]]8 [208,217] 2
[[855,845,3]]8 [209,210] 2
[[969,955,3]]8 [152,153] 2

q=9

No wrong codes.

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