Parameters of some GF(4)-linear quantum twisted codes

C A kappa
[[14,6,3]]4 [1,2] 3
[[13,1,3]]4 [1,2] 3
[[14,0,4]]4 [1,3] 3
[[18,12,3]]4 [1,2] 2
[[17,9,3]]4 [1,2] 2
[[18,8,4]]4 [1,3] 2
[[17,5,4]]4 [1,3] 2
[[18,4,5]]4 [1,4] 2
[[26,14,3]]4 [1,2] 5
[[36,28,3]]4 [1,2] 3
[[36,22,4]]4 [1,3] 3
[[35,20,4]]4 [3,5] 3
[[35,26,3]]4 [4,5] 3
[[35,14,5]]4 [8,11] 3
[[35,8,6]]4 [9,13] 3
[[40,32,3]]4 [1,2] 3
[[40,26,4]]4 [1,3] 3
[[40,20,5]]4 [1,4] 3
[[40,14,6]]4 [1,5] 3
[[39,9,6]]4 [1,5] 3
[[40,8,7]]4 [1,6] 3
[[39,3,7]]4 [1,6] 3
[[40,2,8]]4 [1,7] 3
[[39,37,2]]4 [13,13] 3
[[39,31,3]]4 [13,14] 3
[[39,25,4]]4 [25,27] 3
[[39,19,5]]4 [25,28] 3
[[46,38,3]]4 [1,2] 3
[[46,32,4]]4 [1,3] 3
[[46,28,5]]4 [1,4] 3
[[46,22,6]]4 [1,5] 3
[[46,19,7]]4 [1,6] 3
[[46,15,8]]4 [1,7] 3
[[45,10,8]]4 [1,7] 3
[[46,9,9]]4 [1,8] 3
[[45,22,6]]4 [2,6] 3
[[45,32,4]]4 [3,5] 3
[[45,28,5]]4 [3,6] 3
[[45,38,3]]4 [5,6] 3
[[45,18,7]]4 [10,15] 3
[[45,43,2]]4 [15,15] 3
[[52,46,3]]4 [1,2] 2
[[52,42,4]]4 [1,3] 2
[[51,15,11]]4 [1,10] 2
[[52,14,12]]4 [1,11] 2
[[51,19,10]]4 [2,10] 2
[[51,23,9]]4 [3,10] 2
[[51,27,8]]4 [4,10] 2
[[51,31,7]]4 [5,10] 2
[[51,35,6]]4 [6,10] 2
[[51,39,5]]4 [7,10] 2
[[51,45,3]]4 [16,17] 2
[[51,41,4]]4 [16,18] 2
[[51,49,2]]4 [17,17] 2
[[66,58,3]]4 [1,2] 3
[[65,53,3]]4 [1,2] 3
[[66,52,4]]4 [1,3] 3
[[65,47,4]]4 [1,3] 3
[[66,46,5]]4 [1,4] 3
[[65,41,5]]4 [33,36] 3
[[76,64,3]]4 [1,2] 5
[[76,54,4]]4 [1,3] 5
[[75,73,2]]4 [25,25] 5
[[75,63,3]]4 [25,26] 5
[[86,80,3]]4 [1,2] 2
[[85,77,3]]4 [1,2] 2
[[86,76,4]]4 [1,3] 2
[[85,73,4]]4 [1,3] 2
[[86,72,5]]4 [1,4] 2
[[85,69,5]]4 [1,4] 2
[[86,68,6]]4 [1,5] 2
[[85,45,12]]4 [1,11] 2
[[86,44,13]]4 [1,12] 2
[[85,41,13]]4 [1,12] 2
[[86,40,14]]4 [1,13] 2
[[85,37,14]]4 [1,13] 2
[[86,36,15]]4 [1,14] 2
[[85,33,15]]4 [1,14] 2
[[86,32,16]]4 [1,15] 2
[[85,29,17]]4 [1,16] 2
[[86,28,18]]4 [1,17] 2
[[85,49,11]]4 [2,11] 2
[[85,53,10]]4 [3,11] 2
[[85,57,9]]4 [4,11] 2
[[85,61,8]]4 [5,11] 2
[[85,65,7]]4 [6,11] 2
[[87,85,2]]4 [29,29] 7
[[92,84,3]]4 [1,2] 3
[[92,78,4]]4 [1,3] 3
[[91,82,3]]4 [12,13] 3
[[106,98,3]]4 [1,2] 3
[[106,92,4]]4 [1,3] 3
[[106,86,5]]4 [1,4] 3
[[106,80,6]]4 [1,5] 3
[[106,77,7]]4 [1,6] 3
[[106,71,8]]4 [1,7] 3
[[106,67,9]]4 [1,8] 3
[[106,61,10]]4 [1,9] 3
[[105,80,6]]4 [3,7] 3
[[105,86,5]]4 [4,7] 3
[[105,92,4]]4 [5,7] 3
[[105,71,8]]4 [9,15] 3
[[105,65,9]]4 [9,16] 3
[[105,59,10]]4 [9,17] 3
[[105,77,7]]4 [10,15] 3
[[105,98,3]]4 [14,15] 3
[[105,103,2]]4 [35,35] 3
[[111,109,2]]4 [37,37] 3
[[118,110,3]]4 [1,2] 3
[[118,104,4]]4 [1,3] 3
[[118,98,5]]4 [1,4] 3
[[118,92,6]]4 [1,5] 3
[[118,86,7]]4 [1,6] 3
[[118,80,8]]4 [1,7] 3
[[117,103,4]]4 [37,39] 3
[[117,97,5]]4 [37,40] 3
[[117,91,6]]4 [37,41] 3
[[117,85,7]]4 [37,42] 3
[[117,79,8]]4 [37,43] 3
[[117,73,9]]4 [37,44] 3
[[117,109,3]]4 [38,39] 3
[[117,115,2]]4 [39,39] 3
[[117,67,10]]4 [73,81] 3
[[117,49,14]]4 [77,89] 3
[[117,55,13]]4 [78,89] 3
[[117,57,12]]4 [79,89] 3
[[117,63,11]]4 [80,89] 3
[[124,112,3]]4 [1,2] 5
[[123,111,3]]4 [40,41] 5
[[123,121,2]]4 [41,41] 5
[[135,122,3]]4 [9,10] 3
[[135,133,2]]4 [45,45] 3
[[143,127,3]]4 [77,78] 3
[[146,130,3]]4 [1,2] 7
[[146,116,4]]4 [1,3] 7
[[146,102,5]]4 [1,4] 7
[[153,109,7]]4 [5,10] 2
[[153,121,6]]4 [6,10] 2
[[153,71,12]]4 [11,21] 2
[[153,87,10]]4 [12,20] 2
[[153,83,11]]4 [12,21] 2
[[153,103,8]]4 [14,20] 2
[[153,99,9]]4 [14,21] 2
[[153,131,4]]4 [15,17] 2
[[153,127,5]]4 [15,18] 2
[[153,143,3]]4 [17,18] 2
[[153,151,2]]4 [51,51] 2
[[156,144,3]]4 [1,2] 5
[[156,134,4]]4 [1,3] 5
[[155,110,7]]4 [52,57] 5
[[159,157,2]]4 [53,53] 13
[[165,126,6]]4 [7,11] 5
[[165,91,10]]4 [7,15] 5
[[165,136,5]]4 [8,11] 5
[[165,101,9]]4 [8,15] 5
[[165,146,4]]4 [9,11] 5
[[165,111,8]]4 [9,15] 5
[[165,156,3]]4 [10,11] 5
[[165,121,7]]4 [10,15] 5
[[165,66,13]]4 [14,25] 5
[[165,76,12]]4 [15,25] 5
[[165,163,2]]4 [55,55] 5
[[183,181,2]]4 [61,61] 3
[[186,166,3]]4 [1,2] 3
[[185,149,4]]4 [94,96] 3
[[187,173,3]]4 [33,34] 2
[[187,137,6]]4 [49,53] 2
[[187,157,4]]4 [50,52] 2
[[187,153,5]]4 [66,69] 2
[[187,113,8]]4 [132,138] 2
[[196,188,3]]4 [1,2] 3
[[196,182,4]]4 [1,3] 3
[[196,134,12]]4 [1,11] 3
[[196,128,13]]4 [1,12] 3
[[195,143,11]]4 [25,34] 3
[[195,149,10]]4 [26,34] 3
[[195,153,9]]4 [27,34] 3
[[195,159,8]]4 [28,34] 3
[[195,165,7]]4 [29,34] 3
[[195,171,6]]4 [30,34] 3
[[195,177,5]]4 [31,34] 3
[[195,187,3]]4 [64,65] 3
[[195,181,4]]4 [64,66] 3
[[195,193,2]]4 [65,65] 3
[[195,131,12]]4 [104,114] 3
[[206,194,3]]4 [1,2] 5
[[206,184,4]]4 [1,3] 5
[[216,200,3]]4 [1,2] 7
[[216,186,4]]4 [1,3] 7
[[221,209,3]]4 [59,60] 2
[[221,169,7]]4 [74,79] 2
[[221,179,6]]4 [99,103] 2
[[221,191,5]]4 [100,103] 2
[[221,203,4]]4 [101,103] 2
[[225,223,2]]4 [75,75] 3
[[241,229,3]]4 [85,86] 2
[[241,217,5]]4 [119,122] 2
[[241,205,6]]4 [119,123] 2
[[247,232,3]]4 [38,39] 3
[[256,250,3]]4 [1,2] 2
[[256,246,4]]4 [1,3] 2
[[256,242,5]]4 [1,4] 2
[[256,238,6]]4 [1,5] 2
[[256,234,7]]4 [1,6] 2
[[256,230,8]]4 [1,7] 2
[[256,226,9]]4 [1,8] 2
[[256,222,10]]4 [1,9] 2
[[256,218,11]]4 [1,10] 2
[[256,214,12]]4 [1,11] 2
[[256,210,13]]4 [1,12] 2
[[256,206,14]]4 [1,13] 2
[[256,202,15]]4 [1,14] 2
[[256,198,16]]4 [1,15] 2
[[255,195,17]]4 [1,16] 2
[[256,194,18]]4 [1,17] 2
[[255,193,18]]4 [1,17] 2
[[256,192,19]]4 [1,18] 2
[[256,188,20]]4 [1,19] 2
[[256,184,21]]4 [1,20] 2
[[256,180,22]]4 [1,21] 2
[[256,176,23]]4 [1,22] 2
[[256,172,24]]4 [1,23] 2
[[256,168,25]]4 [1,24] 2
[[256,164,26]]4 [1,25] 2
[[256,160,27]]4 [1,26] 2
[[256,156,28]]4 [1,27] 2
[[256,152,29]]4 [1,28] 2
[[256,148,30]]4 [1,29] 2
[[256,144,31]]4 [1,30] 2
[[256,140,32]]4 [1,31] 2
[[255,137,34]]4 [1,33] 2
[[256,136,35]]4 [1,34] 2
[[255,135,35]]4 [1,34] 2
[[256,134,36]]4 [1,35] 2
[[255,131,36]]4 [1,35] 2
[[256,130,37]]4 [1,36] 2
[[255,127,37]]4 [1,36] 2
[[256,126,38]]4 [1,37] 2
[[255,123,38]]4 [1,37] 2
[[256,122,39]]4 [1,38] 2
[[255,119,39]]4 [1,38] 2
[[256,118,40]]4 [1,39] 2
[[255,115,40]]4 [1,39] 2
[[256,114,41]]4 [1,40] 2
[[255,111,41]]4 [1,40] 2
[[256,110,42]]4 [1,41] 2
[[255,107,42]]4 [1,41] 2
[[256,106,43]]4 [1,42] 2
[[255,103,43]]4 [1,42] 2
[[256,102,44]]4 [1,43] 2
[[255,99,44]]4 [1,43] 2
[[256,98,45]]4 [1,44] 2
[[255,95,45]]4 [1,44] 2
[[256,94,46]]4 [1,45] 2
[[255,91,46]]4 [1,45] 2
[[256,90,47]]4 [1,46] 2
[[255,87,47]]4 [1,46] 2
[[256,86,48]]4 [1,47] 2
[[255,83,51]]4 [1,50] 2
[[256,82,52]]4 [1,51] 2
[[255,197,16]]4 [3,17] 2
[[255,201,15]]4 [4,17] 2
[[255,205,14]]4 [5,17] 2
[[255,143,31]]4 [5,34] 2
[[255,209,13]]4 [6,17] 2
[[255,147,30]]4 [6,34] 2
[[255,213,12]]4 [7,17] 2
[[255,151,29]]4 [7,34] 2
[[255,217,11]]4 [8,17] 2
[[255,155,28]]4 [8,34] 2
[[255,221,10]]4 [9,17] 2
[[255,159,27]]4 [9,34] 2
[[255,225,9]]4 [10,17] 2
[[255,163,26]]4 [10,34] 2
[[255,229,8]]4 [11,17] 2
[[255,167,25]]4 [11,34] 2
[[255,233,7]]4 [12,17] 2
[[255,171,24]]4 [12,34] 2
[[255,237,6]]4 [13,17] 2
[[255,175,23]]4 [13,34] 2
[[255,241,5]]4 [14,17] 2
[[255,179,22]]4 [14,34] 2
[[255,245,4]]4 [15,17] 2
[[255,183,21]]4 [15,34] 2
[[255,249,3]]4 [16,17] 2
[[255,187,20]]4 [16,34] 2
[[255,253,2]]4 [17,17] 2
[[255,191,19]]4 [17,34] 2
[[261,259,2]]4 [87,87] 3
[[274,266,3]]4 [1,2] 3
[[274,260,4]]4 [1,3] 3
[[274,254,5]]4 [1,4] 3
[[274,248,6]]4 [1,5] 3
[[274,242,7]]4 [1,6] 3
[[274,236,8]]4 [1,7] 3
[[274,230,9]]4 [1,8] 3
[[274,224,10]]4 [1,9] 3
[[273,235,8]]4 [85,91] 3
[[273,229,9]]4 [85,92] 3
[[273,223,10]]4 [85,93] 3
[[273,241,7]]4 [86,91] 3
[[273,247,6]]4 [87,91] 3
[[273,253,5]]4 [88,91] 3
[[273,259,4]]4 [89,91] 3
[[273,265,3]]4 [90,91] 3
[[273,271,2]]4 [91,91] 3
[[285,272,3]]4 [19,20] 3
[[285,283,2]]4 [95,95] 3
[[291,289,2]]4 [97,97] 2
[[303,301,2]]4 [101,101] 5
[[305,275,3]]4 [67,68] 3
[[316,308,3]]4 [1,2] 3
[[316,302,4]]4 [1,3] 3
[[316,296,5]]4 [1,4] 3
[[316,290,6]]4 [1,5] 3
[[316,287,7]]4 [1,6] 3
[[316,281,8]]4 [1,7] 3
[[316,275,9]]4 [1,8] 3
[[316,269,10]]4 [1,9] 3
[[316,263,11]]4 [1,10] 3
[[316,260,12]]4 [1,11] 3
[[316,254,13]]4 [1,12] 3
[[316,248,14]]4 [1,13] 3
[[316,242,15]]4 [1,14] 3
[[316,236,16]]4 [1,15] 3
[[315,234,17]]4 [1,16] 3
[[316,233,18]]4 [1,17] 3
[[315,228,18]]4 [1,17] 3
[[316,227,19]]4 [1,18] 3
[[315,222,19]]4 [1,18] 3
[[316,221,20]]4 [1,19] 3
[[315,263,11]]4 [12,21] 3
[[315,242,15]]4 [12,25] 3
[[315,236,16]]4 [12,26] 3
[[315,269,10]]4 [13,21] 3
[[315,248,14]]4 [13,25] 3
[[315,275,9]]4 [14,21] 3
[[315,254,13]]4 [14,25] 3
[[315,281,8]]4 [15,21] 3
[[315,260,12]]4 [15,25] 3
[[315,290,6]]4 [17,21] 3
[[315,296,5]]4 [18,21] 3
[[315,302,4]]4 [19,21] 3
[[315,215,20]]4 [19,37] 3
[[315,308,3]]4 [20,21] 3
[[315,287,7]]4 [20,25] 3
[[315,313,2]]4 [105,105] 3
[[327,325,2]]4 [109,109] 3
[[334,314,3]]4 [1,2] 3
[[333,313,3]]4 [110,111] 3
[[333,331,2]]4 [111,111] 3
[[340,324,3]]4 [1,2] 7
[[340,310,4]]4 [1,3] 7
[[339,323,3]]4 [112,113] 7
[[339,337,2]]4 [113,113] 7
[[339,309,4]]4 [226,228] 7
[[345,330,3]]4 [45,46] 11
[[345,343,2]]4 [115,115] 11
[[351,294,6]]4 [9,13] 3
[[351,318,4]]4 [11,13] 3
[[351,336,3]]4 [12,13] 3
[[351,312,5]]4 [12,15] 3
[[351,349,2]]4 [117,117] 3
[[357,323,5]]4 [14,17] 2
[[357,289,9]]4 [21,28] 2
[[357,305,7]]4 [23,28] 2
[[357,317,6]]4 [24,28] 2
[[357,335,4]]4 [33,35] 2
[[357,347,3]]4 [34,35] 2
[[357,271,11]]4 [62,71] 2
[[357,283,10]]4 [63,71] 2
[[357,299,8]]4 [65,71] 2
[[357,355,2]]4 [119,119] 2
[[365,338,4]]4 [29,31] 3
[[369,367,2]]4 [123,123] 3
[[369,353,3]]4 [41,42] 5
[[375,373,2]]4 [125,125] 5
[[385,369,3]]4 [175,176] 3
[[385,348,4]]4 [20,22] 5
[[398,374,3]]4 [1,2] 11
[[398,352,4]]4 [1,3] 11
[[398,330,5]]4 [1,4] 11
[[403,337,5]]4 [30,33] 3
[[403,367,4]]4 [31,33] 3
[[403,327,6]]4 [62,66] 3
[[405,403,2]]4 [135,135] 3
[[407,379,3]]4 [296,297] 3
[[411,409,2]]4 [137,137] 17
[[425,297,10]]4 [3,11] 2
[[425,317,9]]4 [4,11] 2
[[425,337,8]]4 [5,11] 2
[[425,273,12]]4 [5,15] 2
[[425,387,4]]4 [15,17] 5
[[425,407,3]]4 [34,35] 5
[[425,261,13]]4 [55,66] 5
[[425,289,11]]4 [57,66] 5
[[425,357,6]]4 [86,90] 5
[[425,377,5]]4 [110,113] 5
[[425,349,7]]4 [110,115] 5
[[429,413,3]]4 [65,66] 3
[[429,427,2]]4 [143,143] 3
[[436,420,3]]4 [1,2] 7
[[436,406,4]]4 [1,3] 7
[[436,392,5]]4 [1,4] 7
[[436,378,6]]4 [1,5] 7
[[436,364,7]]4 [1,6] 7
[[436,350,8]]4 [1,7] 7
[[436,336,9]]4 [1,8] 7
[[436,322,10]]4 [1,9] 7
[[435,309,10]]4 [1,9] 7
[[436,308,11]]4 [1,10] 7
[[435,295,11]]4 [1,10] 7
[[436,294,12]]4 [1,11] 7
[[435,281,12]]4 [1,11] 7
[[436,280,13]]4 [1,12] 7
[[435,361,7]]4 [28,33] 7
[[435,347,8]]4 [28,34] 7
[[435,333,9]]4 [28,35] 7
[[435,433,2]]4 [145,145] 7
[[435,419,3]]4 [145,146] 7
[[435,267,13]]4 [218,229] 7
[[435,405,4]]4 [289,291] 7
[[435,391,5]]4 [289,292] 7
[[435,377,6]]4 [289,293] 7
[[446,422,3]]4 [1,2] 11
[[447,445,2]]4 [149,149] 37
[[452,440,3]]4 [1,2] 5
[[452,430,4]]4 [1,3] 5
[[451,426,4]]4 [39,41] 5
[[451,436,3]]4 [40,41] 5
[[456,448,3]]4 [1,2] 3
[[456,442,4]]4 [1,3] 3
[[456,436,5]]4 [1,4] 3
[[456,430,6]]4 [1,5] 3
[[456,364,18]]4 [1,17] 3
[[456,358,19]]4 [1,18] 3
[[456,352,20]]4 [1,19] 3
[[456,346,21]]4 [1,20] 3
[[456,340,22]]4 [1,21] 3
[[456,334,23]]4 [1,22] 3
[[456,328,24]]4 [1,23] 3
[[456,322,25]]4 [1,24] 3
[[456,316,26]]4 [1,25] 3
[[456,310,27]]4 [1,26] 3
[[456,304,28]]4 [1,27] 3
[[455,413,9]]4 [29,36] 3
[[455,407,10]]4 [29,37] 3
[[455,401,11]]4 [29,38] 3
[[455,395,12]]4 [29,39] 3
[[455,389,13]]4 [29,40] 3
[[455,383,14]]4 [29,41] 3
[[455,377,15]]4 [29,42] 3
[[455,368,17]]4 [57,72] 3
[[455,362,18]]4 [57,73] 3
[[455,356,19]]4 [57,74] 3
[[455,350,20]]4 [57,75] 3
[[455,344,21]]4 [57,76] 3
[[455,338,22]]4 [57,77] 3
[[455,332,23]]4 [57,78] 3
[[455,326,24]]4 [57,79] 3
[[455,320,25]]4 [57,80] 3
[[455,374,16]]4 [58,72] 3
[[455,428,6]]4 [61,65] 3
[[455,434,5]]4 [62,65] 3
[[455,440,4]]4 [63,65] 3
[[455,446,3]]4 [64,65] 3
[[455,419,8]]4 [151,157] 3
[[455,425,7]]4 [152,157] 3
[[455,302,28]]4 [241,267] 3
[[455,308,27]]4 [242,267] 3
[[455,314,26]]4 [243,267] 3
[[459,457,2]]4 [153,153] 2
[[465,446,4]]4 [29,31] 5
[[465,456,3]]4 [30,31] 5
[[465,463,2]]4 [155,155] 5
[[471,469,2]]4 [157,157] 13
[[477,475,2]]4 [159,159] 3
[[482,462,3]]4 [1,2] 3
[[481,457,3]]4 [37,38] 3
[[493,465,3]]4 [110,111] 2
[[493,451,4]]4 [220,222] 2
[[495,479,3]]4 [44,45] 3
[[495,493,2]]4 [165,165] 3
[[495,458,4]]4 [9,11] 5
[[495,448,5]]4 [9,12] 5
[[507,505,2]]4 [169,169] 3
[[519,517,2]]4 [173,173] 43
[[525,523,2]]4 [175,175] 3
[[525,479,4]]4 [48,50] 5
[[525,509,3]]4 [49,50] 5
[[527,473,6]]4 [31,35] 2
[[527,453,7]]4 [31,36] 2
[[527,433,8]]4 [31,37] 2
[[527,513,3]]4 [186,187] 2
[[527,483,5]]4 [278,281] 2
[[527,503,4]]4 [279,281] 2
[[543,541,2]]4 [181,181] 3
[[545,527,3]]4 [272,273] 3
[[545,509,4]]4 [272,274] 3
[[545,491,5]]4 [272,275] 3
[[545,455,7]]4 [272,277] 3
[[545,437,8]]4 [272,278] 3
[[545,419,9]]4 [272,279] 3
[[549,547,2]]4 [183,183] 3
[[556,536,3]]4 [1,2] 3
[[556,518,4]]4 [1,3] 3
[[555,483,6]]4 [40,44] 3
[[555,501,5]]4 [41,44] 3
[[555,535,3]]4 [184,185] 3
[[555,517,4]]4 [184,186] 3
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[[555,465,7]]4 [460,465] 3
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[[561,427,10]]4 [14,22] 2
[[561,447,9]]4 [30,37] 2
[[561,467,8]]4 [31,37] 2
[[561,517,5]]4 [75,78] 2
[[561,559,2]]4 [187,187] 2
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[[561,548,3]]4 [153,154] 5
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[[566,522,5]]4 [1,4] 7
[[565,481,7]]4 [289,294] 7
[[565,453,9]]4 [289,296] 7
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[[585,519,13]]4 [91,102] 3
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[[585,571,4]]4 [193,195] 3
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[[595,585,3]]4 [34,35] 2
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[[615,585,5]]4 [101,104] 5
[[615,613,2]]4 [205,205] 5
[[615,603,3]]4 [205,206] 5
[[615,593,4]]4 [409,411] 5
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[[697,627,6]]4 [321,325] 2
[[697,647,5]]4 [508,511] 2
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[[723,663,7]]4 [13,18] 2
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[[723,579,14]]4 [94,106] 2
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[[945,879,7]]4 [5,10] 3
[[945,776,15]]4 [50,63] 3
[[945,869,8]]4 [60,66] 3
[[945,890,6]]4 [62,66] 3
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[[945,833,11]]4 [63,72] 3
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[[945,932,3]]4 [125,126] 3
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[[945,817,12]]4 [305,315] 3
[[945,943,2]]4 [315,315] 3
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[[957,933,3]]4 [87,88] 7
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[[975,923,4]]4 [25,27] 5
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[[982,926,5]]4 [1,4] 3
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[[981,801,13]]4 [21,32] 3
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[[981,871,8]]4 [325,331] 3
[[981,961,3]]4 [326,327] 3
[[981,979,2]]4 [327,327] 3
[[1000,980,3]]4 [1,2] 3
[[1000,962,4]]4 [1,3] 3
[[1000,944,5]]4 [1,4] 3
[[1000,926,6]]4 [1,5] 3
[[1000,908,7]]4 [1,6] 3
[[1000,890,8]]4 [1,7] 3
[[999,873,9]]4 [1,8] 3
[[1000,872,10]]4 [1,9] 3
[[999,855,11]]4 [1,10] 3
[[1000,854,12]]4 [1,11] 3
[[1000,836,13]]4 [1,12] 3
[[1000,818,14]]4 [1,13] 3
[[1000,800,15]]4 [1,14] 3
[[1000,782,16]]4 [1,15] 3
[[999,765,17]]4 [1,16] 3
[[1000,764,18]]4 [1,17] 3
[[1000,746,19]]4 [1,18] 3
[[1000,728,20]]4 [1,19] 3
[[1000,710,22]]4 [1,21] 3
[[1000,692,23]]4 [1,22] 3
[[1000,674,24]]4 [1,23] 3
[[1000,656,27]]4 [1,26] 3
[[1000,638,28]]4 [1,27] 3
[[1000,620,29]]4 [1,28] 3
[[1000,602,30]]4 [1,29] 3
[[1000,584,32]]4 [1,31] 3
[[1000,566,34]]4 [1,33] 3
[[1000,548,35]]4 [1,34] 3
[[1000,530,36]]4 [1,35] 3
[[999,891,8]]4 [2,8] 3
[[999,871,10]]4 [325,333] 3
[[999,907,7]]4 [328,333] 3
[[999,925,6]]4 [329,333] 3
[[999,781,16]]4 [329,343] 3
[[999,943,5]]4 [330,333] 3
[[999,799,15]]4 [330,343] 3
[[999,961,4]]4 [331,333] 3
[[999,817,14]]4 [331,343] 3
[[999,979,3]]4 [332,333] 3
[[999,835,13]]4 [332,343] 3
[[999,997,2]]4 [333,333] 3
[[999,853,12]]4 [333,343] 3
[[999,709,22]]4 [656,676] 3
[[999,745,19]]4 [665,682] 3
[[999,763,18]]4 [666,682] 3


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