N = 52, t = 5, v = 2 - Classification of (λ; y)-balanced CAs with N = 52 rows, strength t = 5 and alphabet size v=2 in the format CAK# time, where # represents the number of non-equivalent balanced CAs and the time is given in seconds.

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λ → (26,13,6,3,1) (26,12,6,3,1) (25,12,6,3,1) (24,12,6,3,1) (26,13,6,2,1) (26,12,6,2,1) (25,12,6,2,1) (24,12,6,2,1)
y ↓ CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s)
(26,13,7,4,2) ∅ 0 ∅κ ∅ζ,κ ∅ζ,κ 61 0 61κ 61ζ,κ 61ζ,κ
(26,13,7,4,3) ∅ 0 ∅κ ∅ζ,κ ∅ζ,κ 612 0 612κ 612ζ,κ 612ζ,κ
(26,14,7,4,2) ∅ω ∅ 0 ∅ζ ∅ζ 61ω 66 0 66ζ 66ζ
(26,14,8,4,2) ∅ω 51 0 51ζ 51ζ 61ω 611 0 611ζ 611ζ
(26,14,7,4,3) ∅ω 61 0 61ζ 61ζ 612ω 716 1 716ζ 716ζ
(26,14,8,4,3) ∅ω 63 0 63ζ 63ζ 612ω 81 1 81ζ 81ζ
(26,14,8,5,3) ∅ω 65 0 65ζ 65ζ 71ω 84 4 84ζ 84ζ
(26,14,8,5,4) ∅ω 67 0 67ζ 67ζ 71ω 85 4 85ζ 85ζ
(27,14,7,4,2) ∅ψ,ω ∅ψ 61 0 61ζ 61ψ,ω 66ψ 67 0 67ζ
(27,14,8,4,2) ∅ψ,ω 51ψ 61 0 61ζ 61ψ,ω 611ψ 620 1 620ζ
(27,15,8,4,2) ∅ψ,ω 51ψ,ω 61 0 61ζ 61ψ,ω 611ψ,ω 628 0 628ζ
(27,14,7,4,3) ∅ψ,ω 61ψ 62 0 62ζ 612ψ,ω 716ψ 717 1 717ζ
(27,14,8,4,3) ∅ψ,ω 63ψ 614 0 614ζ 612ψ,ω 81ψ 81 4 81ζ
(27,15,8,4,3) ∅ψ,ω 63ψ,ω 615 0 615ζ 612ψ,ω 81ψ,ω 81 3 81ζ
(27,14,8,5,3) ∅ψ,ω 65ψ 646 0 646ζ 71ψ,ω 84ψ 84 41 84ζ
(27,15,8,5,3) ∅ψ,ω 65ψ,ω 6105 0 6105ζ 71ψ,ω 84ψ,ω 84 88 84ζ
(27,15,9,5,3) ∅ψ,ω 65ψ,ω 6139 1 6139ζ 71ψ,ω 84ψ,ω 84 95 84ζ
(27,15,9,6,3) ∅ψ,ω 65ψ,ω 6146 0 6146ζ 71ψ,ω 86ψ,ω 87 81 87ζ
(27,14,8,5,4) ∅ψ,ω 67ψ 654 0 654ζ 71ψ,ω 85ψ 85 44 85ζ
(27,15,8,5,4) ∅ψ,ω 67ψ,ω 6126 1 6126ζ 71ψ,ω 85ψ,ω 85 104 85ζ
(27,15,9,5,4) ∅ψ,ω 67ψ,ω 6171 0 6171ζ 71ψ,ω 85ψ,ω 85 120 85ζ
(27,15,9,6,4) ∅ψ,ω 67ψ,ω 71 1 71ζ 71ψ,ω 87ψ,ω 88 158 88ζ
(27,15,9,6,5) ∅ψ,ω 67ψ,ω 71 0 71ζ 71ψ,ω 87ψ,ω 88 160 88ζ
(28,14,7,4,2) ∅ψ,ω ∅ψ 61ψ 61 0 61ψ,ω 66ψ 67ψ 67 0
(28,14,8,4,2) ∅ψ,ω 51ψ 61ψ 61 0 61ψ,ω 611ψ 620ψ 621 0
(28,15,8,4,2) ∅ψ,ω 51ψ,ω 61ψ 61 0 61ψ,ω 611ψ,ω 628ψ 633 0
(28,16,8,4,2) ∅ψ,ω 51ψ,ω 61ψ,ω 61 0 61ψ,ω 611ψ,ω 628ψ,ω 638 1
(28,14,7,4,3) ∅ψ,ω 61ψ 62ψ 62 0 612ψ,ω 716ψ 717ψ 717 1
(28,14,8,4,3) ∅ψ,ω 63ψ 614ψ 615 0 612ψ,ω 81ψ 81ψ 81 4
(28,15,8,4,3) ∅ψ,ω 63ψ,ω 615ψ 617 0 612ψ,ω 81ψ,ω 81ψ 81 5
(28,16,8,4,3) ∅ψ,ω 63ψ,ω 615ψ,ω 617 0 612ψ,ω 81ψ,ω 81ψ,ω 81 5
(28,14,8,5,3) ∅ψ,ω 65ψ 646ψ 650 0 71ψ,ω 84ψ 84ψ 84 40
(28,15,8,5,3) ∅ψ,ω 65ψ,ω 6105ψ 6135 0 71ψ,ω 84ψ,ω 84ψ 84 141
(28,16,8,5,3) ∅ψ,ω 65ψ,ω 6105ψ,ω 6137 1 71ψ,ω 84ψ,ω 84ψ,ω 84 115
(28,15,9,5,3) ∅ψ,ω 65ψ,ω 6139ψ 6201 0 71ψ,ω 84ψ,ω 84ψ 84 149
(28,16,9,5,3) ∅ψ,ω 65ψ,ω 6139ψ,ω 6218 1 71ψ,ω 84ψ,ω 84ψ,ω 84 150
(28,16,10,5,3) ∅ψ,ω 65ψ,ω 6139ψ,ω 6220 0 71ψ,ω 84ψ,ω 84ψ,ω 84 154
(28,15,9,6,3) ∅ψ,ω 65ψ,ω 6146ψ 6215 0 71ψ,ω 86ψ,ω 87ψ 87 119
(28,16,9,6,3) ∅ψ,ω 65ψ,ω 6146ψ,ω 6239 1 71ψ,ω 86ψ,ω 87ψ,ω 87 128
(28,16,10,6,3) ∅ψ,ω 65ψ,ω 6146ψ,ω 6246 0 71ψ,ω 86ψ,ω 87ψ,ω 87 120
(28,14,8,5,4) ∅ψ,ω 67ψ 654ψ 659 0 71ψ,ω 85ψ 85ψ 85 45
(28,15,8,5,4) ∅ψ,ω 67ψ,ω 6126ψ 6164 1 71ψ,ω 85ψ,ω 85ψ 85 140
(28,16,8,5,4) ∅ψ,ω 67ψ,ω 6126ψ,ω 6168 0 71ψ,ω 85ψ,ω 85ψ,ω 85 140
(28,15,9,5,4) ∅ψ,ω 67ψ,ω 6171ψ 6248 1 71ψ,ω 85ψ,ω 85ψ 85 204
(28,16,9,5,4) ∅ψ,ω 67ψ,ω 6171ψ,ω 6273 0 71ψ,ω 85ψ,ω 85ψ,ω 85 209
(28,16,10,5,4) ∅ψ,ω 67ψ,ω 6171ψ,ω 6276 1 71ψ,ω 85ψ,ω 85ψ,ω 85 206
(28,15,9,6,4) ∅ψ,ω 67ψ,ω 71ψ 72 1 71ψ,ω 87ψ,ω 88ψ 88 306
(28,16,9,6,4) ∅ψ,ω 67ψ,ω 71ψ,ω 73 0 71ψ,ω 87ψ,ω 88ψ,ω 88 371
(28,16,10,6,4) ∅ψ,ω 67ψ,ω 71ψ,ω 74 0 71ψ,ω 87ψ,ω 88ψ,ω 88 324
(28,16,10,7,4) ∅ψ,ω 67ψ,ω 71ψ,ω 75 1 71ψ,ω 87ψ,ω 88ψ,ω 88 388
(28,15,9,6,5) ∅ψ,ω 67ψ,ω 71ψ 72 1 71ψ,ω 87ψ,ω 88ψ 88 308
(28,16,9,6,5) ∅ψ,ω 67ψ,ω 71ψ,ω 73 1 71ψ,ω 87ψ,ω 88ψ,ω 88 370
(28,16,10,6,5) ∅ψ,ω 67ψ,ω 71ψ,ω 74 0 71ψ,ω 87ψ,ω 88ψ,ω 88 389
(28,16,10,7,5) ∅ψ,ω 67ψ,ω 71ψ,ω 78 1 71ψ,ω 87ψ,ω 88ψ,ω 88 365
(28,16,10,7,6) ∅ψ,ω 67ψ,ω 71ψ,ω 78 1 71ψ,ω 87ψ,ω 88ψ,ω 88 355
(26,13,7,5,3) ∅ω ∅κ,ω ∅ζ,κ,ω ∅ζ,κ,ω 71 0 71κ 71ζ,κ 71ζ,κ
(26,13,7,5,4) ∅ω ∅κ,ω ∅ζ,κ,ω ∅ζ,κ,ω 71 0 71κ 71ζ,κ 71ζ,κ
(26,14,7,5,3) ∅ω 61ω 61ζ,ω 61ζ,ω 71ω 82 2 82ζ 82ζ
(26,14,8,6,3) ∅ω 65ω 65ζ,ω 65ζ,ω 71ω 86 3 86ζ 86ζ
(26,14,7,5,4) ∅ω 61ω 61ζ,ω 61ζ,ω 71ω 82 2 82ζ 82ζ
(26,14,8,6,4) ∅ω 67ω 67ζ,ω 67ζ,ω 71ω 87 3 87ζ 87ζ
(26,14,8,6,5) ∅ω 67ω 67ζ,ω 67ζ,ω 71ω 87 3 87ζ 87ζ
(27,14,7,5,3) ∅ψ,ω 61ψ,ω 62ω 62ζ,ω 71ψ,ω 82ψ 82 1 82ζ
(27,14,8,6,3) ∅ψ,ω 65ψ,ω 646ω 646ζ,ω 71ψ,ω 86ψ 87 31 87ζ
(27,15,8,6,3) ∅ψ,ω 65ψ,ω 6105ω 6105ζ,ω 71ψ,ω 86ψ,ω 87 67 87ζ
(27,14,7,5,4) ∅ψ,ω 61ψ,ω 62ω 62ζ,ω 71ψ,ω 82ψ 82 1 82ζ
(27,14,8,6,4) ∅ψ,ω 67ψ,ω 654ω 654ζ,ω 71ψ,ω 87ψ 88 36 88ζ
(27,15,8,6,4) ∅ψ,ω 67ψ,ω 6126ω 6126ζ,ω 71ψ,ω 87ψ,ω 88 81 88ζ
(27,15,9,7,4) ∅ψ,ω 67ψ,ω 71ω 71ζ,ω 71ψ,ω 87ψ,ω 88 125 88ζ
(27,14,8,6,5) ∅ψ,ω 67ψ,ω 654ω 654ζ,ω 71ψ,ω 87ψ 88 40 88ζ
(27,15,8,6,5) ∅ψ,ω 67ψ,ω 6126ω 6126ζ,ω 71ψ,ω 87ψ,ω 88 81 88ζ
(27,15,9,7,5) ∅ψ,ω 67ψ,ω 71ω 71ζ,ω 71ψ,ω 87ψ,ω 88 112 88ζ
(27,15,9,7,6) ∅ψ,ω 67ψ,ω 71ω 71ζ,ω 71ψ,ω 87ψ,ω 88 110 88ζ
(28,14,7,5,3) ∅ψ,ω 61ψ,ω 62ψ,ω 62ω 71ψ,ω 82ψ 82ψ 82 2
(28,14,8,6,3) ∅ψ,ω 65ψ,ω 646ψ,ω 650ω 71ψ,ω 86ψ 87ψ 87 32
(28,15,8,6,3) ∅ψ,ω 65ψ,ω 6105ψ,ω 6135ω 71ψ,ω 86ψ,ω 87ψ 87 97
(28,16,8,6,3) ∅ψ,ω 65ψ,ω 6105ψ,ω 6137ω 71ψ,ω 86ψ,ω 87ψ,ω 87 87
(28,14,7,5,4) ∅ψ,ω 61ψ,ω 62ψ,ω 62ω 71ψ,ω 82ψ 82ψ 82 2
(28,14,8,6,4) ∅ψ,ω 67ψ,ω 654ψ,ω 659ω 71ψ,ω 87ψ 88ψ 88 38
(28,15,8,6,4) ∅ψ,ω 67ψ,ω 6126ψ,ω 6164ω 71ψ,ω 87ψ,ω 88ψ 88 123
(28,16,8,6,4) ∅ψ,ω 67ψ,ω 6126ψ,ω 6168ω 71ψ,ω 87ψ,ω 88ψ,ω 88 91
(28,15,9,7,4) ∅ψ,ω 67ψ,ω 71ψ,ω 72ω 71ψ,ω 87ψ,ω 88ψ 88 224
(28,16,9,7,4) ∅ψ,ω 67ψ,ω 71ψ,ω 73ω 71ψ,ω 87ψ,ω 88ψ,ω 88 252
(28,16,10,8,4) ∅ψ,ω 67ψ,ω 71ψ,ω 75ω 71ψ,ω 87ψ,ω 88ψ,ω 88 265
(28,14,8,6,5) ∅ψ,ω 67ψ,ω 654ψ,ω 659ω 71ψ,ω 87ψ 88ψ 88 36
(28,15,8,6,5) ∅ψ,ω 67ψ,ω 6126ψ,ω 6164ω 71ψ,ω 87ψ,ω 88ψ 88 116
(28,16,8,6,5) ∅ψ,ω 67ψ,ω 6126ψ,ω 6168ω 71ψ,ω 87ψ,ω 88ψ,ω 88 103
(28,15,9,7,5) ∅ψ,ω 67ψ,ω 71ψ,ω 72ω 71ψ,ω 87ψ,ω 88ψ 88 208
(28,16,9,7,5) ∅ψ,ω 67ψ,ω 71ψ,ω 73ω 71ψ,ω 87ψ,ω 88ψ,ω 88 253
(28,16,10,8,5) ∅ψ,ω 67ψ,ω 71ψ,ω 78ω 71ψ,ω 87ψ,ω 88ψ,ω 88 270
(28,15,9,7,6) ∅ψ,ω 67ψ,ω 71ψ,ω 72ω 71ψ,ω 87ψ,ω 88ψ 88 220
(28,16,9,7,6) ∅ψ,ω 67ψ,ω 71ψ,ω 73ω 71ψ,ω 87ψ,ω 88ψ,ω 88 274
(28,16,10,8,6) ∅ψ,ω 67ψ,ω 71ψ,ω 78ω 71ψ,ω 87ψ,ω 88ψ,ω 88 248
(28,16,10,8,7) ∅ψ,ω 67ψ,ω 71ψ,ω 78ω 71ψ,ω 87ψ,ω 88ψ,ω 88 258