N = 15, t = 3, v = 2 - Classification of (λ; y)-balanced CAs with N = 15 rows, strength t = 3 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 (7,3,1) (6,3,1) (7,2,1) (6,2,1) (5,2,1) (4,2,1)
y CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s)
(8,4,2) 81 0 81ζ 81κ 81ζ,κ 81ζ,κ 81ζ,κ
(8,4,3) 83 0 83ζ 83κ 83ζ,κ 83ζ,κ 83ζ,κ
(8,5,3) 1121 16 1121ζ 1121 22 1121ζ 1121ζ 1121ζ
(8,5,4) 121 67 121ζ 121 80 121ζ 121ζ 121ζ
(9,5,3) 1121ψ 1122 18 1121ψ 1122 27 1122ζ 1122ζ
(9,6,3) 1121ψ,ω 1123 19 1121ψ 1123 24 1123ζ 1123ζ
(9,5,4) 121ψ 121 168 121ψ 121 199 121ζ 121ζ
(9,6,4) 121ψ,ω 121 316 122ψ 122 391 122ζ 122ζ
(9,6,5) 121ψ,ω 121 406 122ψ 122 498 122ζ 122ζ
(8,6,3) 1121ω 1121ζ,ω 1121 21 1121ζ 1121ζ 1121ζ
(8,6,4) 121ω 121ζ,ω 122 79 122ζ 122ζ 122ζ
(8,6,5) 121ω 121ζ,ω 122 70 122ζ 122ζ 122ζ
(9,7,4) 121ψ,ω 121ω 122ψ,ω 122 338 122ζ 122ζ
(9,7,5) 121ψ,ω 121ω 122ψ,ω 122 438 122ζ 122ζ
(9,7,6) 121ψ,ω 121ω 122ψ,ω 122 430 122ζ 122ζ
(10,5,3) 1121ψ 1122ψ 1121ψ 1122ψ 1122 26 1122ζ
(10,6,3) 1121ψ,ω 1123ψ 1121ψ 1123ψ 1123 25 1123ζ
(10,5,4) 121ψ 121ψ 121ψ 121ψ 121 192 121ζ
(10,6,4) 121ψ,ω 121ψ 122ψ 122ψ 122 391 122ζ
(10,7,4) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ 122 346 122ζ
(10,8,4) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122 342 122ζ
(10,6,5) 121ψ,ω 121ψ 122ψ 122ψ 122 466 122ζ
(10,7,5) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ 122 483 122ζ
(10,8,5) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122 395 122ζ
(10,7,6) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ 122 475 122ζ
(10,8,6) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122 437 122ζ
(10,8,7) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122 443 122ζ
(11,6,3) 1121ψ,ω 1123ψ 1121ψ 1123ψ 1123ψ 1123 22
(11,6,4) 121ψ,ω 121ψ 122ψ 122ψ 122ψ 122 326
(11,7,4) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ 122ψ 122 347
(11,8,4) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122ψ 122 348
(11,6,5) 121ψ,ω 121ψ 122ψ 122ψ 122ψ 122 468
(11,7,5) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ 122ψ 122 464
(11,8,5) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122ψ 122 492
(11,9,5) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122ψ,ω 122 392
(11,7,6) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ 122ψ 122 477
(11,8,6) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122ψ 122 496
(11,9,6) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122ψ,ω 122 398
(11,8,7) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122ψ 122 467
(11,9,7) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122ψ,ω 122 382
(11,9,8) 121ψ,ω 121ψ,ω 122ψ,ω 122ψ,ω 122ψ,ω 122 384