N = 35, t = 3, v = 3 - Classification of (λ; y)-balanced CAs with N = 35 rows, strength t = 3 and alphabet size v=3 in the format CAK# time, where # represents the number of non-equivalent balanced CAs and the time is given in seconds.

Previous table: (34;3,k,3)Back to overviewNext table: (36;3,k,3)
λ (11,3,1) (10,3,1) (9,3,1)
y CAKλy# time (s) CAKλy# time (s) CAKλy# time (s)
(12,4,2) 63 0 63ζ 63ζ
(12,5,2) 633 133 633ζ 633ζ
(13,5,2) 667 573 667 1491 667 1475
(12,6,2) 633 133 633ζ 633ζ
(13,6,2) 672 561 672 1832 672 1809
(12,5,3) 693 374 693ζ 693ζ
(13,5,3) 6328 1925 t.o. t.o.
(12,6,3) 693 508 693ζ 693ζ
(13,6,3) t.o. - -
(13,7,3) - - -
(12,6,4) - -ζ -ζ
(13,6,4) - - -
(13,7,4) - - -
(13,7,5) - - -
(14,5,2) 667ψ 667 1656 667 1728
(15,5,2) 667ψ 667 1742 667 1626
(14,6,2) 672ψ 672 2117 672 2262
(15,6,2) 672ψ 672 2052 672 2351
(14,5,3) 6328ψ - -
(15,5,3) 6328ψ - -
(14,6,3) -ψ - -
(15,6,3) -ψ - -
(14,7,3) -ψ - -
(15,7,3) -ψ - -
(14,8,3) -ψ,ω - -
(15,8,3) -ψ,ω - -
(15,9,3) -ψ,ω - -
(14,6,4) -ψ - -
(15,6,4) -ψ - -
(14,7,4) -ψ - -
(15,7,4) -ψ - -
(14,8,4) -ψ,ω - -
(15,8,4) -ψ,ω - -
(15,9,4) -ψ,ω - -
(14,7,5) -ψ - -
(15,7,5) -ψ - -
(14,8,5) -ψ,ω - -
(15,8,5) -ψ,ω - -
(15,9,5) -ψ,ω - -
(14,8,6) -ψ,ω - -
(15,8,6) -ψ,ω - -
(15,9,6) -ψ,ω - -
(15,9,7) -ψ,ω - -
(16,6,2) 672ψ 672ψ 672 2326
(17,6,2) 672ψ 672ψ 672 2332
(16,6,3) -ψ -ψ -
(17,6,3) -ψ -ψ -
(16,7,3) -ψ -ψ -
(17,7,3) -ψ -ψ -
(16,8,3) -ψ,ω -ψ -
(17,8,3) -ψ,ω -ψ -
(16,9,3) -ψ,ω -ψ -
(17,9,3) -ψ,ω -ψ -
(16,6,4) -ψ -ψ -
(17,6,4) -ψ -ψ -
(16,7,4) -ψ -ψ -
(17,7,4) -ψ -ψ -
(16,8,4) -ψ,ω -ψ -
(17,8,4) -ψ,ω -ψ -
(16,9,4) -ψ,ω -ψ -
(17,9,4) -ψ,ω -ψ -
(16,10,4) -ψ,ω -ψ,ω -
(17,10,4) -ψ,ω -ψ,ω -
(17,11,4) -ψ,ω -ψ,ω -
(16,7,5) -ψ -ψ -
(17,7,5) -ψ -ψ -
(16,8,5) -ψ,ω -ψ -
(17,8,5) -ψ,ω -ψ -
(16,9,5) -ψ,ω -ψ -
(17,9,5) -ψ,ω -ψ -
(16,10,5) -ψ,ω -ψ,ω -
(17,10,5) -ψ,ω -ψ,ω -
(17,11,5) -ψ,ω -ψ,ω -
(16,8,6) -ψ,ω -ψ -
(17,8,6) -ψ,ω -ψ -
(16,9,6) -ψ,ω -ψ -
(17,9,6) -ψ,ω -ψ -
(16,10,6) -ψ,ω -ψ,ω -
(17,10,6) -ψ,ω -ψ,ω -
(17,11,6) -ψ,ω -ψ,ω -
(16,9,7) -ψ,ω -ψ -
(17,9,7) -ψ,ω -ψ -
(16,10,7) -ψ,ω -ψ,ω -
(17,10,7) -ψ,ω -ψ,ω -
(17,11,7) -ψ,ω -ψ,ω -
(16,10,8) -ψ,ω -ψ,ω -
(17,10,8) -ψ,ω -ψ,ω -
(17,11,8) -ψ,ω -ψ,ω -
(17,11,9) -ψ,ω -ψ,ω -