N = 733, t = 6, v = 3 - Classification of (λ; y)-balanced CAs with N = 733 rows, strength t = 6 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.

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λ → (244,81,27,9,3,1) (243,81,27,9,3,1)
y ↓ CAKλy# time (s) CAKλy# time (s)
(245,82,28,10,4,2) 61 3 61 4
(245,83,28,10,4,2) 7541 110 72759 491
(245,83,29,10,4,2) 71505 279 713703 1973
(245,83,29,11,4,2) 71931 375 -
(245,83,29,11,5,2) 72075 384 -
(245,83,29,11,5,3) 72112 372 -
(246,82,28,10,4,2) 61ψ 61 5
(246,83,28,10,4,2) 7541ψ 74981 724
(247,83,28,10,4,2) 7541ψ 74988 756
(246,84,28,10,4,2) 7541ψ,ω 75023 768
(247,84,28,10,4,2) 7541ψ,ω 75030 721
(246,83,29,10,4,2) 71505ψ t.o.
(247,83,29,10,4,2) 71505ψ -
(246,84,29,10,4,2) 71505ψ,ω -
(247,84,29,10,4,2) 71505ψ,ω -
(247,85,29,10,4,2) 71505ψ,ω -
(246,84,30,10,4,2) 71505ψ,ω -
(247,84,30,10,4,2) 71505ψ,ω -
(247,85,30,10,4,2) 71505ψ,ω -
(246,83,29,11,4,2) 71931ψ -
(247,83,29,11,4,2) 71931ψ -
(246,84,29,11,4,2) 71931ψ,ω -
(247,84,29,11,4,2) 71931ψ,ω -
(247,85,29,11,4,2) 71931ψ,ω -
(246,84,30,11,4,2) 71931ψ,ω -
(247,84,30,11,4,2) 71931ψ,ω -
(247,85,30,11,4,2) 71931ψ,ω -
(247,85,31,11,4,2) 71931ψ,ω -
(246,84,30,12,4,2) 71931ψ,ω -
(247,84,30,12,4,2) 71931ψ,ω -
(247,85,30,12,4,2) 71931ψ,ω -
(247,85,31,12,4,2) 71931ψ,ω -
(246,83,29,11,5,2) 72075ψ -
(247,83,29,11,5,2) 72075ψ -
(246,84,29,11,5,2) 72075ψ,ω -
(247,84,29,11,5,2) 72075ψ,ω -
(247,85,29,11,5,2) 72075ψ,ω -
(246,84,30,11,5,2) 72075ψ,ω -
(247,84,30,11,5,2) 72075ψ,ω -
(247,85,30,11,5,2) 72075ψ,ω -
(247,85,31,11,5,2) 72075ψ,ω -
(246,84,30,12,5,2) 72075ψ,ω -
(247,84,30,12,5,2) 72075ψ,ω -
(247,85,30,12,5,2) 72075ψ,ω -
(247,85,31,12,5,2) 72075ψ,ω -
(247,85,31,13,5,2) 72075ψ,ω -
(246,84,30,12,6,2) 72075ψ,ω -
(247,84,30,12,6,2) 72075ψ,ω -
(247,85,30,12,6,2) 72075ψ,ω -
(247,85,31,12,6,2) 72075ψ,ω -
(247,85,31,13,6,2) 72075ψ,ω -
(246,83,29,11,5,3) 72112ψ -
(247,83,29,11,5,3) 72112ψ -
(246,84,29,11,5,3) 72112ψ,ω -
(247,84,29,11,5,3) 72112ψ,ω -
(247,85,29,11,5,3) 72112ψ,ω -
(246,84,30,11,5,3) 72112ψ,ω -
(247,84,30,11,5,3) 72112ψ,ω -
(247,85,30,11,5,3) 72112ψ,ω -
(247,85,31,11,5,3) 72112ψ,ω -
(246,84,30,12,5,3) 72112ψ,ω -
(247,84,30,12,5,3) 72112ψ,ω -
(247,85,30,12,5,3) 72112ψ,ω -
(247,85,31,12,5,3) 72112ψ,ω -
(247,85,31,13,5,3) 72112ψ,ω -
(246,84,30,12,6,3) 72112ψ,ω -
(247,84,30,12,6,3) 72112ψ,ω -
(247,85,30,12,6,3) 72112ψ,ω -
(247,85,31,12,6,3) 72112ψ,ω -
(247,85,31,13,6,3) 72112ψ,ω -
(247,85,31,13,7,3) 72112ψ,ω -
(246,84,30,12,6,4) 72112ψ,ω -
(247,84,30,12,6,4) 72112ψ,ω -
(247,85,30,12,6,4) 72112ψ,ω -
(247,85,31,12,6,4) 72112ψ,ω -
(247,85,31,13,6,4) 72112ψ,ω -
(247,85,31,13,7,4) 72112ψ,ω -
(247,85,31,13,7,5) 72112ψ,ω -