N = 36, t = 5, v = 2 - Classification of (λ; y)-balanced CAs with N = 36 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 → (18,9,4,2,1) (18,8,4,2,1) (17,8,4,2,1) (16,8,4,2,1)
y ↓ CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s)
(18,9,5,3,2) ∅ 0 ∅κ ∅ζ,κ ∅ζ,κ
(18,10,5,3,2) ∅ω 62 0 62ζ 62ζ
(18,10,6,3,2) ∅ω 64 0 64ζ 64ζ
(18,10,6,4,2) ∅ω 67 0 67ζ 67ζ
(18,10,6,4,3) ∅ω 610 0 610ζ 610ζ
(19,10,5,3,2) ∅ψ,ω 62ψ 62 0 62ζ
(19,10,6,3,2) ∅ψ,ω 64ψ 612 0 612ζ
(19,11,6,3,2) ∅ψ,ω 64ψ,ω 612 0 612ζ
(19,10,6,4,2) ∅ψ,ω 67ψ 630 0 630ζ
(19,11,6,4,2) ∅ψ,ω 67ψ,ω 658 0 658ζ
(19,11,7,4,2) ∅ψ,ω 67ψ,ω 666 0 666ζ
(19,10,6,4,3) ∅ψ,ω 610ψ 644 0 644ζ
(19,11,6,4,3) ∅ψ,ω 610ψ,ω 689 0 689ζ
(19,11,7,4,3) ∅ψ,ω 610ψ,ω 6117 0 6117ζ
(19,11,7,5,3) ∅ψ,ω 610ψ,ω 6129 0 6129ζ
(19,11,7,5,4) ∅ψ,ω 610ψ,ω 6135 0 6135ζ
(20,10,5,3,2) ∅ψ,ω 62ψ 62ψ 62 0
(20,10,6,3,2) ∅ψ,ω 64ψ 612ψ 613 0
(20,11,6,3,2) ∅ψ,ω 64ψ,ω 612ψ 613 0
(20,12,6,3,2) ∅ψ,ω 64ψ,ω 612ψ,ω 613 0
(20,10,6,4,2) ∅ψ,ω 67ψ 630ψ 634 0
(20,11,6,4,2) ∅ψ,ω 67ψ,ω 658ψ 674 0
(20,12,6,4,2) ∅ψ,ω 67ψ,ω 658ψ,ω 677 0
(20,11,7,4,2) ∅ψ,ω 67ψ,ω 666ψ 690 0
(20,12,7,4,2) ∅ψ,ω 67ψ,ω 666ψ,ω 699 0
(20,12,8,4,2) ∅ψ,ω 67ψ,ω 666ψ,ω 6101 0
(20,10,6,4,3) ∅ψ,ω 610ψ 644ψ 650 0
(20,11,6,4,3) ∅ψ,ω 610ψ,ω 689ψ 6117 0
(20,12,6,4,3) ∅ψ,ω 610ψ,ω 689ψ,ω 6123 0
(20,11,7,4,3) ∅ψ,ω 610ψ,ω 6117ψ 6170 0
(20,12,7,4,3) ∅ψ,ω 610ψ,ω 6117ψ,ω 6193 0
(20,12,8,4,3) ∅ψ,ω 610ψ,ω 6117ψ,ω 6197 0
(20,11,7,5,3) ∅ψ,ω 610ψ,ω 6129ψ 6194 0
(20,12,7,5,3) ∅ψ,ω 610ψ,ω 6129ψ,ω 6229 0
(20,12,8,5,3) ∅ψ,ω 610ψ,ω 6129ψ,ω 6242 0
(20,12,8,6,3) ∅ψ,ω 610ψ,ω 6129ψ,ω 6245 0
(20,11,7,5,4) ∅ψ,ω 610ψ,ω 6135ψ 6206 0
(20,12,7,5,4) ∅ψ,ω 610ψ,ω 6135ψ,ω 6247 0
(20,12,8,5,4) ∅ψ,ω 610ψ,ω 6135ψ,ω 6266 0
(20,12,8,6,4) ∅ψ,ω 610ψ,ω 6135ψ,ω 6275 0
(20,12,8,6,5) ∅ψ,ω 610ψ,ω 6135ψ,ω 6280 0