N = 69, t = 6, v = 2 - Classification of (λ; y)-balanced CAs with N = 69 rows, strength t = 6 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 → (34,17,8,4,2,1) (34,16,8,4,2,1) (33,16,8,4,2,1) (32,16,8,4,2,1)
y ↓ CAKλy# time (s) CAKλy# time (s) CAKλy# time (s) CAKλy# time (s)
(35,18,9,5,3,2) ∅ 0 ∅ 0 ∅ζ ∅ζ
(35,18,10,5,3,2) ∅ 0 72 0 72ζ 72ζ
(35,18,10,6,3,2) ∅ 0 78 0 78ζ 78ζ
(35,18,10,6,4,2) ∅ 0 78 0 78ζ 78ζ
(35,18,10,6,4,3) ∅ 0 78 0 78ζ 78ζ
(35,19,10,5,3,2) ∅ω 72 0 72ζ 72ζ
(35,19,10,6,3,2) ∅ω 740 0 740ζ 740ζ
(35,19,11,6,3,2) ∅ω 740 0 740ζ 740ζ
(35,19,10,6,4,2) ∅ω 7106 1 7106ζ 7106ζ
(35,19,11,6,4,2) ∅ω 7162 0 7162ζ 7162ζ
(35,19,11,7,4,2) ∅ω 7170 0 7170ζ 7170ζ
(35,19,10,6,4,3) ∅ω 7124 0 7124ζ 7124ζ
(35,19,11,6,4,3) ∅ω 7232 0 7232ζ 7232ζ
(35,19,11,7,4,3) ∅ω 7276 1 7276ζ 7276ζ
(35,19,11,7,5,3) ∅ω 7292 1 7292ζ 7292ζ
(35,19,11,7,5,4) ∅ω 7298 0 7298ζ 7298ζ
(36,18,9,5,3,2) ∅ψ ∅ψ ∅ 0 ∅ζ
(36,18,10,5,3,2) ∅ψ 72ψ 74 0 74ζ
(36,19,10,5,3,2) ∅ψ,ω 72ψ 74 0 74ζ
(36,20,10,5,3,2) ∅ψ,ω 72ψ,ω 74 0 74ζ
(36,18,10,6,3,2) ∅ψ 78ψ 710 0 710ζ
(36,19,10,6,3,2) ∅ψ,ω 740ψ 7124 1 7124ζ
(36,20,10,6,3,2) ∅ψ,ω 740ψ,ω 7130 1 7130ζ
(36,19,11,6,3,2) ∅ψ,ω 740ψ 7124 0 7124ζ
(36,20,11,6,3,2) ∅ψ,ω 740ψ,ω 7130 1 7130ζ
(36,20,12,6,3,2) ∅ψ,ω 740ψ,ω 7130 1 7130ζ
(36,18,10,6,4,2) ∅ψ 78ψ 710 0 710ζ
(36,19,10,6,4,2) ∅ψ,ω 7106ψ 7338 1 7338ζ
(36,20,10,6,4,2) ∅ψ,ω 7106ψ,ω 7354 0 7354ζ
(36,19,11,6,4,2) ∅ψ,ω 7162ψ 7782 2 7782ζ
(36,20,11,6,4,2) ∅ψ,ω 7162ψ,ω 71004 3 71004ζ
(36,20,12,6,4,2) ∅ψ,ω 7162ψ,ω 71016 3 71016ζ
(36,19,11,7,4,2) ∅ψ,ω 7170ψ 7852 1 7852ζ
(36,20,11,7,4,2) ∅ψ,ω 7170ψ,ω 71180 2 71180ζ
(36,20,12,7,4,2) ∅ψ,ω 7170ψ,ω 71232 3 71232ζ
(36,20,12,8,4,2) ∅ψ,ω 7170ψ,ω 71236 2 71236ζ
(36,18,10,6,4,3) ∅ψ 78ψ 710 0 710ζ
(36,19,10,6,4,3) ∅ψ,ω 7124ψ 7382 1 7382ζ
(36,20,10,6,4,3) ∅ψ,ω 7124ψ,ω 7400 0 7400ζ
(36,19,11,6,4,3) ∅ψ,ω 7232ψ 71116 3 71116ζ
(36,20,11,6,4,3) ∅ψ,ω 7232ψ,ω 71466 4 71466ζ
(36,20,12,6,4,3) ∅ψ,ω 7232ψ,ω 71486 3 71486ζ
(36,19,11,7,4,3) ∅ψ,ω 7276ψ 71434 4 71434ζ
(36,20,11,7,4,3) ∅ψ,ω 7276ψ,ω 72168 6 72168ζ
(36,20,12,7,4,3) ∅ψ,ω 7276ψ,ω 72342 7 72342ζ
(36,20,12,8,4,3) ∅ψ,ω 7276ψ,ω 72354 6 72354ζ
(36,19,11,7,5,3) ∅ψ,ω 7292ψ 71524 2 71524ζ
(36,20,11,7,5,3) ∅ψ,ω 7292ψ,ω 72372 4 72372ζ
(36,20,12,7,5,3) ∅ψ,ω 7292ψ,ω 72660 5 72660ζ
(36,20,12,8,5,3) ∅ψ,ω 7292ψ,ω 72724 7 72724ζ
(36,20,12,8,6,3) ∅ψ,ω 7292ψ,ω 72730 3 72730ζ
(36,19,11,7,5,4) ∅ψ,ω 7298ψ 71550 2 71550ζ
(36,20,11,7,5,4) ∅ψ,ω 7298ψ,ω 72426 4 72426ζ
(36,20,12,7,5,4) ∅ψ,ω 7298ψ,ω 72752 6 72752ζ
(36,20,12,8,5,4) ∅ψ,ω 7298ψ,ω 72848 6 72848ζ
(36,20,12,8,6,4) ∅ψ,ω 7298ψ,ω 72874 3 72874ζ
(36,20,12,8,6,5) ∅ψ,ω 7298ψ,ω 72882 4 72882ζ
(37,19,10,5,3,2) ∅ψ,ω 72ψ 74ψ 74 0
(37,20,10,5,3,2) ∅ψ,ω 72ψ,ω 74ψ 74 0
(37,19,10,6,3,2) ∅ψ,ω 740ψ 7124ψ 7130 0
(37,20,10,6,3,2) ∅ψ,ω 740ψ,ω 7130ψ 7138 1
(37,19,11,6,3,2) ∅ψ,ω 740ψ 7124ψ 7130 1
(37,20,11,6,3,2) ∅ψ,ω 740ψ,ω 7130ψ 7138 0
(37,21,11,6,3,2) ∅ψ,ω 740ψ,ω 7130ψ,ω 7138 1
(37,20,12,6,3,2) ∅ψ,ω 740ψ,ω 7130ψ 7138 1
(37,21,12,6,3,2) ∅ψ,ω 740ψ,ω 7130ψ,ω 7138 1
(37,19,10,6,4,2) ∅ψ,ω 7106ψ 7338ψ 7350 1
(37,20,10,6,4,2) ∅ψ,ω 7106ψ,ω 7354ψ 7368 0
(37,19,11,6,4,2) ∅ψ,ω 7162ψ 7782ψ 7840 3
(37,20,11,6,4,2) ∅ψ,ω 7162ψ,ω 71004ψ 71182 3
(37,21,11,6,4,2) ∅ψ,ω 7162ψ,ω 71004ψ,ω 71192 3
(37,20,12,6,4,2) ∅ψ,ω 7162ψ,ω 71016ψ 71206 3
(37,21,12,6,4,2) ∅ψ,ω 7162ψ,ω 71016ψ,ω 71220 3
(37,19,11,7,4,2) ∅ψ,ω 7170ψ 7852ψ 7918 1
(37,20,11,7,4,2) ∅ψ,ω 7170ψ,ω 71180ψ 71428 3
(37,21,11,7,4,2) ∅ψ,ω 7170ψ,ω 71180ψ,ω 71446 3
(37,20,12,7,4,2) ∅ψ,ω 7170ψ,ω 71232ψ 71532 4
(37,21,12,7,4,2) ∅ψ,ω 7170ψ,ω 71232ψ,ω 71582 4
(37,21,13,7,4,2) ∅ψ,ω 7170ψ,ω 71232ψ,ω 71586 4
(37,20,12,8,4,2) ∅ψ,ω 7170ψ,ω 71236ψ 71540 2
(37,21,12,8,4,2) ∅ψ,ω 7170ψ,ω 71236ψ,ω 71594 3
(37,21,13,8,4,2) ∅ψ,ω 7170ψ,ω 71236ψ,ω 71600 2
(37,19,10,6,4,3) ∅ψ,ω 7124ψ 7382ψ 7394 1
(37,20,10,6,4,3) ∅ψ,ω 7124ψ,ω 7400ψ 7414 1
(37,19,11,6,4,3) ∅ψ,ω 7232ψ 71116ψ 71202 3
(37,20,11,6,4,3) ∅ψ,ω 7232ψ,ω 71466ψ 71728 5
(37,21,11,6,4,3) ∅ψ,ω 7232ψ,ω 71466ψ,ω 71740 4
(37,20,12,6,4,3) ∅ψ,ω 7232ψ,ω 71486ψ 71764 4
(37,21,12,6,4,3) ∅ψ,ω 7232ψ,ω 71486ψ,ω 71780 4
(37,19,11,7,4,3) ∅ψ,ω 7276ψ 71434ψ 71564 4
(37,20,11,7,4,3) ∅ψ,ω 7276ψ,ω 72168ψ 72718 7
(37,21,11,7,4,3) ∅ψ,ω 7276ψ,ω 72168ψ,ω 72766 8
(37,20,12,7,4,3) ∅ψ,ω 7276ψ,ω 72342ψ 73060 9
(37,21,12,7,4,3) ∅ψ,ω 7276ψ,ω 72342ψ,ω 73216 11
(37,21,13,7,4,3) ∅ψ,ω 7276ψ,ω 72342ψ,ω 73228 10
(37,20,12,8,4,3) ∅ψ,ω 7276ψ,ω 72354ψ 73084 7
(37,21,12,8,4,3) ∅ψ,ω 7276ψ,ω 72354ψ,ω 73250 7
(37,21,13,8,4,3) ∅ψ,ω 7276ψ,ω 72354ψ,ω 73268 8
(37,19,11,7,5,3) ∅ψ,ω 7292ψ 71524ψ 71670 2
(37,20,11,7,5,3) ∅ψ,ω 7292ψ,ω 72372ψ 73012 6
(37,21,11,7,5,3) ∅ψ,ω 7292ψ,ω 72372ψ,ω 73076 5
(37,20,12,7,5,3) ∅ψ,ω 7292ψ,ω 72660ψ 73576 7
(37,21,12,7,5,3) ∅ψ,ω 7292ψ,ω 72660ψ,ω 73820 10
(37,21,13,7,5,3) ∅ψ,ω 7292ψ,ω 72660ψ,ω 73848 7
(37,20,12,8,5,3) ∅ψ,ω 7292ψ,ω 72724ψ 73704 9
(37,21,12,8,5,3) ∅ψ,ω 7292ψ,ω 72724ψ,ω 74012 10
(37,21,13,8,5,3) ∅ψ,ω 7292ψ,ω 72724ψ,ω 74090 13
(37,21,13,9,5,3) ∅ψ,ω 7292ψ,ω 72724ψ,ω 74098 9
(37,20,12,8,6,3) ∅ψ,ω 7292ψ,ω 72730ψ 73716 5
(37,21,12,8,6,3) ∅ψ,ω 7292ψ,ω 72730ψ,ω 74030 7
(37,21,13,8,6,3) ∅ψ,ω 7292ψ,ω 72730ψ,ω 74114 8
(37,21,13,9,6,3) ∅ψ,ω 7292ψ,ω 72730ψ,ω 74126 5
(37,19,11,7,5,4) ∅ψ,ω 7298ψ 71550ψ 71702 2
(37,20,11,7,5,4) ∅ψ,ω 7298ψ,ω 72426ψ 73092 6
(37,21,11,7,5,4) ∅ψ,ω 7298ψ,ω 72426ψ,ω 73162 5
(37,20,12,7,5,4) ∅ψ,ω 7298ψ,ω 72752ψ 73722 7
(37,21,12,7,5,4) ∅ψ,ω 7298ψ,ω 72752ψ,ω 73992 9
(37,21,13,7,5,4) ∅ψ,ω 7298ψ,ω 72752ψ,ω 74026 8
(37,20,12,8,5,4) ∅ψ,ω 7298ψ,ω 72848ψ 73914 9
(37,21,12,8,5,4) ∅ψ,ω 7298ψ,ω 72848ψ,ω 74276 11
(37,21,13,8,5,4) ∅ψ,ω 7298ψ,ω 72848ψ,ω 74380 12
(37,21,13,9,5,4) ∅ψ,ω 7298ψ,ω 72848ψ,ω 74394 10
(37,20,12,8,6,4) ∅ψ,ω 7298ψ,ω 72874ψ 73966 6
(37,21,12,8,6,4) ∅ψ,ω 7298ψ,ω 72874ψ,ω 74354 7
(37,21,13,8,6,4) ∅ψ,ω 7298ψ,ω 72874ψ,ω 74484 8
(37,21,13,9,6,4) ∅ψ,ω 7298ψ,ω 72874ψ,ω 74520 11
(37,21,13,9,7,4) ∅ψ,ω 7298ψ,ω 72874ψ,ω 74526 4
(37,20,12,8,6,5) ∅ψ,ω 7298ψ,ω 72882ψ 73982 6
(37,21,12,8,6,5) ∅ψ,ω 7298ψ,ω 72882ψ,ω 74378 6
(37,21,13,8,6,5) ∅ψ,ω 7298ψ,ω 72882ψ,ω 74516 8
(37,21,13,9,6,5) ∅ψ,ω 7298ψ,ω 72882ψ,ω 74560 10
(37,21,13,9,7,5) ∅ψ,ω 7298ψ,ω 72882ψ,ω 74574 5
(37,21,13,9,7,6) ∅ψ,ω 7298ψ,ω 72882ψ,ω 74580 5