N = 37, t = 5, v = 2 - Classification of (λ; y)-balanced CAs with N = 37 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 ↓	CAK_λ^{y^#}	time (s)	CAK_λ^{y^#}	time (s)	CAK_λ^{y^#}	time (s)	CAK_λ^{y^#}	time (s)
(19,10,5,3,2)	∅	0	∅	0	∅	ζ	∅	ζ
(19,10,6,3,2)	∅	0	6⁶	0	6⁶	ζ	6⁶	ζ
(19,10,6,4,2)	∅	0	6¹²	0	6¹²	ζ	6¹²	ζ
(19,10,6,4,3)	∅	0	6¹²	0	6¹²	ζ	6¹²	ζ
(19,11,6,3,2)	∅	ω	6⁶	0	6⁶	ζ	6⁶	ζ
(19,11,6,4,2)	∅	ω	6⁵⁸	0	6⁵⁸	ζ	6⁵⁸	ζ
(19,11,7,4,2)	∅	ω	6⁶⁶	0	6⁶⁶	ζ	6⁶⁶	ζ
(19,11,6,4,3)	∅	ω	6⁸⁶	0	6⁸⁶	ζ	6⁸⁶	ζ
(19,11,7,4,3)	∅	ω	6¹³⁰	0	6¹³⁰	ζ	6¹³⁰	ζ
(19,11,7,5,3)	∅	ω	6¹⁴⁶	0	6¹⁴⁶	ζ	6¹⁴⁶	ζ
(19,11,7,5,4)	∅	ω	6¹⁵²	0	6¹⁵²	ζ	6¹⁵²	ζ
(20,10,5,3,2)	∅	ψ	∅	ψ	∅	0	∅	ζ
(20,10,6,3,2)	∅	ψ	6⁶	ψ	6⁸	0	6⁸	ζ
(20,11,6,3,2)	∅	ψ,ω	6⁶	ψ	6⁹	0	6⁹	ζ
(20,12,6,3,2)	∅	ψ,ω	6⁶	ψ,ω	6⁹	0	6⁹	ζ
(20,10,6,4,2)	∅	ψ	6¹²	ψ	6¹⁴	0	6¹⁴	ζ
(20,11,6,4,2)	∅	ψ,ω	6⁵⁸	ψ	6¹⁷⁹	0	6¹⁷⁹	ζ
(20,12,6,4,2)	∅	ψ,ω	6⁵⁸	ψ,ω	6¹⁹¹	0	6¹⁹¹	ζ
(20,11,7,4,2)	∅	ψ,ω	6⁶⁶	ψ	6²⁴⁹	0	6²⁴⁹	ζ
(20,12,7,4,2)	∅	ψ,ω	6⁶⁶	ψ,ω	6³⁰¹	1	6³⁰¹	ζ
(20,12,8,4,2)	∅	ψ,ω	6⁶⁶	ψ,ω	6³⁰⁵	0	6³⁰⁵	ζ
(20,10,6,4,3)	∅	ψ	6¹²	ψ	6¹⁴	0	6¹⁴	ζ
(20,11,6,4,3)	∅	ψ,ω	6⁸⁶	ψ	6²⁶³	0	6²⁶³	ζ
(20,12,6,4,3)	∅	ψ,ω	6⁸⁶	ψ,ω	6²⁷⁹	0	6²⁷⁹	ζ
(20,11,7,4,3)	∅	ψ,ω	6¹³⁰	ψ	6⁵⁵¹	0	6⁵⁵¹	ζ
(20,12,7,4,3)	∅	ψ,ω	6¹³⁰	ψ,ω	6⁷¹⁹	1	6⁷¹⁹	ζ
(20,12,8,4,3)	∅	ψ,ω	6¹³⁰	ψ,ω	6⁷³¹	0	6⁷³¹	ζ
(20,11,7,5,3)	∅	ψ,ω	6¹⁴⁶	ψ	6⁶⁴¹	1	6⁶⁴¹	ζ
(20,12,7,5,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹¹⁷	1	6⁹¹⁷	ζ
(20,12,8,5,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹⁸¹	0	6⁹⁸¹	ζ
(20,12,8,6,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹⁸⁷	1	6⁹⁸⁷	ζ
(20,11,7,5,4)	∅	ψ,ω	6¹⁵²	ψ	6⁶⁶⁷	0	6⁶⁶⁷	ζ
(20,12,7,5,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6⁹⁷¹	1	6⁹⁷¹	ζ
(20,12,8,5,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁶⁷	1	6¹⁰⁶⁷	ζ
(20,12,8,6,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁹³	0	6¹⁰⁹³	ζ
(20,12,8,6,5)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹¹⁰¹	0	6¹¹⁰¹	ζ
(21,11,6,3,2)	∅	ψ,ω	6⁶	ψ	6⁹	ψ	6⁹	0
(21,12,6,3,2)	∅	ψ,ω	6⁶	ψ,ω	6⁹	ψ	6⁹	0
(21,11,6,4,2)	∅	ψ,ω	6⁵⁸	ψ	6¹⁷⁹	ψ	6¹⁸⁹	0
(21,12,6,4,2)	∅	ψ,ω	6⁵⁸	ψ,ω	6¹⁹¹	ψ	6²⁰⁵	1
(21,11,7,4,2)	∅	ψ,ω	6⁶⁶	ψ	6²⁴⁹	ψ	6²⁶⁷	0
(21,12,7,4,2)	∅	ψ,ω	6⁶⁶	ψ,ω	6³⁰¹	ψ	6³⁵¹	0
(21,13,7,4,2)	∅	ψ,ω	6⁶⁶	ψ,ω	6³⁰¹	ψ,ω	6³⁵⁵	0
(21,12,8,4,2)	∅	ψ,ω	6⁶⁶	ψ,ω	6³⁰⁵	ψ	6³⁵⁹	1
(21,13,8,4,2)	∅	ψ,ω	6⁶⁶	ψ,ω	6³⁰⁵	ψ,ω	6³⁶⁵	0
(21,11,6,4,3)	∅	ψ,ω	6⁸⁶	ψ	6²⁶³	ψ	6²⁷⁵	0
(21,12,6,4,3)	∅	ψ,ω	6⁸⁶	ψ,ω	6²⁷⁹	ψ	6²⁹⁵	1
(21,11,7,4,3)	∅	ψ,ω	6¹³⁰	ψ	6⁵⁵¹	ψ	6⁵⁹⁹	0
(21,12,7,4,3)	∅	ψ,ω	6¹³⁰	ψ,ω	6⁷¹⁹	ψ	6⁸⁷⁵	1
(21,13,7,4,3)	∅	ψ,ω	6¹³⁰	ψ,ω	6⁷¹⁹	ψ,ω	6⁸⁸⁷	1
(21,12,8,4,3)	∅	ψ,ω	6¹³⁰	ψ,ω	6⁷³¹	ψ	6⁸⁹⁷	1
(21,13,8,4,3)	∅	ψ,ω	6¹³⁰	ψ,ω	6⁷³¹	ψ,ω	6⁹¹⁵	0
(21,11,7,5,3)	∅	ψ,ω	6¹⁴⁶	ψ	6⁶⁴¹	ψ	6⁷⁰⁵	1
(21,12,7,5,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹¹⁷	ψ	6¹¹⁶¹	1
(21,13,7,5,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹¹⁷	ψ,ω	6¹¹⁸⁹	1
(21,12,8,5,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹⁸¹	ψ	6¹²⁸⁹	1
(21,13,8,5,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹⁸¹	ψ,ω	6¹³⁶⁷	1
(21,13,9,5,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹⁸¹	ψ,ω	6¹³⁷⁵	1
(21,12,8,6,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹⁸⁷	ψ	6¹³⁰¹	1
(21,13,8,6,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹⁸⁷	ψ,ω	6¹³⁸⁵	1
(21,13,9,6,3)	∅	ψ,ω	6¹⁴⁶	ψ,ω	6⁹⁸⁷	ψ,ω	6¹³⁹⁷	0
(21,11,7,5,4)	∅	ψ,ω	6¹⁵²	ψ	6⁶⁶⁷	ψ	6⁷³⁷	0
(21,12,7,5,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6⁹⁷¹	ψ	6¹²⁴¹	1
(21,13,7,5,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6⁹⁷¹	ψ,ω	6¹²⁷⁵	1
(21,12,8,5,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁶⁷	ψ	6¹⁴²⁹	1
(21,13,8,5,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁶⁷	ψ,ω	6¹⁵³³	1
(21,13,9,5,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁶⁷	ψ,ω	6¹⁵⁴⁷	2
(21,12,8,6,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁹³	ψ	6¹⁴⁸¹	0
(21,13,8,6,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁹³	ψ,ω	6¹⁶¹¹	2
(21,13,9,6,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁹³	ψ,ω	6¹⁶⁴⁷	1
(21,13,9,7,4)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹⁰⁹³	ψ,ω	6¹⁶⁵³	1
(21,12,8,6,5)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹¹⁰¹	ψ	6¹⁴⁹⁷	1
(21,13,8,6,5)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹¹⁰¹	ψ,ω	6¹⁶³⁵	1
(21,13,9,6,5)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹¹⁰¹	ψ,ω	6¹⁶⁷⁹	1
(21,13,9,7,5)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹¹⁰¹	ψ,ω	6¹⁶⁹³	1
(21,13,9,7,6)	∅	ψ,ω	6¹⁵²	ψ,ω	6¹¹⁰¹	ψ,ω	6¹⁶⁹⁹	1

N = 37, t = 5, v = 2 - Classification of (λ; y)-balanced CAs with N = 37 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.

N = 37, t = 5, v = 2 - Classification of (λ; y)-balanced CAs with N = 37 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.