N = 37, t = 5, v = 2 - Classification of (λ; y)-balanced CAs with N = 37 rows, strength t = 5 and alphabet size v=2.
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λ
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y
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k=5
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k=6
|
|
18,9,4,2,1
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19,10,5,3,2
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0
|
0
|
|
18,9,4,2,1
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19,10,6,3,2
|
0
|
0
|
|
18,9,4,2,1
|
19,10,6,4,2
|
0
|
0
|
|
18,9,4,2,1
|
19,10,6,4,3
|
0
|
0
|
|
18,8,4,2,1
|
19,10,5,3,2
|
0
|
0
|
|
18,8,4,2,1
|
19,10,6,3,2
|
5
|
6
|
|
18,8,4,2,1
|
19,11,6,3,2
|
9
|
6
|
|
18,8,4,2,1
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19,10,6,4,2
|
6
|
12
|
|
18,8,4,2,1
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19,11,6,4,2
|
19
|
58
|
|
18,8,4,2,1
|
19,11,7,4,2
|
22
|
66
|
|
18,8,4,2,1
|
19,10,6,4,3
|
6
|
12
|
|
18,8,4,2,1
|
19,11,6,4,3
|
24
|
86
|
|
18,8,4,2,1
|
19,11,7,4,3
|
32
|
130
|
|
18,8,4,2,1
|
19,11,7,5,3
|
34
|
146
|
|
18,8,4,2,1
|
19,11,7,5,4
|
35
|
152
|
|
17,8,4,2,1
|
20,10,5,3,2
|
0
|
0
|
|
17,8,4,2,1
|
20,10,6,3,2
|
7
|
8
|
|
17,8,4,2,1
|
20,11,6,3,2
|
25
|
9
|
|
17,8,4,2,1
|
20,12,6,3,2
|
27
|
9
|
|
17,8,4,2,1
|
20,10,6,4,2
|
8
|
14
|
|
17,8,4,2,1
|
20,11,6,4,2
|
64
|
179
|
|
17,8,4,2,1
|
20,12,6,4,2
|
68
|
191
|
|
17,8,4,2,1
|
20,11,7,4,2
|
85
|
249
|
|
17,8,4,2,1
|
20,12,7,4,2
|
103
|
301
|
|
17,8,4,2,1
|
20,12,8,4,2
|
104
|
305
|
|
17,8,4,2,1
|
20,10,6,4,3
|
8
|
14
|
|
17,8,4,2,1
|
20,11,6,4,3
|
78
|
263
|
|
17,8,4,2,1
|
20,12,6,4,3
|
83
|
279
|
|
17,8,4,2,1
|
20,11,7,4,3
|
122
|
551
|
|
17,8,4,2,1
|
20,12,7,4,3
|
154
|
719
|
|
17,8,4,2,1
|
20,12,8,4,3
|
157
|
731
|
|
17,8,4,2,1
|
20,11,7,5,3
|
132
|
641
|
|
17,8,4,2,1
|
20,12,7,5,3
|
175
|
917
|
|
17,8,4,2,1
|
20,12,8,5,3
|
185
|
981
|
|
17,8,4,2,1
|
20,12,8,6,3
|
186
|
987
|
|
17,8,4,2,1
|
20,11,7,5,4
|
135
|
667
|
|
17,8,4,2,1
|
20,12,7,5,4
|
181
|
971
|
|
17,8,4,2,1
|
20,12,8,5,4
|
194
|
1067
|
|
17,8,4,2,1
|
20,12,8,6,4
|
197
|
1093
|
|
17,8,4,2,1
|
20,12,8,6,5
|
198
|
1101
|
|
16,8,4,2,1
|
21,11,6,3,2
|
27
|
9
|
|
16,8,4,2,1
|
21,12,6,3,2
|
30
|
9
|
|
16,8,4,2,1
|
21,11,6,4,2
|
69
|
189
|
|
16,8,4,2,1
|
21,12,6,4,2
|
76
|
205
|
|
16,8,4,2,1
|
21,11,7,4,2
|
93
|
267
|
|
16,8,4,2,1
|
21,12,7,4,2
|
126
|
351
|
|
16,8,4,2,1
|
21,13,7,4,2
|
128
|
355
|
|
16,8,4,2,1
|
21,12,8,4,2
|
128
|
359
|
|
16,8,4,2,1
|
21,13,8,4,2
|
131
|
365
|
|
16,8,4,2,1
|
21,11,6,4,3
|
84
|
275
|
|
16,8,4,2,1
|
21,12,6,4,3
|
92
|
295
|
|
16,8,4,2,1
|
21,11,7,4,3
|
136
|
599
|
|
16,8,4,2,1
|
21,12,7,4,3
|
193
|
875
|
|
16,8,4,2,1
|
21,13,7,4,3
|
197
|
887
|
|
16,8,4,2,1
|
21,12,8,4,3
|
199
|
897
|
|
16,8,4,2,1
|
21,13,8,4,3
|
205
|
915
|
|
16,8,4,2,1
|
21,11,7,5,3
|
148
|
705
|
|
16,8,4,2,1
|
21,12,7,5,3
|
224
|
1161
|
|
16,8,4,2,1
|
21,13,7,5,3
|
230
|
1189
|
|
16,8,4,2,1
|
21,12,8,5,3
|
244
|
1289
|
|
16,8,4,2,1
|
21,13,8,5,3
|
259
|
1367
|
|
16,8,4,2,1
|
21,13,9,5,3
|
261
|
1375
|
|
16,8,4,2,1
|
21,12,8,6,3
|
246
|
1301
|
|
16,8,4,2,1
|
21,13,8,6,3
|
262
|
1385
|
|
16,8,4,2,1
|
21,13,9,6,3
|
265
|
1397
|
|
16,8,4,2,1
|
21,11,7,5,4
|
152
|
737
|
|
16,8,4,2,1
|
21,12,7,5,4
|
233
|
1241
|
|
16,8,4,2,1
|
21,13,7,5,4
|
240
|
1275
|
|
16,8,4,2,1
|
21,12,8,5,4
|
259
|
1429
|
|
16,8,4,2,1
|
21,13,8,5,4
|
277
|
1533
|
|
16,8,4,2,1
|
21,13,9,5,4
|
280
|
1547
|
|
16,8,4,2,1
|
21,12,8,6,4
|
265
|
1481
|
|
16,8,4,2,1
|
21,13,8,6,4
|
286
|
1611
|
|
16,8,4,2,1
|
21,13,9,6,4
|
292
|
1647
|
|
16,8,4,2,1
|
21,13,9,7,4
|
293
|
1653
|
|
16,8,4,2,1
|
21,12,8,6,5
|
267
|
1497
|
|
16,8,4,2,1
|
21,13,8,6,5
|
289
|
1635
|
|
16,8,4,2,1
|
21,13,9,6,5
|
296
|
1679
|
|
16,8,4,2,1
|
21,13,9,7,5
|
298
|
1693
|
|
16,8,4,2,1
|
21,13,9,7,6
|
299
|
1699
|