N = 38, t = 5, v = 2 - Classification of (λ; y)-balanced CAs with N = 38 rows, strength t = 5 and alphabet size v=2.
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λ
|
y
|
k=5
|
k=6
|
19,9,4,2,1
|
19,10,5,3,2
|
0
|
0
|
19,9,4,2,1
|
19,10,6,3,2
|
2
|
2
|
19,9,4,2,1
|
19,10,6,4,2
|
3
|
6
|
19,9,4,2,1
|
19,10,6,4,3
|
3
|
6
|
18,9,4,2,1
|
20,10,5,3,2
|
0
|
0
|
18,9,4,2,1
|
20,10,6,3,2
|
4
|
3
|
18,9,4,2,1
|
20,11,6,3,2
|
6
|
4
|
18,9,4,2,1
|
20,10,6,4,2
|
5
|
7
|
18,9,4,2,1
|
20,11,6,4,2
|
7
|
8
|
18,9,4,2,1
|
20,11,7,4,2
|
7
|
8
|
18,9,4,2,1
|
20,10,6,4,3
|
5
|
7
|
18,9,4,2,1
|
20,11,6,4,3
|
7
|
8
|
18,9,4,2,1
|
20,11,7,4,3
|
7
|
8
|
18,9,4,2,1
|
20,11,7,5,3
|
7
|
8
|
18,9,4,2,1
|
20,11,7,5,4
|
7
|
8
|
19,8,4,2,1
|
19,11,6,3,2
|
3
|
2
|
19,8,4,2,1
|
19,11,6,4,2
|
7
|
20
|
19,8,4,2,1
|
19,11,7,4,2
|
8
|
22
|
19,8,4,2,1
|
19,11,6,4,3
|
9
|
30
|
19,8,4,2,1
|
19,11,7,4,3
|
12
|
44
|
19,8,4,2,1
|
19,11,7,5,3
|
13
|
50
|
19,8,4,2,1
|
19,11,7,5,4
|
14
|
54
|
18,8,4,2,1
|
20,10,5,3,2
|
0
|
0
|
18,8,4,2,1
|
20,10,6,3,2
|
6
|
6
|
18,8,4,2,1
|
20,11,6,3,2
|
32
|
7
|
18,8,4,2,1
|
20,12,6,3,2
|
35
|
7
|
18,8,4,2,1
|
20,10,6,4,2
|
7
|
10
|
18,8,4,2,1
|
20,11,6,4,2
|
110
|
358
|
18,8,4,2,1
|
20,12,6,4,2
|
122
|
403
|
18,8,4,2,1
|
20,11,7,4,2
|
152
|
528
|
18,8,4,2,1
|
20,12,7,4,2
|
193
|
675
|
18,8,4,2,1
|
20,12,8,4,2
|
195
|
681
|
18,8,4,2,1
|
20,10,6,4,3
|
7
|
10
|
18,8,4,2,1
|
20,11,6,4,3
|
131
|
513
|
18,8,4,2,1
|
20,12,6,4,3
|
149
|
581
|
18,8,4,2,1
|
20,11,7,4,3
|
215
|
1233
|
18,8,4,2,1
|
20,12,7,4,3
|
301
|
1885
|
18,8,4,2,1
|
20,12,8,4,3
|
309
|
1926
|
18,8,4,2,1
|
20,11,7,5,3
|
230
|
1403
|
18,8,4,2,1
|
20,12,7,5,3
|
338
|
2383
|
18,8,4,2,1
|
20,12,8,5,3
|
357
|
2551
|
18,8,4,2,1
|
20,12,8,6,3
|
359
|
2566
|
18,8,4,2,1
|
20,11,7,5,4
|
234
|
1440
|
18,8,4,2,1
|
20,12,7,5,4
|
347
|
2486
|
18,8,4,2,1
|
20,12,8,5,4
|
370
|
2714
|
18,8,4,2,1
|
20,12,8,6,4
|
374
|
2759
|
18,8,4,2,1
|
20,12,8,6,5
|
375
|
2768
|
17,8,4,2,1
|
21,11,6,3,2
|
39
|
8
|
17,8,4,2,1
|
21,12,6,3,2
|
47
|
9
|
17,8,4,2,1
|
21,11,6,4,2
|
149
|
463
|
17,8,4,2,1
|
21,12,6,4,2
|
183
|
553
|
17,8,4,2,1
|
21,11,7,4,2
|
217
|
735
|
17,8,4,2,1
|
21,12,7,4,2
|
398
|
1291
|
17,8,4,2,1
|
21,13,7,4,2
|
408
|
1313
|
17,8,4,2,1
|
21,12,8,4,2
|
406
|
1321
|
17,8,4,2,1
|
21,13,8,4,2
|
422
|
1359
|
17,8,4,2,1
|
21,11,6,4,3
|
175
|
650
|
17,8,4,2,1
|
21,12,6,4,3
|
215
|
765
|
17,8,4,2,1
|
21,11,7,4,3
|
312
|
1804
|
17,8,4,2,1
|
21,12,7,4,3
|
636
|
4207
|
17,8,4,2,1
|
21,13,7,4,3
|
656
|
4311
|
17,8,4,2,1
|
21,12,8,4,3
|
661
|
4334
|
17,8,4,2,1
|
21,13,8,4,3
|
693
|
4494
|
17,8,4,2,1
|
21,11,7,5,3
|
337
|
2088
|
17,8,4,2,1
|
21,12,7,5,3
|
757
|
5952
|
17,8,4,2,1
|
21,13,7,5,3
|
789
|
6202
|
17,8,4,2,1
|
21,12,8,5,3
|
842
|
6844
|
17,8,4,2,1
|
21,13,8,5,3
|
932
|
7668
|
17,8,4,2,1
|
21,13,9,5,3
|
938
|
7708
|
17,8,4,2,1
|
21,12,8,6,3
|
848
|
6892
|
17,8,4,2,1
|
21,13,8,6,3
|
944
|
7767
|
17,8,4,2,1
|
21,13,9,6,3
|
954
|
7831
|
17,8,4,2,1
|
21,11,7,5,4
|
343
|
2149
|
17,8,4,2,1
|
21,12,7,5,4
|
779
|
6263
|
17,8,4,2,1
|
21,13,7,5,4
|
814
|
6543
|
17,8,4,2,1
|
21,12,8,5,4
|
884
|
7501
|
17,8,4,2,1
|
21,13,8,5,4
|
990
|
8587
|
17,8,4,2,1
|
21,13,9,5,4
|
999
|
8659
|
17,8,4,2,1
|
21,12,8,6,4
|
900
|
7711
|
17,8,4,2,1
|
21,13,8,6,4
|
1023
|
9040
|
17,8,4,2,1
|
21,13,9,6,4
|
1043
|
9252
|
17,8,4,2,1
|
21,13,9,7,4
|
1045
|
9270
|
17,8,4,2,1
|
21,12,8,6,5
|
903
|
7747
|
17,8,4,2,1
|
21,13,8,6,5
|
1029
|
9115
|
17,8,4,2,1
|
21,13,9,6,5
|
1052
|
9371
|
17,8,4,2,1
|
21,13,9,7,5
|
1056
|
9417
|
17,8,4,2,1
|
21,13,9,7,6
|
1057
|
9427
|
16,8,4,2,1
|
22,11,6,3,2
|
40
|
8
|
16,8,4,2,1
|
22,12,6,3,2
|
49
|
9
|
16,8,4,2,1
|
22,11,6,4,2
|
151
|
466
|
16,8,4,2,1
|
22,12,6,4,2
|
190
|
563
|
16,8,4,2,1
|
22,11,7,4,2
|
220
|
739
|
16,8,4,2,1
|
22,12,7,4,2
|
427
|
1349
|
16,8,4,2,1
|
22,13,7,4,2
|
447
|
1385
|
16,8,4,2,1
|
22,14,7,4,2
|
448
|
1387
|
16,8,4,2,1
|
22,12,8,4,2
|
437
|
1385
|
16,8,4,2,1
|
22,13,8,4,2
|
469
|
1447
|
16,8,4,2,1
|
22,14,8,4,2
|
472
|
1451
|
16,8,4,2,1
|
22,11,6,4,3
|
178
|
654
|
16,8,4,2,1
|
22,12,6,4,3
|
223
|
776
|
16,8,4,2,1
|
22,11,7,4,3
|
318
|
1817
|
16,8,4,2,1
|
22,12,7,4,3
|
688
|
4449
|
16,8,4,2,1
|
22,13,7,4,3
|
726
|
4641
|
16,8,4,2,1
|
22,14,7,4,3
|
728
|
4647
|
16,8,4,2,1
|
22,12,8,4,3
|
721
|
4606
|
16,8,4,2,1
|
22,13,8,4,3
|
782
|
4896
|
16,8,4,2,1
|
22,14,8,4,3
|
788
|
4910
|
16,8,4,2,1
|
22,11,7,5,3
|
344
|
2105
|
16,8,4,2,1
|
22,12,7,5,3
|
824
|
6356
|
16,8,4,2,1
|
22,13,7,5,3
|
884
|
6800
|
16,8,4,2,1
|
22,14,7,5,3
|
887
|
6812
|
16,8,4,2,1
|
22,12,8,5,3
|
928
|
7409
|
16,8,4,2,1
|
22,13,8,5,3
|
1098
|
8893
|
16,8,4,2,1
|
22,14,8,5,3
|
1115
|
8989
|
16,8,4,2,1
|
22,13,9,5,3
|
1110
|
8973
|
16,8,4,2,1
|
22,14,9,5,3
|
1133
|
9105
|
16,8,4,2,1
|
22,14,10,5,3
|
1134
|
9108
|
16,8,4,2,1
|
22,12,8,6,3
|
936
|
7472
|
16,8,4,2,1
|
22,13,8,6,3
|
1116
|
9040
|
16,8,4,2,1
|
22,14,8,6,3
|
1135
|
9151
|
16,8,4,2,1
|
22,13,9,6,3
|
1136
|
9168
|
16,8,4,2,1
|
22,14,9,6,3
|
1165
|
9336
|
16,8,4,2,1
|
22,14,10,6,3
|
1168
|
9346
|
16,8,4,2,1
|
22,11,7,5,4
|
351
|
2168
|
16,8,4,2,1
|
22,12,7,5,4
|
850
|
6702
|
16,8,4,2,1
|
22,13,7,5,4
|
915
|
7200
|
16,8,4,2,1
|
22,14,7,5,4
|
919
|
7216
|
16,8,4,2,1
|
22,12,8,5,4
|
978
|
8155
|
16,8,4,2,1
|
22,13,8,5,4
|
1176
|
10094
|
16,8,4,2,1
|
22,14,8,5,4
|
1197
|
10227
|
16,8,4,2,1
|
22,13,9,5,4
|
1194
|
10236
|
16,8,4,2,1
|
22,14,9,5,4
|
1223
|
10429
|
16,8,4,2,1
|
22,14,10,5,4
|
1225
|
10434
|
16,8,4,2,1
|
22,12,8,6,4
|
998
|
8410
|
16,8,4,2,1
|
22,13,8,6,4
|
1225
|
10755
|
16,8,4,2,1
|
22,14,8,6,4
|
1250
|
10933
|
16,8,4,2,1
|
22,13,9,6,4
|
1265
|
11179
|
16,8,4,2,1
|
22,14,9,6,4
|
1309
|
11540
|
16,8,4,2,1
|
22,14,10,6,4
|
1315
|
11577
|
16,8,4,2,1
|
22,13,9,7,4
|
1269
|
11215
|
16,8,4,2,1
|
22,14,9,7,4
|
1315
|
11594
|
16,8,4,2,1
|
22,14,10,7,4
|
1323
|
11647
|
16,8,4,2,1
|
22,14,10,8,4
|
1324
|
11651
|
16,8,4,2,1
|
22,12,8,6,5
|
1002
|
8455
|
16,8,4,2,1
|
22,13,8,6,5
|
1234
|
10866
|
16,8,4,2,1
|
22,14,8,6,5
|
1260
|
11053
|
16,8,4,2,1
|
22,13,9,6,5
|
1280
|
11373
|
16,8,4,2,1
|
22,14,9,6,5
|
1327
|
11770
|
16,8,4,2,1
|
22,14,10,6,5
|
1334
|
11816
|
16,8,4,2,1
|
22,13,9,7,5
|
1288
|
11465
|
16,8,4,2,1
|
22,14,9,7,5
|
1339
|
11908
|
16,8,4,2,1
|
22,14,10,7,5
|
1350
|
11995
|
16,8,4,2,1
|
22,14,10,8,5
|
1352
|
12008
|
16,8,4,2,1
|
22,13,9,7,6
|
1290
|
11485
|
16,8,4,2,1
|
22,14,9,7,6
|
1342
|
11938
|
16,8,4,2,1
|
22,14,10,7,6
|
1354
|
12035
|
16,8,4,2,1
|
22,14,10,8,6
|
1357
|
12058
|
16,8,4,2,1
|
22,14,10,8,7
|
1358
|
12065
|