Upper bounds for doubly-constant-weight codes with distance 12
T(1,n1,6,n2,12)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19
| 20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
n1=2
| 237 | 237 | 237 | 233
| 337 | 337 | 333 | 333
| 437 | 437 | 433 | 433
| 533 | 533 | 533 | n1=2 |
---|
3 | 237 | 237 | 235 | 337
| 337 | 335 | 333 | 437
| 433 | 433 | 533 | 533
| 633 | 633 | | 3 |
4
| 237 | 237 | 235 | 337
| 335 | 335 | 437 | 435
| 433 | 533 | 533 | 633
| 837 | | 4 |
---|
5 | 237
| 237 | 235 | 337 | 335
| 335 | 435 | 435 | 535
| 533 | 633 | 737 | | 5 |
---|
6 | 237 | 237 | 235 | 337
| 335 | 335 | 435 | 435
| 535 | 637 | 737 | | 6 |
7 | 237 | 237 | 235 | 337
| 335 | 335 | 435 | 435
| 535 | 737 | | 7 |
8
| 237 | 237 | 235 | 337
| 335 | 335 | 435 | 435
| 535 | | 8 |
---|
9 | 237
| 237 | 235 | 337 | 335
| 335 | 435 | 435 | | 9 |
---|
10 | 237 | 237 | 235 | 337
| 335 | 335 | 435 | | 10 |
11 | 237 | 237 | 235 | 337
| 335 | 335 | | 11 |
12
| 237 | 237 | 235 | 337
| 335 | | 12 |
---|
13 | 237
| 237 | 235 | 337 | | 13 |
---|
14 | 237 | 237 | 235 |
| 14 |
15 | 237 | 237 | | 15 |
---|
16 | 237 | | 16 |
| n2=12 | 13
| 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25
| 26 |
---|
T(1,n1,7,n2,12)
| n2=14 | 15 | 16 | 17 | 18 | 19 | 20 | 21
| 22 | 23 | 24 | 25 | 26 |
---|
n1=2 | 235
| 233 | 337 | 333 | 437
| 537 | 637 | 633 | 733
| 833 | 836 | 1036 | 1036
| n1=2 |
---|
3 | 235 | 337
| 333 | 437 | 537 | 637
| 633 | 937 | 1037 | 1237
| 1236 | 1536 | | 3 |
---|
4
| 235 | 337 | 437 | 537
| 533 | 633 | 837 | 933
| 1237 | 1433 | 1636 | | 4 |
---|
5 | 235 | 337 | 437 | 537
| 533 | 633 | 833 | 1033
| 1333 | 1733 | | 5 |
6
| 235 | 337 | 437 | 537
| 637 | 733 | 937 | 1237
| 1433 | | 6 |
---|
7 | 235
| 337 | 437 | 537 | 637
| 837 | 933 | 1237 | | 7 |
---|
8 | 235 | 337 | 437 | 537
| 637 | 837 | 933 | | 8 |
9 | 235 | 337 | 437 | 537
| 637 | 837 | | 9 |
10
| 235 | 337 | 437 | 537
| 637 | | 10 |
---|
11 | 235
| 337 | 437 | 537 | | 11 |
---|
12 | 235 | 337 | 437 |
| 12 |
13 | 235 | 337 | | 13 |
---|
14 | 235 | | 14 |
| n2=14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25
| 26 |
---|
T(1,n1,8,n2,12)
| n2=16 | 17 | 18 | 19 | 20 | 21 | 22 | 23
| 24 | 25 | 26 |
---|
n1=2 | 437 | 437
| 537 | 637 | 837 | 1037
| 1236 | 1236 | 1837 | 2036
| 2637 | n1=2 |
---|
3 | 437
| 433 | 637 | 733 | 1033
| 1537 | 1836 | 1836 | 2737
| 3036 | | 3 |
---|
4 | 437
| 537 | 737 | 937 | 1233
| 1933 | 2436 | 2436 | 3637 | | 4 |
---|
5 | 435 | 533 | 737
| 1037 | 1537 | 2135 | 266
| 3036 | | 5 |
---|
6 | 435
| 637 | 733 | 1033 | 1533
| 2135 | 276 | | 6 |
---|
7
| 435 | 637 | 733 | 1033
| 1633 | 2135 | | 7 |
---|
8
| 435 | 637 | 837 | 1133
| 1733 | | 8 |
---|
9 | 435
| 637 | 937 | 1237 | | 9 |
---|
10 | 435 | 637 | 937 | | 10
|
11 | 435 | 637 | | 11 |
---|
12
| 435 | | 12 |
---|
| n2=16 | 17 | 18
| 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
T(1,n1,9,n2,12)
| n2=18 | 19 | 20 | 21 | 22 | 23 | 24 | 25
| 26 |
---|
n1=2 | 637 | 737
| 1037 | 1437 | 1636 | 2036
| 3237 | 5037 | 5236 | n1=2 |
---|
3 | 633 | 933 | 1537 | 2137
| 246 | 3036 | 4837 | 7537 | | 3 |
4 | 837 | 1137
| 2037 | 246 | 3236 | 4036
| 6437 | | 4 |
---|
5 | 837
| 1237 | 2035 | 256 | 4036
| 5036 | | 5 |
---|
6 | 833
| 1337 | 2035 | 266 | 4436 | | 6 |
---|
7 | 833 | 1437
| 2035 | 3036 | | 7 |
---|
8
| 833 | 1537 | 2035 | | 8 |
---|
9 | 937 | 1533 | | 9 |
10
| 1037 | | 10 |
---|
| n2=18 | 19 | 20
| 21 | 22 | 23 | 24 | 25 | 26 |
---|
T(1,n1,10,n2,12)
| n2=20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
n1=2 | 1237 | 1436 | 2237
| 3236 | 4836 | 7636 | 9636
| n1=2 |
3 | 1837 | 2136
| 3337 | 4836 | 7236 | 11436 | | 3 |
---|
4 | 2236 | 246
| 4437 | 6436 | 9636 | | 4 |
---|
5 | 246 | 3036 | 5537 | 8036
| | 5 |
6 | 256 | 3636
| 5736 | | 6 |
---|
7 | 266
| 4235 | | 7 |
---|
8 | 276 |
| 8 |
---|
| n2=20 | 21 | 22 | 23 | 24 | 25
| 26 |
---|
T(1,n1,11,n2,12)
| n2=22 | 23 | 24 | 25 | 26 |
---|
n1=2 | 2437 | 4637 | 4836
| 8436 | 13836 |
3 | 3637
| 6937 | 7236 | 12636 |
---|
4
| 4837 | 9237 | 9636 |
---|
5
| 6037 | 11437 |
---|
6
| 7237 |
---|
T(1,n1,12,n2,12)
| n2=24 | 25 | 26 |
---|
n1=2
| 8637 | 10036 | 16636 |
---|
3
| 12137 | 15036 |
---|
4
| 15037 |
---|
T(1,n1,13,n2,12)
T(2,n1,5,n2,12)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
n1=4
| 237 | 237 | 237 | 233
| 337 | 337 | 337 | 333
| 437 | 437 | 437 | 433
| 433 | 537 | 537 | n1=4 |
---|
5 | 237 | 237 | 233 | 337
| 337 | 333 | 333 | 437
| 433 | 433 | 537 | 533
| 533 | 533 | | 5 |
6
| 237 | 235 | 337 | 337
| 333 | 333 | 437 | 433
| 433 | 533 | 533 | 633
| 633 | | 6 |
---|
7 | 237
| 235 | 337 | 335 | 333
| 437 | 433 | 433 | 533
| 533 | 633 | 737 | | 7 |
---|
8 | 237 | 235 | 337 | 335
| 437 | 433 | 433 | 533
| 533 | 633 | 837 | | 8 |
9 | 237 | 235 | 337 | 335
| 437 | 433 | 537 | 533
| 633 | 737 | | 9 |
10
| 237 | 235 | 337 | 335
| 435 | 537 | 533 | 637
| 737 | | 10 |
---|
11 | 237
| 235 | 337 | 335 | 435
| 537 | 637 | 633 | | 11 |
---|
12 | 237 | 235 | 337 | 335
| 435 | 637 | 637 | | 12 |
13 | 237 | 235 | 337 | 335
| 435 | 637 | | 13 |
14
| 237 | 235 | 337 | 335
| 435 | | 14 |
---|
15 | 237
| 235 | 337 | 335 | | 15 |
---|
16 | 237 | 235 | 337 |
| 16 |
17 | 237 | 235 | | 17 |
---|
18 | 237 | | 18 |
| n2=10 | 11
| 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23
| 24 |
---|
T(2,n1,6,n2,12)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19
| 20 | 21 | 22 | 23 | 24 |
---|
n1=4 | 233
| 233 | 337 | 333 | 437
| 433 | 637 | 637 | 737
| 733 | 833 | 933 | 1237
| n1=4 |
---|
5 | 233 | 337
| 333 | 537 | 537 | 637
| 633 | 733 | 1037 | 1137
| 1233 | 1533 | | 5 |
---|
6
| 337 | 333 | 437 | 537
| 637 | 633 | 937 | 1037
| 1237 | 1537 | 1836 | | 6 |
---|
7 | 337 | 437 | 433 | 533
| 633 | 837 | 933 | 1237
| 1533 | 1933 | | 7 |
8
| 437 | 437 | 537 | 533
| 837 | 937 | 1237 | 1433
| 1833 | | 8 |
---|
9 | 437
| 437 | 537 | 633 | 837
| 933 | 1233 | 1633 | | 9 |
---|
10 | 437 | 435 | 533 | 633
| 833 | 1137 | 1537 | | 10 |
11 | 437 | 435 | 533 | 737
| 833 | 1133 | | 11 |
12
| 437 | 435 | 637 | 733
| 933 | | 12 |
---|
13 | 437
| 435 | 637 | 733 | | 13 |
---|
14 | 437 | 435 | 737 |
| 14 |
15 | 437 | 435 | | 15 |
---|
16 | 437 | | 16 |
| n2=12 | 13
| 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23
| 24 |
---|
T(2,n1,7,n2,12)
| n2=14 | 15 | 16 | 17 | 18 | 19 | 20 | 21
| 22 | 23 | 24 |
---|
n1=4 | 437 | 437
| 537 | 637 | 837 | 933
| 1233 | 1837 | 2036 | 2436
| 2436 | n1=4 |
---|
5 | 437
| 537 | 637 | 837 | 1033
| 1537 | 2036 | 2236 | 266
| 3536 | | 5 |
---|
6 | 433
| 637 | 733 | 1037 | 1537
| 1836 | 2436 | 3036 | 3936 | | 6 |
---|
7 | 433 | 633 | 937
| 1233 | 1933 | 2436 | 266
| 3936 | | 7 |
---|
8 | 533
| 737 | 933 | 1537 | 2336
| 266 | 3436 | | 8 |
---|
9
| 637 | 733 | 1137 | 1733
| 2336 | 276 | | 9 |
---|
10
| 637 | 833 | 1237 | 1936
| 276 | | 10 |
---|
11 | 637
| 833 | 1333 | 1936 | | 11 |
---|
12 | 633 | 933 | 1433 |
| 12 |
13 | 633 | 933 | | 13 |
---|
14 | 737 | | 14 |
| n2=14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
T(2,n1,8,n2,12)
| n2=16 | 17 | 18 | 19 | 20 | 21 | 22 | 23
| 24 |
---|
n1=4 | 637 | 737
| 1037 | 1436 | 2036 | 246
| 3636 | 3636 | 5437 | n1=4 |
---|
5 | 633 | 1037 | 1637 | 2236
| 3036 | 4036 | 6036 | 6036 | | 5 |
6 | 833 | 1337
| 2136 | 246 | 4036 | 6036
| 7836 | | 6 |
---|
7 | 1037
| 1737 | 246 | 3336 | 5236
| 6836 | | 7 |
---|
8 | 1237
| 1936 | 256 | 4036 | 6436 | | 8 |
---|
9 | 1233 | 2236
| 3236 | 4936 | | 9 |
---|
10
| 1433 | 2536 | 4036 | | 10
|
---|
11 | 1637 | 276 | | 11 |
---|
12
| 1837 | | 12 |
---|
| n2=16 | 17 | 18
| 19 | 20 | 21 | 22 | 23 | 24 |
---|
T(2,n1,9,n2,12)
| n2=18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
n1=4 | 1237 | 1836 | 236
| 4036 | 4836 | 6036 | 9637
| n1=4 |
5 | 2037 | 236
| 3836 | 6036 | 8036 | 10036 | | 5 |
---|
6 | 236 | 3436
| 5336 | 7536 | 12036 | | 6
|
---|
7 | 246 | 4536 | 7036
| 9136 | | 7 |
---|
8 | 3236
| 5236 | 8036 | | 8 |
---|
9
| 3636 | 6636 | | 9 |
---|
10
| 4536 | | 10 |
---|
| n2=18 | 19 | 20
| 21 | 22 | 23 | 24 |
---|
T(2,n1,10,n2,12)
| n2=20 | 21 | 22 | 23 | 24 |
---|
n1=4 | 3637 | 4236 | 6637
| 9636 | 14436 |
5 | 4636
| 6036 | 11037 | 16036 |
---|
6
| 6836 | 9036 | 16437 |
---|
7
| 8736 | 12636 |
---|
8
| 10436 |
---|
T(2,n1,11,n2,12)
| n2=22 | 23 | 24 |
---|
n1=4
| 7237 | 13837 | 14436 |
---|
5
| 12037 | 21337 |
---|
6
| 17637 |
---|
T(2,n1,12,n2,12)
T(3,n1,4,n2,12)
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
n1=6
| 237 | 237 | 237 | 233
| 337 | 337 | 337 | 337
| 437 | 437 | 437 | 437
| 437 | 437 | 437 | n1=6 |
---|
7 | 237 | 237 | 233 | 337
| 337 | 337 | 333 | 437
| 437 | 437 | 433 | 537
| 537 | 537 | | 7 |
8
| 237 | 233 | 337 | 337
| 333 | 333 | 437 | 433
| 433 | 537 | 537 | 533
| 533 | | 8 |
---|
9 | 235
| 337 | 337 | 333 | 333
| 437 | 433 | 433 | 533
| 533 | 637 | 633 | | 9 |
---|
10 | 235 | 337 | 333 | 333
| 437 | 433 | 433 | 533
| 533 | 633 | 633 | | 10 |
11 | 235 | 337 | 333 | 437
| 433 | 433 | 533 | 533
| 633 | 737 | | 11 |
12
| 235 | 337 | 437 | 437
| 433 | 533 | 533 | 633
| 837 | | 12 |
---|
13 | 235
| 337 | 437 | 433 | 537
| 533 | 633 | 737 | | 13 |
---|
14 | 235 | 337 | 437 | 537
| 533 | 637 | 737 | | 14 |
15 | 235 | 337 | 537 | 537
| 637 | 633 | | 15 |
16
| 235 | 337 | 537 | 537
| 637 | | 16 |
---|
17 | 235
| 337 | 537 | 533 | | 17 |
---|
18 | 235 | 337 | 537 |
| 18 |
19 | 235 | 337 | | 19 |
---|
20 | 235 | | 20 |
| n2=8 | 9
| 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21
| 22 |
---|
T(3,n1,5,n2,12)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 | 19 | 20 | 21 | 22 |
---|
n1=6 | 233
| 233 | 337 | 333 | 437
| 433 | 433 | 533 | 637
| 633 | 837 | 837 | 937
| n1=6 |
---|
7 | 233 | 337
| 333 | 437 | 537 | 637
| 633 | 737 | 837 | 937
| 1033 | 1237 | | 7 |
---|
8
| 337 | 333 | 437 | 537
| 637 | 633 | 837 | 933
| 1137 | 1233 | 1637 | | 8 |
---|
9 | 333 | 437 | 537 | 637
| 633 | 937 | 1037 | 1237
| 1537 | 1833 | | 9 |
10
| 437 | 433 | 533 | 633
| 837 | 1037 | 1237 | 1533
| 1933 | | 10 |
---|
11 | 437
| 433 | 533 | 733 | 937
| 1237 | 1537 | 1933 | | 11
|
---|
12 | 437 | 537 | 633
| 837 | 1033 | 1333 | 1833 | | 12 |
---|
13 | 433 | 533
| 737 | 937 | 1133 | 1533 | | 13 |
---|
14 | 433 | 533
| 733 | 1037 | 1437 | | 14 |
---|
15 | 537 | 637 | 733 | 1033
| | 15 |
16 | 537 | 633
| 833 | | 16 |
---|
17 | 537
| 633 | | 17 |
---|
18 | 637 | | 18 |
---|
| n2=10 | 11 | 12 | 13 | 14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
T(3,n1,6,n2,12)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19
| 20 | 21 | 22 |
---|
n1=6 | 437 | 437
| 537 | 637 | 837 | 937
| 1237 | 1433 | 2037 | 2236
| 2436 | n1=6 |
---|
7 | 437
| 537 | 737 | 837 | 1033
| 1437 | 2137 | 2336 | 266
| 3536 | | 7 |
---|
8 | 433
| 637 | 837 | 1033 | 1637
| 2136 | 2436 | 266 | 3736 | | 8 |
---|
9 | 637 | 737 | 933
| 1537 | 2437 | 256 | 3637
| 3936 | | 9 |
---|
10 | 637
| 837 | 1237 | 2037 | 256
| 266 | 3936 | | 10 |
---|
11
| 633 | 933 | 1433 | 2236
| 266 | 3536 | | 11 |
---|
12
| 837 | 1137 | 1733 | 2536
| 3236 | | 12 |
---|
13 | 837
| 1337 | 2136 | 276 | | 13 |
---|
14 | 833 | 1437 | 2336 |
| 14 |
15 | 1037 | 1533 | | 15 |
---|
16 | 1037 | | 16 |
| n2=12 | 13
| 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
T(3,n1,7,n2,12)
| n2=14 | 15 | 16 | 17 | 18 | 19 | 20 | 21
| 22 |
---|
n1=6 | 637 | 737
| 1037 | 1537 | 2036 | 246
| 3636 | 4436 | 5236 | n1=6 |
---|
7 | 737 | 1037 | 1633 | 236
| 246 | 3836 | 5636 | 7036 | | 7 |
8 | 833 | 1537
| 2236 | 246 | 3836 | 6036
| 6936 | | 8 |
---|
9 | 1237
| 1936 | 246 | 3636 | 5736
| 7836 | | 9 |
---|
10 | 1433
| 2336 | 3436 | 5136 | 6636 | | 10 |
---|
11 | 1837 | 256
| 4436 | 6336 | | 11 |
---|
12
| 2236 | 266 | 4636 | | 12 |
---|
13 | 2637 | 3336 | | 13 |
14
| 276 | | 14 |
---|
| n2=14 | 15 | 16
| 17 | 18 | 19 | 20 | 21 | 22 |
---|
T(3,n1,8,n2,12)
| n2=16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
n1=6 | 1237 | 2036 | 236
| 3936 | 6036 | 8036 | 12036
| n1=6 |
7 | 1836 | 236
| 4036 | 5636 | 9336 | 13637 | | 7 |
---|
8 | 236 | 3636
| 5436 | 8836 | 13837 | | 8
|
---|
9 | 3436 | 5136 | 7536
| 12036 | | 9 |
---|
10 | 4036
| 7236 | 10636 | | 10 |
---|
11
| 5036 | 9136 | | 11 |
---|
12
| 5236 | | 12 |
---|
| n2=16 | 17 | 18
| 19 | 20 | 21 | 22 |
---|
T(3,n1,9,n2,12)
| n2=18 | 19 | 20 | 21 | 22 |
---|
n1=6 | 4037 | 4636 | 7636
| 12036 | 16036 |
7 | 4636
| 7936 | 12336 | 17536 |
---|
8
| 6436 | 11436 | 17437 |
---|
9
| 9636 | 15237 |
---|
10
| 12036 |
---|
T(3,n1,10,n2,12)
| n2=20 | 21 | 22 |
---|
n1=6
| 9236 | 12036 | 22037 |
---|
7
| 14037 | 21036 |
---|
8
| 19037 |
---|
T(3,n1,11,n2,12)
T(4,n1,4,n2,12)
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14 | 15
| 16 | 17 | 18 | 19 | 20 |
---|
n1=8 | 233
| 233 | 337 | 333 | 437
| 437 | 433 | 433 | 533
| 533 | 637 | 633 | 633
| n1=8 |
---|
9 | | 337 | 333
| 437 | 433 | 537 | 533
| 633 | 737 | 733 | 937
| 937 | | 9 |
---|
10 | | 537
| 537 | 637 | 633 | 733
| 833 | 933 | 1033 | 1133 | | 10 |
---|
11 | | 637 | 633
| 837 | 933 | 1137 | 1233
| 1433 | | 11 |
---|
12 |
| 937 | 1037 | 1237 | 1537
| 1733 | | 12 |
---|
13 |
| 1337 | 1533 | 1933 | | 13
|
---|
14 | | 1933 | | 14 |
---|
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18
| 19 | 20 |
---|
T(4,n1,5,n2,12)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 | 19 | 20 |
---|
n1=8 | 437 | 437
| 537 | 637 | 633 | 833
| 1037 | 1237 | 1433 | 1833
| 2036 | n1=8 |
---|
9 | 437
| 537 | 637 | 837 | 933
| 1233 | 1633 | 2036 | 2436
| 276 | | 9 |
---|
10 | 537
| 637 | 837 | 1033 | 1537
| 2036 | 256 | 266 | 3636 | | 10 |
---|
11 | 637 | 733
| 1033 | 1537 | 2236 | 256
| 266 | 3636 | | 11 |
---|
12
| 633 | 937 | 1333 | 2136
| 256 | 3636 | 3936 | | 12 |
---|
13 | 733 | 1137 | 1833 | 256
| 266 | 3936 | | 13 |
14
| 833 | 1437 | 2136 | 266
| 3636 | | 14 |
---|
15 | 1037
| 1633 | 266 | 3536 | | 15 |
---|
16 | 1237 | 1936 | 276 |
| 16 |
17 | 1337 | 2236 | | 17 |
---|
18 | 1433 | | 18 |
| n2=10 | 11
| 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 |
---|
T(4,n1,6,n2,12)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19
| 20 |
---|
n1=8 | 637 | 737
| 1037 | 1433 | 2036 | 246
| 3636 | 4436 | 5236 | n1=8 |
---|
9 | 737 | 1037 | 1633 | 2236
| 246 | 3736 | 5436 | 5836 | | 9 |
10 | 1037 | 1533
| 2236 | 3636 | 4036 | 6136
| 7836 | | 10 |
---|
11 | 1233
| 2136 | 246 | 4036 | 6236
| 7136 | | 11 |
---|
12 | 1837
| 246 | 3636 | 6036 | 7836 | | 12 |
---|
13 | 2236 | 3436
| 5236 | 6536 | | 13 |
---|
14
| 256 | 4537 | 6036 | | 14 |
---|
15 | 266 | 4836 | | 15 |
16
| 3436 | | 16 |
---|
| n2=12 | 13 | 14
| 15 | 16 | 17 | 18 | 19 | 20 |
---|
T(4,n1,7,n2,12)
| n2=14 | 15 | 16 | 17 | 18 | 19 | 20 |
---|
n1=8 | 1237 | 2036 | 236
| 3936 | 4836 | 7636 | 11236
| n1=8 |
9 | 1836 | 236
| 4036 | 5436 | 8536 | 13237 | | 9 |
---|
10 | 236 | 3836
| 6036 | 9036 | 13937 | | 10
|
---|
11 | 3636 | 5136 | 9036
| 13637 | | 11 |
---|
12 | 4836
| 7536 | 12537 | | 12 |
---|
13
| 6836 | 8436 | | 13 |
---|
14
| 8537 | | 14 |
---|
| n2=14 | 15 | 16
| 17 | 18 | 19 | 20 |
---|
T(4,n1,8,n2,12)
| n2=16 | 17 | 18 | 19 | 20 |
---|
n1=8 | 3636 | 4636 | 8036
| 11236 | 16737 |
9 | 4636
| 8136 | 12136 | 18337 |
---|
10
| 7636 | 12537 | 18037 |
---|
11
| 10236 | 16237 |
---|
12
| 13737 |
---|
T(4,n1,9,n2,12)
| n2=18 | 19 | 20 |
---|
n1=8
| 9236 | 14537 | 21937 |
---|
9
| 14237 | 22337 |
---|
10
| 19937 |
---|
T(4,n1,10,n2,12)
T(5,n1,5,n2,12)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 |
---|
n1=10 | 637 | 737
| 1037 | 1333 | 1836 | 246
| 256 | 3536 | 4636 |
---|
11 |
| 1137 | 1637 | 2236 | 246
| 3636 | 4536 | 5736 |
---|
12 | | 236 | 246 | 3736
| 5536 | 6236 |
---|
13 |
| 3936 | 6036 | 7836 |
---|
14 | | 7236 |
---|
| n2=10 | 11 | 12 | 13
| 14 | 15 | 16 | 17 | 18 |
---|
T(5,n1,6,n2,12)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 |
---|
n1=10 | 1237 | 2036 | 236
| 3836 | 4836 | 7036 | 10536
| n1=10 |
11 | 2237 | 236
| 4036 | 6036 | 8836 | 12637 | | 11 |
---|
12 | 236 | 3936
| 5636 | 9236 | 13737 | | 12
|
---|
13 | 3736 | 5236 | 9136
| 13937 | | 13 |
---|
14 | 4836
| 8036 | 13237 | | 14 |
---|
15
| 7236 | 11837 | | 15 |
---|
16
| 8336 | | 16 |
---|
| n2=12 | 13 | 14
| 15 | 16 | 17 | 18 |
---|
T(5,n1,7,n2,12)
| n2=14 | 15 | 16 | 17 | 18 |
---|
n1=10 | 3636 | 4636 | 8036
| 10836 | 16137 |
11 | 4636
| 8233 | 13137 | 18037 |
---|
12
| 7836 | 12036 | 18337 |
---|
13
| 10436 | 17037 |
---|
14
| 14637 |
---|
T(5,n1,8,n2,12)
| n2=16 | 17 | 18 |
---|
n1=10
| 9236 | 14537 | 21737 |
---|
11
| 14337 | 22537 |
---|
12
| 20637 |
---|
T(5,n1,9,n2,12)
T(6,n1,6,n2,12)
| n2=12 | 13 | 14 | 15 | 16 |
---|
n1=12 | 4437 | 4636 | 8036
| 11937 | 15537 |
13 |
| 8134 | 12136 | 17637 |
---|
14 | | 18437 |
---|
T(6,n1,7,n2,12)
| n2=14 | 15 | 16 |
---|
n1=12
| 9034 | 14537 | 21437 |
---|
13
| 14437 | 22637 |
---|
14
| 21037 |
---|
T(6,n1,8,n2,12)
T(7,n1,7,n2,12)