Upper bounds for doubly-constant-weight codes with distance 8
T(1,n1,4,n2,8)
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
n1=2 | 237 | 233 | 337
| 333 | 437 | 433 | 533
| 633 | 837 | 837 | 836
| 836 | 1037 | 1037 | 1036
| 1036 | 1237 | 1237 | 1236
| n1=2 |
3 | 235 | 337
| 333 | 433 | 637 | 633
| 733 | 933 | 1237 | 1237
| 1236 | 1236 | 1537 | 1537
| 1536 | 1536 | 1837 | 1837 | | 3 |
---|
4 | 235 | 337 | 437
| 537 | 637 | 733 | 933
| 1237 | 1637 | 1636 | 1636
| 1636 | 2037 | 2036 | 2036
| 2036 | 2437 | | 4 |
---|
5
| 235 | 337 | 537 | 533
| 633 | 833 | 1137 | 1537
| 2037 | 2036 | 2036 | 2036
| 2537 | 2536 | 2536 | 2536 | | 5 |
---|
6 | 235 | 337 | 537
| 637 | 733 | 933 | 1237
| 1535 | 2037 | 2035 | 2235
| 246 | 2933 | 3036 | 3036 | | 6 |
---|
7 | 235 | 337 | 537
| 637 | 733 | 1037 | 1437
| 1535 | 2037 | 2035 | 2235
| 2535 | 3035 | 3135 | | 7 |
---|
8 | 235 | 337 | 537 | 637
| 837 | 1033 | 1437 | 1535
| 2037 | 2035 | 2235 | 2535
| 3035 | | 8 |
9 | 235
| 337 | 537 | 637 | 937
| 1033 | 1435 | 1535 | 2037
| 2035 | 2235 | 2535 | | 9 |
---|
10 | 235 | 337 | 537 | 637
| 937 | 1133 | 1435 | 1535
| 2037 | 2035 | 2235 | | 10
|
11 | 235 | 337 | 537
| 637 | 937 | 1133 | 1435
| 1535 | 2037 | 2035 | | 11
|
---|
12 | 235 | 337 | 537
| 637 | 937 | 1237 | 1435
| 1535 | 2037 | | 12 |
---|
13
| 235 | 337 | 537 | 637
| 937 | 1337 | 1435 | 1535 | | 13 |
---|
14 | 235 | 337
| 537 | 637 | 937 | 1337
| 1435 | | 14 |
---|
15 | 235
| 337 | 537 | 637 | 937
| 1337 | | 15 |
---|
16 | 235
| 337 | 537 | 637 | 937 | | 16 |
---|
17 | 235 | 337
| 537 | 637 | | 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 | 23
| 24 | 25 | 26 |
---|
T(1,n1,5,n2,8)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
n1=2
| 437 | 433 | 637 | 636
| 836 | 1237 | 1236 | 1436
| 1836 | 2436 | 3237 | 4237
| 4236 | 4636 | 4836 | 6037
| 6036 | n1=2 |
---|
3 | 437
| 637 | 937 | 936 | 1236
| 1837 | 1836 | 2136 | 2736
| 3636 | 4837 | 6337 | 6336
| 6936 | 7236 | 9037 | | 3 |
---|
4 | 433 | 737 | 1237 | 1236
| 1636 | 2437 | 2436 | 2836
| 3636 | 4836 | 6437 | 8437
| 8436 | 9236 | 9636 | | 4 |
5 | 537 | 733 | 1235 | 1536
| 2036 | 3037 | 3036 | 3536
| 4536 | 6036 | 8037 | 10537
| 10536 | 11536 | | 5 |
6
| 637 | 833 | 1235 | 186
| 2436 | 3637 | 3636 | 4236
| 5436 | 7236 | 9637 | 12136
| 12636 | | 6 |
---|
7 | 637
| 937 | 1235 | 1836 | 2836
| 4237 | 4236 | 4936 | 6336
| 8335 | 10035 | 12635 | | 7
|
---|
8 | 637 | 933 | 1235
| 1835 | 2836 | 4235 | 4835
| 5636 | 7236 | 8335 | 10035 | | 8 |
---|
9 | 637 | 933 | 1235
| 1835 | 2836 | 4235 | 4835
| 6336 | 7235 | 8335 | | 9 |
---|
10 | 637 | 1037 | 1235
| 1835 | 2835 | 4235 | 4835
| 6837 | 7235 | | 10 |
11
| 637 | 1137 | 1235 | 1835
| 2835 | 4235 | 4835 | 6837 | | 11 |
---|
12 | 637 | 1137
| 1235 | 1835 | 2835 | 4235
| 4835 | | 12 |
---|
13 | 637
| 1137 | 1235 | 1835 | 2835
| 4235 | | 13 |
---|
14 | 637
| 1137 | 1235 | 1835 | 2835 | | 14 |
---|
15 | 637 | 1137
| 1235 | 1835 | | 15 |
---|
16
| 637 | 1137 | 1235 | | 16
|
---|
17 | 637 | 1137 | | 17 |
---|
18
| 637 | | 18 |
---|
| n2=10 | 11 | 12
| 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25
| 26 |
---|
T(1,n1,6,n2,8)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19
| 20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
n1=2
| 837 | 836 | 1437 | 2037
| 3237 | 3436 | 4236 | 5636
| 8036 | 11237 | 15437 | 16036
| 18436 | 20036 | 26037 | n1=2
|
---|
3 | 1237 | 1236 | 2137
| 3037 | 4837 | 5136 | 6336
| 8436 | 12036 | 16837 | 23137
| 24036 | 27636 | 30036 | | 3
|
---|
4 | 1436 | 166 | 2837
| 4037 | 6437 | 6836 | 8436
| 11236 | 16036 | 22437 | 30837
| 32036 | 36836 | | 4 |
---|
5
| 1436 | 2036 | 3537 | 5037
| 8037 | 8536 | 10536 | 14036
| 20036 | 28037 | 38537 | 40036
| | 5 |
---|
6 | 1636 | 2436
| 4237 | 6037 | 9637 | 10236
| 12636 | 16836 | 24036 | 33637
| 44336 | | 6 |
---|
7 | 186
| 2635 | 4236 | 7037 | 11237
| 11936 | 14736 | 19636 | 27635
| 35035 | | 7 |
---|
8 | 1836
| 2635 | 4235 | 7036 | 11237
| 13635 | 16836 | 22436 | 27635
| | 8 |
---|
9 | 1836 | 2635
| 4235 | 7036 | 11237 | 13635
| 18936 | 22835 | | 9 |
---|
10
| 2036 | 2635 | 4235 | 7035
| 11237 | 13635 | 20235 | | 10
|
---|
11 | 2237 | 2635 | 4235
| 7035 | 11237 | 13635 | | 11
|
---|
12 | 2237 | 2635 | 4235
| 7035 | 11237 | | 12 |
---|
13
| 2237 | 2635 | 4235 | 7035 | | 13 |
---|
14 | 2237 | 2635
| 4235 | | 14 |
---|
15 | 2237
| 2635 | | 15 |
---|
16 | 2237 | | 16 |
---|
| n2=12 | 13 | 14 | 15 | 16 | 17
| 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
T(1,n1,7,n2,8)
| n2=14 | 15 | 16 | 17 | 18 | 19 | 20 | 21
| 22 | 23 | 24 | 25 | 26 |
---|
n1=2 | 1637
| 3037 | 3236 | 4836 | 7836
| 11436 | 16036 | 24036 | 35237
| 50637 | 54836 | 65636 | 74236
| n1=2 |
---|
3 | 2437 | 4537
| 4836 | 7236 | 11736 | 17136
| 24036 | 36036 | 52837 | 75937
| 82236 | 98436 | | 3 |
---|
4
| 3237 | 6037 | 6436 | 9636
| 15636 | 22836 | 32036 | 48036
| 70437 | 101237 | 109636 |
| 4 |
---|
5 | 4037 | 7537 | 8036
| 12036 | 19536 | 28536 | 40036
| 60036 | 88037 | 126537 | | 5
|
---|
6 | 4235 | 7835 | 9636
| 14436 | 23436 | 34236 | 48036
| 72036 | 105637 | | 6 |
---|
7
| 4235 | 7835 | 11236 | 16836
| 27336 | 39936 | 56036 | 82835
| | 7 |
---|
8 | 4235 | 7835
| 12836 | 19236 | 31236 | 45636
| 64036 | | 8 |
---|
9 | 4235
| 7835 | 13835 | 21636 | 34935
| 51336 | | 9 |
---|
10 | 4235
| 7835 | 13835 | 23435 | 34935
| | 10 |
---|
11 | 4235 | 7835
| 13835 | 23435 | | 11 |
---|
12
| 4235 | 7835 | 13835 | | 12
|
---|
13 | 4235 | 7835 | | 13 |
---|
14
| 4235 | | 14 |
---|
| n2=14 | 15 | 16
| 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
T(1,n1,8,n2,8)
| n2=16 | 17 | 18 | 19 | 20 | 21 | 22 | 23
| 24 | 25 | 26 |
---|
n1=2 | 5837 | 6836
| 10836 | 18436 | 28436 | 42036
| 66036 | 101237 | 136137
| 171236 | 213236 | n1=2 |
---|
3
| 8637 | 10236 | 16236 | 27636
| 42636 | 63036 | 99036
| 145937 | 196337 | 256836 |
| 3 |
---|
4 | 11337 | 13636 | 21636
| 36836 | 56836 | 84036
| 132036 | 188837 | 256637 |
| 4 |
---|
5 | 13937 | 17036 | 27036
| 46036 | 71036 | 105036
| 165036 | 231737 | | 5 |
---|
6
| 15037 | 20436 | 32436 | 55236
| 85236 | 126036 | 198036 |
| 6 |
---|
7 | 15037 | 23836 | 37836
| 64436 | 99436 | 147036 | | 7
|
---|
8 | 15037 | 27236 | 42835
| 73435 | 110735 | | 8 |
---|
9
| 15037 | 28337 | 42835 | 73435
| | 9 |
---|
10 | 15037 | 28337
| 42835 | | 10 |
---|
11 | 15037
| 28337 | | 11 |
---|
12 | 15037 | | 12 |
---|
| n2=16 | 17 | 18 | 19 | 20 | 21
| 22 | 23 | 24 | 25 | 26 |
---|
T(1,n1,9,n2,8)
| n2=18 | 19 | 20 | 21 | 22 | 23 | 24 | 25
| 26 |
---|
n1=2 | 13636 | 22836
| 39036 | 64036 | 98636
| 157737 | 227837 | 322036
| 432036 | n1=2 |
---|
3 | 20436
| 34236 | 58536 | 96036
| 147936 | 235837 | 340237
| 481937 | | 3 |
---|
4 | 27236
| 45636 | 78036 | 128036
| 197236 | 314437 | 452037 |
| 4 |
---|
5 | 34036 | 57036 | 97536
| 160036 | 246536 | 393037 |
| 5 |
---|
6 | 40836 | 68436 | 117036
| 192036 | 295836 | | 6 |
---|
7
| 42535 | 78935 | 136337
| 224036 | | 7 |
---|
8 | 42535
| 78935 | 136337 | | 8 |
---|
9
| 42535 | 78935 | | 9 |
---|
10
| 42535 | | 10 |
---|
| n2=18 | 19 | 20
| 21 | 22 | 23 | 24 | 25 | 26 |
---|
T(1,n1,10,n2,8)
| n2=20 | 21 | 22 | 23 | 24 | 25 | 26 |
---|
n1=2 | 45636 | 79836 | 128236
| 221836 | 327837 | 489636
| 743836 | n1=2 |
3 | 68436
| 119736 | 192336 | 332736
| 491736 | 734436 | | 3 |
---|
4
| 91236 | 159636 | 256436
| 443636 | 655636 | | 4 |
---|
5
| 114036 | 199536 | 320536
| 552437 | | 5 |
---|
6 | 136836
| 239436 | 384636 | | 6 |
---|
7
| 142137 | 270237 | | 7 |
---|
8
| 142137 | | 8 |
---|
| n2=20 | 21 | 22
| 23 | 24 | 25 | 26 |
---|
T(1,n1,11,n2,8)
| n2=22 | 23 | 24 | 25 | 26 |
---|
n1=2 | 153236 | 265636
| 437636 | 715037 | 1063036 |
3
| 229836 | 398436 | 656436
| 1072536 |
---|
4 | 306436 | 531236
| 875236 |
---|
5 | 383036 | 664036 |
---|
6 | 459636 |
T(1,n1,12,n2,8)
| n2=24 | 25 | 26 |
---|
n1=2
| 515237 | 833836 | 1366836 |
---|
3
| 757437 | 1250736 |
---|
4
| 985437 |
---|
T(1,n1,13,n2,8)
T(2,n1,3,n2,8)
| n2=6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14
| 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
n1=4 | 237 | 233 | 337
| 333 | 437 | 437 | 433
| 537 | 533 | 637 | 637
| 637 | 637 | 637 | 637
| 637 | 637 | 637 | 637
| n1=4 |
5 | 233 | 337
| 333 | 433 | 537 | 533
| 633 | 733 | 833 | 1037
| 1037 | 1037 | 1037 | 1037
| 1037 | 1037 | 1037 | 1037 | | 5 |
---|
6 | 337 | 333 | 433
| 637 | 633 | 733 | 937
| 1033 | 1237 | 1537 | 1537
| 1537 | 1537 | 1537 | 1537
| 1537 | 1537 | | 6 |
---|
7
| 337 | 437 | 537 | 633
| 733 | 933 | 1237 | 1336
| 1436 | 1536 | 1636 | 1736
| 1836 | 1936 | 2036 | 2137 | | 7 |
---|
8 | 437 | 433 | 533
| 733 | 933 | 1237 | 1637
| 1636 | 1636 | 2037 | 2036
| 2036 | 2437 | 2436 | 2436 | | 8 |
---|
9 | 437 | 537 | 633
| 937 | 1033 | 1336 | 1636
| 1736 | 1836 | 2036 | 2136
| 2236 | 2436 | 2536 | | 9 |
---|
10 | 437 | 537 | 633 | 933
| 1233 | 1536 | 2037 | 2036
| 2036 | 2537 | 2536 | 2536
| 3037 | | 10 |
11 | 437
| 533 | 733 | 1033 | 1335
| 1636 | 2035 | 2136 | 2236
| 2536 | 2636 | 2736 | | 11
|
---|
12 | 437 | 637 | 837
| 1237 | 1335 | 1735 | 2035
| 246 | 2436 | 3037 | 3036 | | 12 |
---|
13 | 437 | 637
| 835 | 1237 | 1335 | 1735
| 2035 | 2637 | 2636 | 3036 | | 13 |
---|
14 | 437 | 737
| 835 | 1237 | 1335 | 1735
| 2035 | 2637 | 2835 | | 14
|
---|
15 | 437 | 737 | 835
| 1237 | 1335 | 1735 | 2035
| 2637 | | 15 |
---|
16 | 437
| 737 | 835 | 1237 | 1335
| 1735 | 2035 | | 16 |
---|
17
| 437 | 737 | 835 | 1237
| 1335 | 1735 | | 17 |
---|
18
| 437 | 737 | 835 | 1237
| 1335 | | 18 |
---|
19 | 437
| 737 | 835 | 1237 | | 19 |
---|
20 | 437 | 737 | 835 |
| 20 |
21 | 437 | 737 | | 21 |
---|
22 | 437 | | 22 |
| n2=6 | 7
| 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20
| 21 | 22 | 23 | 24 |
---|
T(2,n1,4,n2,8)
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
n1=4
| 437 | 433 | 637 | 837
| 1237 | 1236 | 1436 | 186
| 2437 | 2436 | 2436 | 2436
| 3037 | 3036 | 3036 | 3036
| 3637 | n1=4 |
---|
5 | 433
| 637 | 1037 | 1236 | 1536
| 176 | 2236 | 3036 | 4037
| 4036 | 4036 | 4036 | 5037
| 5036 | 5036 | 5036 | | 5 |
---|
6 | 637 | 937 | 1537 | 1536
| 1836 | 2436 | 3336 | 4537
| 6037 | 6036 | 6036 | 6036
| 7537 | 7536 | 7536 | | 6 |
7 | 633 | 1036 | 1536 | 176
| 2436 | 3136 | 4236 | 5236
| 6036 | 6836 | 7636 | 8436
| 9536 | 10536 | | 7 |
8
| 837 | 1136 | 176 | 2236
| 2836 | 4036 | 5637 | 6036
| 8037 | 8036 | 8836 | 10036
| 12036 | | 8 |
---|
9 | 833
| 1336 | 186 | 2736 | 3636
| 4536 | 5936 | 6736 | 8036
| 8936 | 9936 | 11236 | | 9
|
---|
10 | 1037 | 1336 | 2136
| 3036 | 4537 | 5036 | 7036
| 7536 | 10037 | 10036 | 11036
| | 10 |
---|
11 | 1033 | 1536
| 2536 | 3336 | 4836 | 6036
| 7336 | 8236 | 10036 | 11036
| | 11 |
---|
12 | 1237 | 1835
| 3037 | 3535 | 5135 | 6535
| 8436 | 9036 | 12037 | | 12
|
---|
13 | 1233 | 1835 | 3037
| 3535 | 5135 | 6535 | 9137
| 9736 | | 13 |
---|
14 | 1437
| 1835 | 3037 | 3535 | 5135
| 6535 | 9137 | | 14 |
---|
15
| 1437 | 1835 | 3037 | 3535
| 5135 | 6535 | | 15 |
---|
16
| 1437 | 1835 | 3037 | 3535
| 5135 | | 16 |
---|
17 | 1437
| 1835 | 3037 | 3535 | | 17
|
---|
18 | 1437 | 1835 | 3037 | | 18 |
---|
19 | 1437 | 1835 | | 19 |
---|
20 | 1437 | | 20 |
---|
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18
| 19 | 20 | 21 | 22 | 23 | 24 |
---|
T(2,n1,5,n2,8)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
n1=4
| 837 | 1236 | 156 | 1836
| 2436 | 3637 | 3636 | 4236
| 5436 | 7236 | 9637 | 12637
| 12636 | 13836 | 14436 | n1=4
|
---|
5 | 1036 | 156 | 2433
| 3036 | 4036 | 6037 | 6036
| 7036 | 9036 | 12036 | 16037
| 21037 | 21036 | 23036 | | 5
|
---|
6 | 156 | 2136 | 3636
| 4536 | 6036 | 9037 | 9036
| 10536 | 13536 | 18036 | 24037
| 31537 | 31536 | | 6 |
---|
7
| 166 | 2836 | 4036 | 6236
| 8436 | 12637 | 12636 | 14736
| 18936 | 25236 | 33637 | 39936
| | 7 |
---|
8 | 2136 | 3636
| 4836 | 7236 | 11236 | 16837
| 16836 | 19636 | 25236 | 33236
| 40036 | | 8 |
---|
9 | 2636
| 3936 | 5436 | 8136 | 12636
| 17736 | 21436 | 25236 | 32036
| 37336 | | 9 |
---|
10 | 2636
| 4536 | 6036 | 9036 | 14036
| 21036 | 24036 | 31536 | 36036
| | 10 |
---|
11 | 3036 | 5536
| 6636 | 9936 | 15436 | 21936
| 26236 | 34036 | | 11 |
---|
12
| 3637 | 6637 | 7236 | 10836
| 16836 | 25236 | 28836 | | 12
|
---|
13 | 3637 | 6637 | 7836
| 11736 | 18235 | 27135 | | 13
|
---|
14 | 3637 | 6637 | 8435
| 12636 | 18235 | | 14 |
---|
15
| 3637 | 6637 | 8435 | 13235 | | 15 |
---|
16 | 3637 | 6637
| 8435 | | 16 |
---|
17 | 3637
| 6637 | | 17 |
---|
18 | 3637 | | 18 |
---|
| n2=10 | 11 | 12 | 13 | 14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
T(2,n1,6,n2,8)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19
| 20 | 21 | 22 | 23 | 24 |
---|
n1=4 | 2437
| 2436 | 4237 | 6037 | 9637
| 10236 | 12636 | 16836 | 24036
| 33637 | 46237 | 48036 | 55236
| n1=4 |
---|
5 | 3036 | 4036
| 7037 | 10037 | 16037 | 17036
| 21036 | 28036 | 40036 | 56037
| 77037 | 80036 | | 5 |
---|
6
| 4236 | 6036 | 10537 | 15037
| 24037 | 25536 | 31536 | 42036
| 60036 | 84037 | 115537 | | 6
|
---|
7 | 5636 | 8436 | 14436
| 21037 | 33637 | 35736 | 44136
| 58836 | 84036 | 117637 | | 7
|
---|
8 | 7236 | 10436 | 16836
| 28037 | 44837 | 47636 | 58836
| 78436 | 110436 | | 8 |
---|
9
| 7836 | 11736 | 18936 | 31536
| 47236 | 60636 | 75636
| 100836 | | 9 |
---|
10 | 9036
| 13036 | 21036 | 35036 | 56037
| 68036 | 94536 | | 10 |
---|
11
| 11036 | 14336 | 23136 | 38536
| 58436 | 74236 | | 11 |
---|
12
| 13237 | 15636 | 25236 | 42036
| 67237 | | 12 |
---|
13 | 13237
| 16936 | 27336 | 45535 | | 13
|
---|
14 | 13237 | 18235 | 29436 | | 14 |
---|
15 | 13237 | 18235 | | 15 |
---|
16 | 13237 | | 16 |
---|
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22
| 23 | 24 |
---|
T(2,n1,7,n2,8)
| n2=14 | 15 | 16 | 17 | 18 | 19 | 20 | 21
| 22 | 23 | 24 |
---|
n1=4 | 4837 | 9037
| 9636 | 14436 | 23436 | 34236
| 48036 | 72036 | 105637
| 151837 | 164436 | n1=4 |
---|
5
| 8037 | 15037 | 16036 | 24036
| 39036 | 57036 | 80036
| 120036 | 176037 | 235637 |
| 5 |
---|
6 | 12037 | 22537 | 24036
| 36036 | 58536 | 85536
| 120036 | 180036 | 256637 |
| 6 |
---|
7 | 14736 | 27336 | 33636
| 50436 | 81936 | 119736
| 168036 | 252036 | | 7 |
---|
8
| 16836 | 31236 | 44836 | 67236
| 109236 | 159636 | 224036 |
| 8 |
---|
9 | 18936 | 35136 | 57636
| 86436 | 140436 | 205236 |
| 9 |
---|
10 | 21036 | 39036 | 69036
| 108036 | 174536 | | 10 |
---|
11
| 23136 | 42936 | 75936
| 124137 | | 11 |
---|
12 | 25236
| 46836 | 82836 | | 12 |
---|
13
| 27336 | 50736 | | 13 |
---|
14
| 29436 | | 14 |
---|
| n2=14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
T(2,n1,8,n2,8)
| n2=16 | 17 | 18 | 19 | 20 | 21 | 22 | 23
| 24 |
---|
n1=4 | 17236 | 20436
| 32436 | 55236 | 85236
| 126036 | 198036 | 287237
| 392636 | n1=4 |
---|
5 | 28236
| 34036 | 54036 | 92036
| 142036 | 210036 | 330036
| 472036 | | 5 |
---|
6 | 41736
| 51036 | 81036 | 138036
| 213036 | 315036 | 486437 |
| 6 |
---|
7 | 52537 | 71436 | 113436
| 193236 | 298236 | 441036 |
| 7 |
---|
8 | 60037 | 95236 | 151236
| 257636 | 397636 | | 8 |
---|
9
| 67537 | 119637 | 192636
| 327037 | | 9 |
---|
10 | 75037
| 131537 | 214036 | | 10 |
---|
11
| 81237 | 143437 | | 11 |
---|
12
| 86637 | | 12 |
---|
| n2=16 | 17 | 18
| 19 | 20 | 21 | 22 | 23 | 24 |
---|
T(2,n1,9,n2,8)
| n2=18 | 19 | 20 | 21 | 22 | 23 | 24 |
---|
n1=4 | 40836 | 68436 | 117036
| 192036 | 295836 | 471636
| 680436 | n1=4 |
5 | 68036
| 114036 | 195036 | 320036
| 493036 | 786036 | | 5 |
---|
6
| 102036 | 171036 | 292536
| 480036 | 739536 | | 6 |
---|
7
| 142836 | 239436 | 409536
| 672036 | | 7 |
---|
8 | 170036
| 315636 | 545236 | | 8 |
---|
9
| 191236 | 355036 | | 9 |
---|
10
| 212536 | | 10 |
---|
| n2=18 | 19
| 20 | 21 | 22 | 23 | 24 |
---|
T(2,n1,10,n2,8)
| n2=20 | 21 | 22 | 23 | 24 |
---|
n1=4 | 136836 | 239436
| 384636 | 665436 | 983436 |
5
| 228036 | 399036 | 641036
| 1109036 |
---|
6 | 342036 | 598536
| 961536 |
---|
7 | 478836 | 837936 |
---|
8 | 568437 |
T(2,n1,11,n2,8)
| n2=22 | 23 | 24 |
---|
n1=4
| 459636 | 796836 | 1312836 |
---|
5
| 766036 | 1319337 |
---|
6
| 1149036 |
---|
T(2,n1,12,n2,8)
T(3,n1,3,n2,8)
| n2=6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14
| 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
n1=6
| 437 | 433 | 637 | 733
| 1037 | 1036 | 1236 | 1436
| 1636 | 2037 | 2037 | 2037
| 2037 | 2037 | 2037 | 2037
| 2037 | n1=6 |
---|
7 | | 737
| 937 | 1236 | 1436 | 1636
| 186 | 2336 | 2836 | 3537
| 3537 | 3537 | 3537 | 3537
| 3537 | 3537 | | 7 |
---|
8 |
| 1336 | 1536 | 176 | 2236
| 2836 | 3436 | 3736 | 4036
| 4236 | 4536 | 4836 | 5036
| 5336 | | 8 |
---|
9 | | 2136
| 2536 | 3336 | 4036 | 4836
| 4836 | 6037 | 6036 | 6036
| 7237 | 7236 | | 9 |
---|
10 | | 3336 | 4336 | 5236
| 5636 | 6036 | 6536 | 6936
| 7336 | 7836 | | 10 |
---|
11 | | 5536 | 6436 | 7336
| 7336 | 8536 | 9036 | 9136 | | 11 |
---|
12 | | 8036 | 8436
| 8836 | 10036 | 10436 | | 12
|
---|
13 | | 10436 | 10436
| 13037 | | 13 |
---|
14 |
| 12136 | | 14 |
---|
| n2=6 | 7 | 8
| 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21
| 22 |
---|
T(3,n1,4,n2,8)
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
n1=6
| 837 | 1236 | 156 | 2336
| 3036 | 3436 | 4436 | 6036
| 8037 | 8036 | 8036 | 8036
| 10037 | 10036 | 10036 | n1=6
|
---|
7 | 1437 | 156 | 2333
| 3536 | 4236 | 5636 | 7736
| 10537 | 14037 | 14036 | 14036
| 14036 | 17537 | 17536 | | 7
|
---|
8 | 156 | 2333 | 3636
| 4536 | 6436 | 8236 | 11236
| 13836 | 16036 | 17836 | 20236
| 22436 | 25036 | | 8 |
---|
9
| 2236 | 3336 | 5136 | 6636
| 8436 | 12036 | 16837 | 18036
| 24037 | 24036 | 26436 | 30036
| | 9 |
---|
10 | 2636 | 3836
| 6036 | 9036 | 12036 | 15036
| 19636 | 22336 | 26036 | 29336
| 32836 | | 10 |
---|
11 | 3236
| 4736 | 7736 | 11036 | 16537
| 18336 | 25536 | 27336 | 34036
| 36636 | | 11 |
---|
12 | 3636
| 6036 | 10036 | 13236 | 19236
| 24036 | 29236 | 32836 | 40036
| | 12 |
---|
13 | 4636 | 7636
| 12036 | 15136 | 21936 | 27336
| 36436 | 39036 | | 13 |
---|
14
| 5636 | 8336 | 12036 | 16336
| 21936 | 28636 | 36436 | | 14
|
---|
15 | 7037 | 9036 | 15037
| 17536 | 25536 | 32536 | | 15
|
---|
16 | 7037 | 9436 | 15036
| 18636 | 27036 | | 16 |
---|
17
| 7037 | 10136 | 15036 | 19836
| | 17 |
---|
18 | 7037 | 10836
| 18037 | | 18 |
---|
19 | 7037
| 11236 | | 19 |
---|
20 | 7037 | | 20 |
---|
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14
| 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
T(3,n1,5,n2,8)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 | 19 | 20 | 21 | 22 |
---|
n1=6 | 2036
| 3036 | 4836 | 6036 | 8036
| 12037 | 12036 | 14036 | 18036
| 24036 | 32037 | 42037 | 42036
| n1=6 |
---|
7 | 3036 | 4936
| 8436 | 10536 | 14036 | 21037
| 21036 | 24536 | 31536 | 42036
| 56037 | 73537 | | 7 |
---|
8
| 4236 | 7436 | 10636 | 16536
| 22436 | 33637 | 33636 | 39236
| 50436 | 67236 | 89637 | | 8
|
---|
9 | 6336 | 10836 | 14436
| 21636 | 33636 | 49437 | 50436
| 58836 | 75636 | 99636 | | 9
|
---|
10 | 7636 | 13036 | 18036
| 27036 | 42036 | 58836 | 71336
| 84036 | 105436 | | 10 |
---|
11
| 9436 | 16536 | 22036 | 33036
| 51236 | 76536 | 87336
| 115536 | | 11 |
---|
12 | 11837
| 20337 | 26436 | 39636 | 61636
| 87636 | 104836 | | 12 |
---|
13
| 13737 | 23437 | 31236 | 46836
| 72836 | 109236 | | 13 |
---|
14
| 15637 | 26337 | 36436 | 54636
| 80036 | | 14 |
---|
15 | 17437
| 29537 | 42036 | 63036 | | 15
|
---|
16 | 18836 | 32837 | 44636 | | 16 |
---|
17 | 20236 | 33036 | | 17 |
---|
18 | 21637 | | 18 |
---|
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20
| 21 | 22 |
---|
T(3,n1,6,n2,8)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19
| 20 | 21 | 22 |
---|
n1=6 | 6036 | 8036
| 14037 | 20037 | 32037 | 34036
| 42036 | 56036 | 80036
| 112037 | 154037 | n1=6 |
---|
7
| 9836 | 14036 | 24537 | 35037
| 56037 | 59536 | 73536 | 98036
| 140036 | 196037 | | 7 |
---|
8
| 14836 | 22436 | 38436 | 56037
| 85237 | 95236 | 117636
| 156836 | 224036 | | 8 |
---|
9
| 21636 | 31236 | 50436 | 83637
| 114537 | 142836 | 176436
| 235236 | | 9 |
---|
10 | 26036
| 39036 | 63036 | 105036
| 151737 | 202036 | 252036 |
| 10 |
---|
11 | 31837 | 47636 | 77036
| 125837 | 189237 | 247336 |
| 11 |
---|
12 | 36637 | 57236 | 92436
| 148237 | 224437 | | 12 |
---|
13
| 41737 | 67636 | 109236
| 172737 | | 13 |
---|
14 | 47037
| 78836 | 127436 | | 14 |
---|
15
| 52437 | 91036 | | 15 |
---|
16
| 58937 | | 16 |
---|
| n2=12 | 13
| 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
T(3,n1,7,n2,8)
| n2=14 | 15 | 16 | 17 | 18 | 19 | 20 | 21
| 22 |
---|
n1=6 | 16037 | 30037
| 32036 | 48036 | 78036
| 114036 | 160036 | 240036
| 352037 | n1=6 |
---|
7 | 28037
| 52537 | 56036 | 84036
| 136536 | 199536 | 280036
| 420036 | | 7 |
---|
8 | 39236
| 72836 | 89636 | 134436
| 218436 | 319236 | 448036 |
| 8 |
---|
9 | 50436 | 93636 | 134436
| 201636 | 327636 | 478836 |
| 9 |
---|
10 | 63036 | 117036 | 192036
| 288036 | 468036 | | 10 |
---|
11
| 77036 | 143036 | 237637
| 396036 | | 11 |
---|
12 | 92436
| 171637 | 283337 | | 12 |
---|
13
| 109236 | 200137 | | 13 |
---|
14
| 127436 | | 14 |
---|
| n2=14 | 15
| 16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
T(3,n1,8,n2,8)
| n2=16 | 17 | 18 | 19 | 20 | 21 | 22 |
---|
n1=6 | 56436 | 68036 | 108036
| 184036 | 284036 | 420036
| 654737 | n1=6 |
7 | 96437
| 119036 | 189036 | 322036
| 497036 | 735036 | | 7 |
---|
8
| 137937 | 190436 | 302436
| 515236 | 795236 | | 8 |
---|
9
| 177337 | 285636 | 453636
| 772836 | | 9 |
---|
10 | 221037
| 398636 | 642036 | | 10 |
---|
11
| 270137 | 482136 | | 11 |
---|
12
| 324836 | | 12 |
---|
| n2=16 | 17
| 18 | 19 | 20 | 21 | 22 |
---|
T(3,n1,9,n2,8)
| n2=18 | 19 | 20 | 21 | 22 |
---|
n1=6 | 136036 | 228036
| 390036 | 640036 | 986036 |
7
| 238036 | 399036 | 682536
| 1120036 |
---|
8 | 380836 | 638436
| 1092036 |
---|
9 | 510036 | 933337 |
---|
10 | 637336 |
T(3,n1,10,n2,8)
| n2=20 | 21 | 22 |
---|
n1=6
| 456036 | 798036 | 1282036 |
---|
7
| 798036 | 1370837 |
---|
8
| 1217037 |
---|
T(3,n1,11,n2,8)
T(4,n1,4,n2,8)
| n2=8 | 9 | 10 | 11 | 12 | 13 | 14 | 15
| 16 | 17 | 18 | 19 | 20 |
---|
n1=8 | 2837
| 3036 | 4636 | 7036 | 8436
| 11236 | 15436 | 21037 | 28037
| 28036 | 28036 | 28036 | 35037
| n1=8 |
---|
9 | | 5136 | 8136
| 10136 | 14136 | 18436 | 25236
| 31036 | 36036 | 39936 | 45436
| 50436 | | 9 |
---|
10 |
| 12736 | 16536 | 21036 | 30036
| 39837 | 45036 | 58637 | 60036
| 66036 | | 10 |
---|
11 |
| 24736 | 33036 | 41236 | 52836
| 61136 | 70036 | 79036 | | 11
|
---|
12 | | 49537 | 54936
| 76536 | 81936 | 102036 |
| 12 |
---|
13 | | 78036 | 94936
| 106636 | | 13 |
---|
14 |
| 127436 | | 14 |
---|
| n2=8 | 9 | 10
| 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 |
---|
T(4,n1,5,n2,8)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 | 19 | 20 |
---|
n1=8 | 6036 | 9836
| 16836 | 21036 | 28036 | 42037
| 42036 | 49036 | 63036 | 84036
| 112037 | n1=8 |
---|
9 | 9436
| 16636 | 23836 | 36636 | 50436
| 71837 | 75636 | 88236
| 113436 | 151236 | | 9 |
---|
10
| 15636 | 27036 | 36036 | 54036
| 84036 | 107737 | 126036
| 147036 | 189036 | | 10 |
---|
11
| 20236 | 35736 | 49536 | 74236
| 115336 | 153637 | 195536
| 231036 | | 11 |
---|
12 | 28237
| 46236 | 66036 | 99036
| 153636 | 217437 | 261936 |
| 12 |
---|
13 | 35437 | 59437 | 85836
| 128736 | 200236 | 284736 |
| 13 |
---|
14 | 43237 | 72837 | 109236
| 163836 | 254836 | | 14 |
---|
15
| 52137 | 89337 | 136536
| 204736 | | 15 |
---|
16 | 62337
| 105237 | 168036 | | 16 |
---|
17
| 74137 | 122537 | | 17 |
---|
18
| 87337 | | 18 |
---|
| n2=10 | 11
| 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 |
---|
T(4,n1,6,n2,8)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 | 19
| 20 |
---|
n1=8 | 19636 | 28036
| 49037 | 70037 | 104537
| 119036 | 147036 | 196036
| 280036 | n1=8 |
---|
9 | 33236
| 50436 | 85436 | 121837
| 166137 | 214236 | 264636
| 352836 | | 9 |
---|
10 | 54036
| 78036 | 126036 | 181437
| 251337 | 353737 | 441036 |
| 10 |
---|
11 | 71436 | 107236 | 173136
| 267037 | 378137 | 506837 |
| 11 |
---|
12 | 89437 | 142437 | 223937
| 364937 | 515037 | | 12 |
---|
13
| 109737 | 179537 | 289337
| 456237 | | 13 |
---|
14 | 132937
| 222737 | 369137 | | 14 |
---|
15
| 158737 | 273537 | | 15 |
---|
16
| 188237 | | 16 |
---|
| n2=12 | 13
| 14 | 15 | 16 | 17 | 18 | 19 | 20 |
---|
T(4,n1,7,n2,8)
| n2=14 | 15 | 16 | 17 | 18 | 19 | 20 |
---|
n1=8 | 56037 | 99137 | 112036
| 168036 | 273036 | 399036
| 560036 | n1=8 |
9 | 88236
| 150937 | 201636 | 302436
| 491436 | 718236 | | 9 |
---|
10
| 126036 | 228337 | 336036
| 504036 | 819036 | | 10 |
---|
11
| 173236 | 321736 | 528036
| 792036 | | 11 |
---|
12 | 231036
| 429036 | 712836 | | 12 |
---|
13
| 300336 | 553537 | | 13 |
---|
14
| 382236 | | 14 |
---|
| n2=14 | 15
| 16 | 17 | 18 | 19 | 20 |
---|
T(4,n1,8,n2,8)
| n2=16 | 17 | 18 | 19 | 20 |
---|
n1=8 | 174637 | 238036
| 378036 | 644036 | 994036 |
9
| 272637 | 428436 | 680436
| 1159236 |
---|
10 | 416637 | 704837
| 1134036 |
---|
11 | 599737 | 1060537 |
---|
12 | 794437 |
T(4,n1,9,n2,8)
| n2=18 | 19 | 20 |
---|
n1=8
| 476036 | 798036 | 1365036 |
---|
9
| 856836 | 1433437 |
---|
10
| 1275036 |
---|
T(4,n1,10,n2,8)
T(5,n1,5,n2,8)
| n2=10 | 11 | 12 | 13 | 14 | 15 | 16 | 17
| 18 |
---|
n1=10 | 18836 | 33236
| 47636 | 72737 | 95937
| 122837 | 151236 | 176436
| 226836 |
---|
11 | | 56137
| 79236 | 115637 | 151137
| 196937 | 255537 | 323436 |
---|
12 | | 118836 | 171636 | 240236
| 324537 | 422837 |
---|
13 |
| 257436 | 360336 | 491436 |
---|
14 | | 557137 |
---|
| n2=10 | 11 | 12 | 13
| 14 | 15 | 16 | 17 | 18 |
---|
T(5,n1,6,n2,8)
| n2=12 | 13 | 14 | 15 | 16 | 17 | 18 |
---|
n1=10 | 62437 | 93737
| 146937 | 216737 | 312337
| 428436 | 529236 | n1=10 |
11
| 98637 | 149237 | 237937
| 368937 | 516937 | 709437 |
| 11 |
---|
12 | 147537 | 245537 | 392937
| 583837 | 849337 | | 12 |
---|
13
| 210137 | 368837 | 574437
| 900736 | | 13 |
---|
14 | 291837
| 502337 | 805737 | | 14 |
---|
15
| 391137 | 663737 | | 15 |
---|
16
| 491637 | | 16 |
---|
| n2=12 | 13
| 14 | 15 | 16 | 17 | 18 |
---|
T(5,n1,7,n2,8)
| n2=14 | 15 | 16 | 17 | 18 |
---|
n1=10 | 157937 | 267037
| 403236 | 604836 | 982836 |
11
| 262737 | 446237 | 739236
| 1108836 |
---|
12 | 415636 | 733337
| 1216237 |
---|
13 | 600636 | 1107337 |
---|
14 | 840836 |
T(5,n1,8,n2,8)
| n2=16 | 17 | 18 |
---|
n1=10
| 483037 | 856836 | 1360836 |
---|
11
| 817637 | 1395837 |
---|
12
| 1316137 |
---|
T(5,n1,9,n2,8)
T(6,n1,6,n2,8)
| n2=12 | 13 | 14 | 15 | 16 |
---|
n1=12 | 171637 | 273637
| 441637 | 666237 | 927237 |
13 | | 459337 | 746537 | 1166537 |
---|
14 | | 1236437 |
T(6,n1,7,n2,8)
| n2=14 | 15 | 16 |
---|
n1=12
| 486937 | 831537 | 1384337 |
---|
13
| 831237 | 1416137 |
---|
14
| 1355637 |
---|
T(6,n1,8,n2,8)
T(7,n1,7,n2,8)