Anti Symmetric Semi Magic Squares, Order 3, MC3 = 20097
T1
| 7307 |
12641 |
149 |
| 881 |
6029 |
13187 |
| 11909 |
1427 |
6761 |
|
T2
| 617 |
7331 |
12149 |
| 12329 |
797 |
6971 |
| 7151 |
11969 |
977 |
|
T3
| 2801 |
9767 |
7529 |
| 6449 |
1721 |
11927 |
| 10847 |
8609 |
641 |
|
T4
| 7001 |
3467 |
9629 |
| 11027 |
5849 |
3221 |
| 2069 |
10781 |
7247 |
|
B1
| 7307 |
12641 |
149 |
| 9491 |
3779 |
6827 |
| 3299 |
3677 |
13121 |
|
B2
| 617 |
7331 |
12149 |
| 6569 |
9239 |
4289 |
| 12911 |
3527 |
3659 |
|
B3
| 7541 |
857 |
11699 |
| 1709 |
10631 |
7757 |
| 10847 |
8609 |
641 |
|
B4
| 12941 |
6977 |
179 |
| 5087 |
2339 |
12671 |
| 2069 |
10781 |
7247 |
|
| |
|
B3'
| 5857 |
12541 |
1699 |
| 11689 |
2767 |
5641 |
| 2551 |
4789 |
12757 |
|
B4'
| 457 |
6421 |
13219 |
| 8311 |
11059 |
727 |
| 11329 |
2617 |
6151 |
|
Note: B3/B3' and B4/B4' are Complementary.
Top - and Back Plane of Related Border, Order 6, MC6 = 40194
Top Square
| 7307 |
12641 |
149 |
617 |
7331 |
12149 |
| 881 |
6029 |
13187 |
12329 |
797 |
6971 |
| 11909 |
1427 |
6761 |
7151 |
11969 |
977 |
| 2801 |
9767 |
7529 |
7001 |
3467 |
9629 |
| 6449 |
1721 |
11927 |
11027 |
5849 |
3221 |
| 10847 |
8609 |
641 |
2069 |
10781 |
7247 |
|
Back Square
| 7307 |
12641 |
149 |
617 |
7331 |
12149 |
| 9491 |
3779 |
6827 |
6569 |
9239 |
4289 |
| 3299 |
3677 |
13121 |
12911 |
3527 |
3659 |
| 13219 |
12541 |
1699 |
457 |
6421 |
5857 |
| 727 |
2767 |
5641 |
8311 |
11059 |
11689 |
| 6151 |
4789 |
12757 |
11329 |
2617 |
2551 |
|
