Anti Symmetric Semi Magic Squares, Order 3, MC3 = 8415
T1
| 4327 |
4051 |
37 |
| 2311 |
2833 |
3271 |
| 1777 |
1531 |
5107 |
|
T2
| 5471 |
2903 |
41 |
| 191 |
5003 |
3221 |
| 2753 |
509 |
5153 |
|
T3
| 1979 |
1049 |
5387 |
| 953 |
4523 |
2939 |
| 5483 |
2843 |
89 |
|
T4
| 439 |
2473 |
5503 |
| 3019 |
2713 |
2683 |
| 4957 |
3229 |
229 |
|
B1
| 4327 |
4051 |
37 |
| 211 |
4027 |
4177 |
| 3877 |
337 |
4201 |
|
B2
| 5471 |
2903 |
41 |
| 401 |
4013 |
4001 |
| 2543 |
1499 |
4373 |
|
B3
| 2549 |
1163 |
4703 |
| 383 |
4409 |
3623 |
| 5483 |
2843 |
89 |
|
B4
| 2647 |
1129 |
4639 |
| 811 |
4057 |
3547 |
| 4957 |
3229 |
229 |
|
| |
|
B3'
| 3061 |
4447 |
907 |
| 5227 |
1201 |
1987 |
| 127 |
2767 |
5521 |
|
B4'
| 2963 |
4481 |
971 |
| 4799 |
1553 |
2063 |
| 653 |
2381 |
5381 |
|
Note: B3/B3' and B4/B4' are Complementary.
Top - and Back Plane of Related Border, Order 6, MC6 = 16830
Top Square
| 4327 |
4051 |
37 |
5471 |
2903 |
41 |
| 2311 |
2833 |
3271 |
191 |
5003 |
3221 |
| 1777 |
1531 |
5107 |
2753 |
509 |
5153 |
| 1979 |
1049 |
5387 |
439 |
2473 |
5503 |
| 953 |
4523 |
2939 |
3019 |
2713 |
2683 |
| 5483 |
2843 |
89 |
4957 |
3229 |
229 |
|
Back Square
| 4327 |
4051 |
37 |
5471 |
2903 |
41 |
| 211 |
4027 |
4177 |
401 |
4013 |
4001 |
| 3877 |
337 |
4201 |
2543 |
1499 |
4373 |
| 971 |
4447 |
907 |
2963 |
4481 |
3061 |
| 2063 |
1201 |
1987 |
4799 |
1553 |
5227 |
| 5381 |
2767 |
5521 |
653 |
2381 |
127 |
|
