Seseman's Convent Problem

This program is presented in the Swedish blog post Sesemans matematiska klosterproblem samt lite Constraint Logic Programming, which see.

Total sum (max 72):
Rowsum (max 27):
Allow empty rooms: Yes No
Unique solutions: Yes No

Result

Total solutions: 85
Unique solutions: 17

Solutions: 1 11 56 85 (4)
1 1 7
5 _ 1
3 5 1

1 5 3
1 _ 5
7 1 1

3 5 1
5 _ 1
1 1 7

7 1 1
1 _ 5
1 5 3

Solutions: 2 7 71 84 (4)
1 2 6
4 _ 2
4 4 1

1 4 4
2 _ 4
6 2 1

4 4 1
4 _ 2
1 2 6

6 2 1
2 _ 4
1 4 4

Solutions: 3 12 16 25 51 55 82 83 (8)
1 2 6
5 _ 1
3 4 2

1 5 3
2 _ 4
6 1 2

2 1 6
4 _ 2
3 5 1

2 4 3
1 _ 5
6 2 1

3 4 2
5 _ 1
1 2 6

3 5 1
4 _ 2
2 1 6

6 1 2
2 _ 4
1 5 3

6 2 1
1 _ 5
2 4 3

Solutions: 4 80 (2)
1 3 5
3 _ 3
5 3 1

5 3 1
3 _ 3
1 3 5

Solutions: 5 8 18 21 67 70 77 79 (8)
1 3 5
4 _ 2
4 3 2

1 4 4
3 _ 3
5 2 2

2 2 5
3 _ 3
4 4 1

2 3 4
2 _ 4
5 3 1

4 3 2
4 _ 2
1 3 5

4 4 1
3 _ 3
2 2 5

5 2 2
3 _ 3
1 4 4

5 3 1
2 _ 4
2 3 4

Solutions: 6 13 35 42 46 54 74 78 (8)
1 3 5
5 _ 1
3 3 3

1 5 3
3 _ 3
5 1 3

3 1 5
3 _ 3
3 5 1

3 3 3
1 _ 5
5 3 1

3 3 3
5 _ 1
1 3 5

3 5 1
3 _ 3
3 1 5

5 1 3
3 _ 3
1 5 3

5 3 1
1 _ 5
3 3 3

Solutions: 9 38 63 69 (4)
1 4 4
4 _ 2
4 2 3

3 2 4
2 _ 4
4 4 1

4 2 3
4 _ 2
1 4 4

4 4 1
2 _ 4
3 2 4

Solutions: 10 14 41 53 57 59 60 68 (8)
1 4 4
5 _ 1
3 2 4

1 5 3
4 _ 2
4 1 4

3 2 4
5 _ 1
1 4 4

3 5 1
2 _ 4
4 1 4

4 1 4
2 _ 4
3 5 1

4 1 4
4 _ 2
1 5 3

4 2 3
1 _ 5
4 4 1

4 4 1
1 _ 5
4 2 3

Solutions: 15 37 52 72 (4)
1 5 3
5 _ 1
3 1 5

3 1 5
5 _ 1
1 5 3

3 5 1
1 _ 5
5 1 3

5 1 3
1 _ 5
3 5 1

Solutions: 17 30 34 81 (4)
2 1 6
5 _ 1
2 5 2

2 5 2
1 _ 5
6 1 2

2 5 2
5 _ 1
2 1 6

6 1 2
1 _ 5
2 5 2

Solutions: 19 26 50 76 (4)
2 2 5
4 _ 2
3 4 2

2 4 3
2 _ 4
5 2 2

3 4 2
4 _ 2
2 2 5

5 2 2
2 _ 4
2 4 3

Solutions: 20 29 31 33 36 47 73 75 (8)
2 2 5
5 _ 1
2 4 3

2 4 3
5 _ 1
2 2 5

2 5 2
2 _ 4
5 1 3

2 5 2
4 _ 2
3 1 5

3 1 5
4 _ 2
2 5 2

3 4 2
1 _ 5
5 2 2

5 1 3
2 _ 4
2 5 2

5 2 2
1 _ 5
3 4 2

Solutions: 22 66 (2)
2 3 4
3 _ 3
4 3 2

4 3 2
3 _ 3
2 3 4

Solutions: 24 32 58 64 (4)
2 3 4
5 _ 1
2 3 4

2 5 2
3 _ 3
4 1 4

4 1 4
3 _ 3
2 5 2

4 3 2
1 _ 5
4 3 2

Solutions: 23 27 39 43 45 49 62 65 (8)
2 3 4
4 _ 2
3 3 3

2 4 3
3 _ 3
4 2 3

3 2 4
3 _ 3
3 4 2

3 3 3
2 _ 4
4 3 2

3 3 3
4 _ 2
2 3 4

3 4 2
3 _ 3
3 2 4

4 2 3
3 _ 3
2 4 3

4 3 2
2 _ 4
3 3 3

Solutions: 28 40 48 61 (4)
2 4 3
4 _ 2
3 2 4

3 2 4
4 _ 2
2 4 3

3 4 2
2 _ 4
4 2 3

4 2 3
2 _ 4
3 4 2

Solutions: 44 (1)
3 3 3
3 _ 3
3 3 3

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Created by Hakan Kjellerstrand hakank@gmail.com