| Name | RoomMate/ RoomMate-int-s1/RoomMate-sr0700d-int.xml |
| MD5SUM | 95bc0b66e49d41fb88ec1889e7409155 |
| Bench Category | CSP (decision problem) |
| Best result obtained on this benchmark | SAT |
| Best value of the objective obtained on this benchmark | |
| Best CPU time to get the best result obtained on this benchmark | 176.644 |
| Satisfiable | |
| (Un)Satisfiability was proved | |
| Number of variables | 700 |
| Number of constraints | 978600 |
| Number of domains | 1 |
| Minimum domain size | 699 |
| Maximum domain size | 699 |
| Distribution of domain sizes | [{"size":699,"count":700}] |
| Minimum variable degree | 2796 |
| Maximum variable degree | 2796 |
| Distribution of variable degrees | [{"degree":2796,"count":700}] |
| Minimum constraint arity | 2 |
| Maximum constraint arity | 2 |
| Distribution of constraint arities | [{"arity":2,"count":978600}] |
| Number of extensional constraints | 0 |
| Number of intensional constraints | 978600 |
| Distribution of constraint types | [{"type":"intension","count":978600}] |
| Optimization problem | NO |
| Type of objective |
This section presents information obtained from the best job displayed in the list (i.e. solvers whose names are not hidden).
objective function:<instantiation> <list> x[] </list> <values> 30 6 32 12 20 7 5 16 23 10 3 52 21 17 55 4 1 46 25 25 16 11 15 71 28 28 11 20 1 1 20 68 5 9 3 29 33 15 50 37 2 6 31 6 65 14 0 10 124 7 36 45 1 37 26 11 73 9 0 24 1 57 10 0 36 41 47 40 41 5 2 30 4 27 32 4 3 79 70 35 22 14 26 37 7 29 10 74 52 9 2 23 16 21 23 43 0 11 10 9 36 0 5 15 56 67 4 71 13 24 24 12 18 148 33 11 39 56 99 117 22 1 43 42 13 18 77 1 23 5 68 19 18 4 11 18 5 2 20 12 2 0 73 23 5 21 93 10 2 101 20 11 3 36 11 8 52 28 2 17 16 55 32 6 39 34 25 15 10 0 6 43 2 1 2 29 31 5 61 20 4 4 8 19 15 4 12 2 0 37 12 15 17 0 67 116 4 34 45 9 1 25 38 4 21 4 10 21 67 30 5 43 37 45 17 94 12 10 16 20 71 25 10 4 114 39 23 29 8 35 3 61 1 76 74 32 2 8 5 10 35 0 8 42 12 8 6 81 0 72 16 0 15 20 17 10 19 113 20 14 24 24 51 28 21 26 37 0 31 38 8 84 51 3 43 23 3 16 11 1 4 20 0 7 37 54 57 29 1 41 8 3 33 5 5 43 9 10 7 3 93 0 16 8 5 68 0 40 1 36 9 6 24 52 24 12 9 30 21 1 8 26 6 21 12 84 56 13 4 42 11 44 24 61 15 63 26 42 77 39 33 27 4 81 61 5 8 7 5 28 14 12 23 70 3 65 23 68 39 40 1 4 49 13 30 77 14 50 16 11 36 23 42 18 2 69 21 46 43 94 6 4 15 24 9 30 62 10 2 11 2 14 8 6 3 20 52 19 25 30 37 0 0 46 2 1 30 129 24 22 41 11 17 25 5 14 33 5 66 7 0 9 8 22 4 16 9 24 20 42 121 49 22 36 26 19 13 26 23 31 12 15 4 66 33 5 15 21 8 7 57 13 41 49 42 23 12 17 22 32 76 0 20 3 53 39 16 0 20 26 2 17 41 11 13 44 19 63 19 31 165 3 53 26 8 4 5 3 19 6 64 35 2 10 98 63 19 5 10 17 1 61 6 119 20 123 4 2 7 22 21 17 102 62 19 44 52 20 22 9 40 29 71 120 74 35 60 8 0 28 9 14 20 2 3 1 14 43 1 4 35 27 44 6 2 54 3 4 26 58 20 24 31 17 5 33 12 29 3 13 12 19 19 33 31 50 4 14 60 56 19 116 3 6 32 16 8 19 12 7 8 24 3 53 0 2 44 46 1 74 25 60 2 29 29 3 6 74 6 9 24 33 4 50 4 48 7 25 1 23 0 25 13 19 72 6 7 13 14 33 0 50 3 11 48 4 23 23 25 7 79 13 0 8 34 20 52 0 10 5 1 24 23 6 26 20 21 23 20 3 4 11 3 66 18 3 66 12 11 14 21 20 29 13 0 8 7 42 5 4 82 35 64 5 3 21 44 26 60 65 3 20 1 1 31 18 55 14 1 24 34 59 17 11 8 0 9 5 8 12 </values> </instantiation>