Name | csp/bqwh-18-141_glb/ normalized-bqwh-18-141-40_glb.xml |
MD5SUM | cc59fb156740989b052ebac6793da371 |
Bench Category | GLOBAL (global constraints) |
Best result obtained on this benchmark | SAT |
Best CPU time to get the best result obtained on this benchmark | 0.031994 |
Satisfiable | |
(Un)Satisfiability was proved | |
Number of variables | 141 |
Number of constraints | 36 |
Maximum constraint arity | 8 |
Maximum domain size | 6 |
Number of constraints which are defined in extension | 0 |
Number of constraints which are defined in intension | 0 |
Global constraints used (with number of constraints) | alldifferent(36) |
Solver Name | TraceID | Answer | CPU time | Wall clock time |
---|---|---|---|---|
Mistral-prime 1.313 | 1067189 | SAT | 0.031994 | 0.0423 |
casper zao | 1067190 | SAT | 0.041992 | 0.042019 |
casper zito | 1067191 | SAT | 0.045992 | 0.0512731 |
cpHydra k_10 | 1067194 | SAT | 0.045992 | 0.0471139 |
cpHydra k_40 | 1067195 | SAT | 0.046991 | 0.0552289 |
Mistral-option 1.314 | 1067188 | SAT | 0.078987 | 0.0851559 |
bpsolver 2008-06-27 | 1067185 | SAT | 0.119981 | 0.120337 |
MDG-noprobe 2008-06-27 | 1067181 | SAT | 0.170973 | 0.176939 |
MDG-probe 2008-06-27 | 1067180 | SAT | 0.38694 | 0.38941 |
Minion/Tailor 2008-07-04 | 1105338 | SAT | 0.479926 | 0.497964 |
Abscon 112v4 ESAC | 1067193 | SAT | 0.959853 | 0.993758 |
choco2_impwdeg 2008-06-26 | 1067186 | SAT | 0.977851 | 1.01505 |
choco2_dwdeg 2008-06-26 | 1067187 | SAT | 0.98385 | 0.994348 |
Abscon 112v4 AC | 1067192 | SAT | 1.05184 | 0.894156 |
Sugar v1.13+minisat | 1067184 | SAT | 1.21381 | 1.27183 |
Sugar v1.13+picosat | 1067183 | SAT | 1.60176 | 1.73002 |
SAT4J CSP 2008-06-13 | 1067182 | SAT | 1.79673 | 1.81322 |
This section presents information obtained from the best job displayed in the list (i.e. solvers whose names are not hidden).
Solution found:9 4 3 0 7 12 17 13 7 16 12 0 17 4 14 10 17 12 13 5 11 10 6 4 7 11 15 17 0 14 8 12 1 4 12 14 2 15 10 9 11 0 3 16 15 6 13 7 13 2 14 4 3 17 6 14 9 15 3 1 17 4 2 11 15 14 7 0 10 6 8 10 16 15 3 9 7 5 8 2 3 11 6 15 12 5 6 15 16 1 12 0 10 4 17 4 9 6 1 5 2 15 12 17 7 14 4 0 11 3 1 10 6 15 16 2 17 12 10 7 12 11 3 0 14 14 5 3 4 17 12 16 11 6 13 5 10 15 3 2 1