CSP 2009 Competition: solvers results per benchmarks

Result page for benchmark
csp/fapp/fapp17/
normalized-fapp17-0300-6.xml

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General information on the benchmark

Namecsp/fapp/fapp17/
normalized-fapp17-0300-6.xml
MD5SUM400402fb9b97807a5d169bd4c5b561d0
Bench Category2-ARY-INT (binary constraints in intension)
Best result obtained on this benchmarkSAT
Best CPU time to get the best result obtained on this benchmark12.4071
Satisfiable
(Un)Satisfiability was proved
Number of variables300
Number of constraints3865
Maximum constraint arity2
Maximum domain size302
Number of constraints which are defined in extension0
Number of constraints which are defined in intension3865
Global constraints used (with number of constraints)

Results of the different solvers on this benchmark

Solver NameTraceIDAnswerCPU timeWall clock time
Mistral 1.545 (complete)2088079SAT 12.4071 12.5296
Abscon 112v4 ESAC (complete)2098664SAT 22.0097 22.1302
Abscon 112v4 AC (complete)2098663SAT 22.1566 22.4046
Choco2.1.1b 2009-07-16 (complete)2117243SAT 22.6036 22.8566
Choco2.1.1 2009-06-10 (complete)2088075SAT 26.208 26.5003
Concrete 2009-07-14 (complete)2088073SAT 41.5157 41.9613
Sugar v1.14.6+minisat (complete)2088077SAT 144.944 147.812
Sugar v1.14.6+picosat (complete)2088076SAT 155.11 156.761
Concrete DC 2009-07-14 (complete)2088074? 128.8 129.683
SAT4J CSP 2.1.1 (complete)2088070? 778.654 780.612
bpsolver 09 (complete)2088080? (exit code) 34.1838 34.331
pcs 0.3.2 (complete)2088071? (TO) 1800.12 1812.44
pcs-restart 0.3.2 (complete)2088072? (TO) 1800.16 1808.26

Additionnal information

This section presents information obtained from the best job displayed in the list (i.e. solvers whose names are not hidden).

Solution found:
2640 -2180 2356 2592 -2544 2400 -2608 2460 -2396 2132 -2176 -2460 2608 2460 -2416 -2136 -2544 2628 -2380 2136 2600 2520 -2200 -2456 2372
-2284 2492 -2692 -2380 2496 2424 2460 -2528 -2504 -2720 2588 -2440 -2128 -2680 -2604 -2424 2600 -2652 -2504 -2536 2304 -2560 2536 2420 2456
2500 2652 -2496 -2284 -2176 -2720 -2220 2672 2228 -2456 2664 2288 2504 -2136 2396 -2176 2536 -2568 2296 -2680 -2628 -2376 -2176 -2408 -2176
-2416 -2536 -2192 2256 2256 -2420 -2628 -2692 -2504 -2544 -2516 -2460 -2676 2552 2504 2612 -2136 2168 2124 2316 -2168 2416 -2416 2712 2456
-2456 2420 -2356 -2456 -2368 -2680 -2380 2668 -2496 2576 2184 2360 2140 -2720 -2176 2164 -2380 -2164 2140 -2324 2256 -2680 -2336 -2656 2544
-2420 -2136 -2504 -2264 2504 2416 -2720 2500 -2240 -2152 -2504 2180 2232 -2612 -2416 2324 -2316 -2504 -2568 2144 -2668 2176 -2692 -2420 2368
-2544 2480 2568 2456 -2528 2180 -2544 -2136 2420 2644 -2324 -2152 -2616 2184 -2456 -2456 -2208 2276 -2544 2376 2456 -2668 -2692 2616 -2704
2568 2328 2652 -2668 2544 2188 2420 2652 2276 -2524 2400 -2200 2460 2268 -2396 2420 -2652 -2168 2476 -2324 2244 2636 -2608 -2332 -2504 2524
-2288 -2436 -2628 -2284 -2416 2144 2204 2496 -2136 2396 -2416 -2652 -2640 2484 -2120 2416 2296 -2384 2228 -2668 2420 -2440 2204 -2316 2272
2548 -2304 2416 2396 2504 -2480 2284 -2380 2708 2496 2172 -2472 -2208 2132 -2456 -2536 -2416 -2160 -2488 -2628 -2608 -2416 2416 -2544 2132
2628 2384 2264 -2568 -2416 -2484 2172 -2524 2544 2220 2172 -2496 2376 -2588 -2296 2332 -2136 2628 2568 -2456 2292 -2668 2544 -2448 -2144
-2456 2184 -2176 -2456 -2440 -2628 2508 -2512 -2416 -2192 2532 2180 -2484 -2164 2532 2492 -2284 2248 -2436 2276 2248 2240 2668 -2436