2019 XCSP3 competition: main track (CSP and COP, sequential and parallel solvers): solvers results per benchmarks

Result page for benchmark
XCSP19/hcp/
graph48.xml

Jump to solvers results

General information on the benchmark

NameXCSP19/hcp/
graph48.xml
MD5SUM4be1059ecfff617ee6b265be93ea8d71
Bench CategoryCSP (decision problem)
Best result obtained on this benchmarkSAT
Best value of the objective obtained on this benchmark
Best CPU time to get the best result obtained on this benchmark1103.6
Satisfiable
(Un)Satisfiability was proved
Number of variables338
Number of constraints1
Number of domains338
Minimum domain size4
Maximum domain size14
Distribution of domain sizes[{"size":4,"count":318},{"size":14,"count":20}]
Minimum variable degree1
Maximum variable degree1
Distribution of variable degrees[{"degree":1,"count":338}]
Minimum constraint arity338
Maximum constraint arity338
Distribution of constraint arities[{"arity":338,"count":1}]
Number of extensional constraints0
Number of intensional constraints0
Distribution of constraint types[{"type":"circuit","count":1}]
Optimization problemNO
Type of objective

Results of the different solvers on this benchmark

Solver NameTraceIDAnswerCPU timeWall clock time
PicatSAT 2019-09-12 (complete)4395095SAT 1103.6 1103.57
BTD 19.07.01 (complete)4386942? (exit code) 0.009731 0.00992195
AbsCon 2019-07-23 (complete)4390715? (exit code) 3.2532 2.11966
cosoco 2.0 (complete)4408155? (NS) 0.010784 0.0112669
cosoco 2.0 (complete)4396895? (NS) 0.011452 0.011693
cosoco 2.O parallel (complete)4398175? (NS) 0.013984 0.015476
cosoco 2.0 parallel (complete)4409435? (NS) 0.014511 0.014862
Fun-sCOP order+ManyGlucose (2019-06-15) (complete)4392515? (NS) 1.59075 0.988069
Fun-sCOP hybrid+ManyGlucose (2019-06-15) (complete)4392815? (NS) 1.59772 0.990422
Fun-sCOP order+GlueMiniSat (2019-06-15) (complete)4388403? (NS) 1.60785 1.00026
Fun-sCOP order+ManyGlucose (2019-09-22) (complete)4405375? (NS) 1.60923 1.00988
Fun-sCOP hybrid+ManyGlucose (2019-09-22) (complete)4405675? (NS) 1.60994 1.01433
Fun-sCOP hybrid+CryptoMiniSat (2019-06-15) (complete)4388404? (NS) 1.61553 1.20862
cosoco 2 (complete)4389615? (TO) 2520.01 2519.9
choco-solver 2019-09-24 (complete)4405975? (TO) 2520.02 2505.12
Concrete 3.10 (complete)4387542? (TO) 2520.08 2471.83
Concrete 3.12.3 (complete)4402675? (TO) 2520.09 2481.34
Concrete 3.12.2 (complete)4400875? (TO) 2520.12 2471.05
Concrete 3.12.2 (complete)4395995? (TO) 2520.15 2471.53
choco-solver 2019-06-14 (complete)4393115? (TO) 2520.36 639.202
choco-solver 2019-09-20 (complete)4403575? (TO) 2520.52 636.887
choco-solver 2019-09-24 parallel (complete)4406875? (TO) 19940.7 2520.09
choco-solver 2019-09-20 parallel (complete)4404475? (TO) 19941.1 2520.1
choco-solver 2019-06-14 parallel (complete)4393715? (TO) 20060.4 2520.08
choco-solver 2019-09-16 (complete)4399075Wrong Cert. 2306.85 583.697
choco-solver 2019-09-16 parallel (complete)4399675Wrong Cert. 4706.9 597.072

Additionnal information

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

objective function:
Solution found:
<instantiation> <list> v17 v119 v222 v325 v67 v170 v273 v18 v120 v223 v326 v68 v171 v274 v19 v121 v224 v327 v69 v172 v275 v20 v122 v225 v328
v70 v173 v276 v21 v123 v226 v329 v71 v174 v277 v22 v124 v227 v330 v72 v175 v278 v23 v125 v228 v331 v73 v176 v279 v24 v126 v229 v332 v74 v177
v280 v25 v127 v230 v333 v75 v178 v281 v26 v128 v231 v334 v76 v179 v282 v27 v232 v335 v77 v180 v283 v28 v233 v336 v78 v181 v284 v129 v29 v234
v337 v79 v182 v285 v130 v30 v235 v80 v183 v286 v131 v236 v184 v81 v287 v132 v237 v31 v82 v185 v288 v133 v32 v238 v83 v186 v289 v134 v33 v239
v84 v187 v290 v135 v34 v240 v85 v188 v291 v136 v35 v241 v86 v189 v292 v137 v36 v242 v87 v190 v293 v138 v37 v243 v88 v191 v294 v139 v38 v244
v89 v192 v295 v140 v39 v245 v90 v193 v296 v141 v40 v246 v91 v194 v297 v142 v41 v247 v92 v195 v298 v143 v42 v248 v93 v196 v299 v144 v43 v249
v94 v197 v300 v145 v44 v250 v95 v198 v301 v146 v45 v251 v96 v199 v302 v147 v46 v252 v97 v200 v303 v148 v47 v253 v98 v201 v304 v149 v48 v254
v99 v202 v305 v150 v49 v255 v100 v203 v306 v151 v0 v50 v256 v101 v204 v307 v152 v1 v51 v257 v102 v205 v308 v153 v2 v52 v258 v103 v206 v309
v154 v3 v53 v104 v207 v310 v155 v4 v54 v105 v208 v311 v156 v259 v5 v55 v106 v209 v312 v157 v260 v6 v56 v210 v107 v313 v158 v261 v7 v57 v108
v211 v314 v159 v262 v8 v58 v109 v212 v315 v160 v263 v9 v59 v110 v213 v316 v161 v264 v10 v60 v111 v214 v317 v162 v265 v11 v61 v112 v215 v318
v163 v266 v12 v62 v113 v216 v319 v164 v267 v114 v217 v320 v165 v268 v13 v115 v218 v321 v63 v166 v269 v14 v116 v219 v322 v64 v167 v270 v15
v117 v220 v323 v65 v168 v271 v16 v118 v221 v324 v66 v169 v272  </list> <values> 203  307  178  174  4  130  136  27  90  268  193  256  303 
196  294  267  297  288  129  270  52  5  15  86  106  229  230  266  93  156  102  160  98  133  127  70  105  322  11  332  337  236  161 
151  336  96  191  146  299  212  293  334  17  69  331  165  75  228  49  114  285  128  173  59  186  83  225  13  37  222  289  135  210 
260  317  329  43  34  227  276  46  192  164  45  188  274  123  31  312  296  211  87  131  117  213  82  187  134  149  247  33  104  143
 201  172  280  283  12  180  249  220  199  112  39  309  335  252  250  242  320  269  157  38  232  207  281  170  272  50  19  316  125 
150  184  197  204  195  234  80  1  305  223  216  53  85  326  97  271  314  324  295  244  94  115  304  56  264  302  74  278  162  42 
241  202  64  243  120  95  113  20  310  231  72  159  116  3  89  10  265  233  181  194  248  245  273  311  182  315  51  163  190  78 
2  121  152  81  142  44  308  292  54  55  321  284  258  226  109  77  9  0  8  124  40  333  330  61  251  286  126  224  323  79  57  14
 137  279  73  145  306  63  35  208  88  183  301  217  108  219  138  158  167  91  32  255  29  261  99  16  168  140  291  48  328  318 
100  240  287  67  18  76  218  262  153  111  300  169  21  66  60  239  25  215  175  41  214  282  221  246  147  23  313  47  200  275 
185  209  139  166  119  141  238  148  319  101  6  24  30  122  237  154  84  103  327  62  290  7  155  253  118  28  171  254  144  263 
257  92  198  65  277  22  36  176  235  71  205  177  110  259  325  179  26  107  298  132  189  68  206  58   </values> </instantiation>