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| Solver Name | Answer | objective function | CPU time | Wall clock time |
|---|---|---|---|---|
| cosoco 2.0 parallel | OPT | 506362597 | 13331 | 1740.68 |
| Name | Fapp/Fapp-m2s/ Fapp-m2s-20-0420_c18.xml |
| MD5SUM | a9a1ecda6b6f8f1e99c2d233168bcaa1 |
| Bench Category | COP (optimization problem) |
| Best result obtained on this benchmark | OPT |
| Best value of the objective obtained on this benchmark | 506362597 |
| Best CPU time to get the best result obtained on this benchmark | 126.294 |
| Satisfiable | |
| (Un)Satisfiability was proved | |
| Number of variables | 7590 |
| Number of constraints | 4736 |
| Number of domains | 77 |
| Minimum domain size | 1 |
| Maximum domain size | 151 |
| Distribution of domain sizes | [{"size":1,"count":5},{"size":2,"count":2665},{"size":11,"count":2250},{"size":12,"count":1},{"size":25,"count":16},{"size":29,"count":112},{"size":33,"count":7},{"size":35,"count":61},{"size":39,"count":31},{"size":41,"count":3},{"size":44,"count":12},{"size":45,"count":29},{"size":47,"count":9},{"size":48,"count":23},{"size":49,"count":22},{"size":50,"count":3},{"size":51,"count":51},{"size":52,"count":61},{"size":54,"count":8},{"size":57,"count":6},{"size":58,"count":4},{"size":59,"count":3},{"size":60,"count":3},{"size":61,"count":12},{"size":63,"count":25},"...",{"size":92,"count":2}, {"size":93,"count":25}, {"size":97,"count":3}, {"size":101,"count":4}, {"size":102,"count":9}, {"size":103,"count":191}, {"size":105,"count":1}, {"size":108,"count":5}, {"size":109,"count":2}, {"size":111,"count":1}, {"size":112,"count":6}, {"size":115,"count":10}, {"size":116,"count":22}, {"size":118,"count":95}, {"size":122,"count":59}, {"size":123,"count":1}, {"size":124,"count":1}, {"size":125,"count":117}, {"size":126,"count":92}, {"size":127,"count":5}, {"size":137,"count":27}, {"size":138,"count":29}, {"size":140,"count":24}, {"size":141,"count":77}, {"size":151,"count":1259}] |
| Minimum variable degree | 2 |
| Maximum variable degree | 2251 |
| Distribution of variable degrees | [{"degree":2,"count":6752},{"degree":3,"count":9},{"degree":4,"count":14},{"degree":5,"count":23},{"degree":6,"count":28},{"degree":7,"count":33},{"degree":8,"count":45},{"degree":9,"count":53},{"degree":10,"count":63},{"degree":11,"count":79},{"degree":12,"count":105},{"degree":13,"count":196},{"degree":14,"count":147},{"degree":15,"count":22},{"degree":16,"count":8},{"degree":17,"count":9},{"degree":18,"count":1},{"degree":19,"count":1},{"degree":20,"count":1},{"degree":2251,"count":1}] |
| Minimum constraint arity | 2 |
| Maximum constraint arity | 6 |
| Distribution of constraint arities | [{"arity":2,"count":237},{"arity":3,"count":2249},{"arity":6,"count":2250}] |
| Number of extensional constraints | 2250 |
| Number of intensional constraints | 2486 |
| Distribution of constraint types | [{"type":"extension","count":2250},{"type":"intension","count":2486}] |
| Optimization problem | YES |
| Type of objective | min SUM |
0.30/0.36 c 0.30/0.36 c This is cosoco 2.00 -- 0.30/0.36 c 0.30/0.36 c command line: cosoco -model -nbcores=8 HOME/instance-4409572-1569840661.xml 0.30/0.36 c intension eq(dist(f[36],f[400]),40) -> extension (support ? 1) - 50tuples 0.30/0.37 c intension eq(dist(f[300],f[393]),40) -> extension (support ? 1) - 230tuples 0.30/0.38 c intension eq(dist(f[178],f[57]),40) -> extension (support ? 1) - 282tuples 0.30/0.38 c intension -> extension : same as previous 0.30/0.38 c intension eq(dist(f[280],f[323]),40) -> extension (support ? 1) - 30tuples 0.30/0.39 c intension eq(dist(f[197],f[382]),40) -> extension (support ? 1) - 282tuples 0.30/0.40 c intension eq(dist(f[101],f[208]),40) -> extension (support ? 1) - 230tuples 0.30/0.40 c intension eq(dist(f[11],f[179]),40) -> extension (support ? 1) - 58tuples 0.30/0.41 c intension eq(dist(f[317],f[338]),40) -> extension (support ? 1) - 282tuples 0.40/0.42 c intension eq(dist(f[244],f[60]),40) -> extension (support ? 1) - 38tuples 0.40/0.42 c intension eq(dist(f[125],f[369]),40) -> extension (support ? 1) - 106tuples 0.40/0.42 c intension eq(dist(f[119],f[18]),40) -> extension (support ? 1) - 38tuples 0.40/0.42 c intension eq(dist(f[22],f[81]),40) -> extension (support ? 1) - 50tuples 0.40/0.42 c intension eq(dist(f[370],f[38]),40) -> extension (support ? 1) - 38tuples 0.40/0.43 c intension eq(dist(f[130],f[96]),40) -> extension (support ? 1) - 282tuples 0.40/0.44 c intension eq(dist(f[110],f[391]),40) -> extension (support ? 1) - 70tuples 0.40/0.45 c intension eq(dist(f[124],f[406]),40) -> extension (support ? 1) - 282tuples 0.40/0.45 c intension -> extension : same as previous 0.40/0.45 c intension -> extension : same as previous 0.40/0.45 c intension -> extension : same as previous 0.40/0.45 c intension -> extension : same as previous 0.40/0.45 c intension eq(dist(f[136],f[387]),40) -> extension (support ? 1) - 38tuples 0.40/0.46 c intension eq(dist(f[242],f[6]),40) -> extension (support ? 1) - 282tuples 0.40/0.46 c intension eq(dist(f[403],f[407]),40) -> extension (support ? 1) - 82tuples 0.40/0.47 c intension eq(dist(f[106],f[224]),40) -> extension (support ? 1) - 38tuples 0.40/0.48 c intension eq(dist(f[0],f[226]),40) -> extension (support ? 1) - 282tuples 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension -> extension : same as previous 0.40/0.48 c intension eq(dist(f[142],f[311]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[166],f[92]),40) -> extension (support ? 1) - 30tuples 0.69/3.92 c intension eq(dist(f[53],f[73]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[285],f[312]),40) -> extension (support ? 1) - 82tuples 0.69/3.92 c intension eq(dist(f[111],f[137]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[134],f[63]),40) -> extension (support ? 1) - 30tuples 0.69/3.92 c intension eq(dist(f[282],f[363]),40) -> extension (support ? 1) - 58tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[131],f[164]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[108],f[259]),40) -> extension (support ? 1) - 70tuples 0.69/3.92 c intension eq(dist(f[263],f[67]),40) -> extension (support ? 1) - 106tuples 0.69/3.92 c intension eq(dist(f[246],f[342]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[152],f[264]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[69],f[7]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[231],f[310]),40) -> extension (support ? 1) - 70tuples 0.69/3.92 c intension eq(dist(f[30],f[314]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[135],f[168]),40) -> extension (support ? 1) - 58tuples 0.69/3.92 c intension eq(dist(f[45],f[54]),40) -> extension (support ? 1) - 82tuples 0.69/3.92 c intension eq(dist(f[109],f[37]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[114],f[307]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[155],f[173]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[15],f[174]),40) -> extension (support ? 1) - 230tuples 0.69/3.92 c intension eq(dist(f[293],f[364]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[140],f[243]),40) -> extension (support ? 1) - 74tuples 0.69/3.92 c intension eq(dist(f[378],f[83]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[193],f[257]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[116],f[395]),40) -> extension (support ? 1) - 58tuples 0.69/3.92 c intension eq(dist(f[120],f[235]),40) -> extension (support ? 1) - 74tuples 0.69/3.92 c intension eq(dist(f[351],f[379]),40) -> extension (support ? 1) - 70tuples 0.69/3.92 c intension eq(dist(f[162],f[49]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[170],f[306]),40) -> extension (support ? 1) - 102tuples 0.69/3.92 c intension eq(dist(f[23],f[376]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[145],f[215]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[148],f[233]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[267],f[32]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[398],f[77]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[1],f[247]),40) -> extension (support ? 1) - 70tuples 0.69/3.92 c intension eq(dist(f[204],f[91]),40) -> extension (support ? 1) - 58tuples 0.69/3.92 c intension eq(dist(f[115],f[419]),40) -> extension (support ? 1) - 230tuples 0.69/3.92 c intension eq(dist(f[330],f[47]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[172],f[210]),40) -> extension (support ? 1) - 30tuples 0.69/3.92 c intension eq(dist(f[10],f[192]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[107],f[399]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[315],f[42]),40) -> extension (support ? 1) - 70tuples 0.69/3.92 c intension eq(dist(f[309],f[345]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[241],f[374]),40) -> extension (support ? 1) - 106tuples 0.69/3.92 c intension eq(dist(f[386],f[46]),40) -> extension (support ? 1) - 102tuples 0.69/3.92 c intension eq(dist(f[251],f[350]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[158],f[50]),40) -> extension (support ? 1) - 230tuples 0.69/3.92 c intension eq(dist(f[12],f[68]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[31],f[337]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[318],f[355]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[182],f[51]),40) -> extension (support ? 1) - 82tuples 0.69/3.92 c intension eq(dist(f[167],f[360]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[225],f[324]),40) -> extension (support ? 1) - 70tuples 0.69/3.92 c intension eq(dist(f[203],f[365]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[328],f[418]),40) -> extension (support ? 1) - 82tuples 0.69/3.92 c intension eq(dist(f[141],f[206]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[388],f[79]),40) -> extension (support ? 1) - 82tuples 0.69/3.92 c intension eq(dist(f[2],f[348]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[234],f[361]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[396],f[40]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[127],f[64]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[13],f[90]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[274],f[58]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[354],f[71]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[269],f[402]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[349],f[377]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[163],f[34]),40) -> extension (support ? 1) - 30tuples 0.69/3.92 c intension eq(dist(f[262],f[353]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[346],f[39]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[198],f[265]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[133],f[232]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[401],f[80]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[213],f[375]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[180],f[85]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[373],f[41]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[33],f[404]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[19],f[299]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[303],f[313]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[290],f[98]),40) -> extension (support ? 1) - 230tuples 0.69/3.92 c intension eq(dist(f[176],f[281]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[102],f[308]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[228],f[78]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[291],f[326]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[205],f[258]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[112],f[194]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[248],f[87]),40) -> extension (support ? 1) - 82tuples 0.69/3.92 c intension eq(dist(f[279],f[29]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[410],f[44]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[266],f[325]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[147],f[74]),40) -> extension (support ? 1) - 82tuples 0.69/3.92 c intension eq(dist(f[104],f[219]),40) -> extension (support ? 1) - 70tuples 0.69/3.92 c intension eq(dist(f[190],f[352]),40) -> extension (support ? 1) - 74tuples 0.69/3.92 c intension eq(dist(f[103],f[253]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[4],f[5]),40) -> extension (support ? 1) - 58tuples 0.69/3.92 c intension eq(dist(f[202],f[72]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[165],f[390]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[143],f[48]),40) -> extension (support ? 1) - 58tuples 0.69/3.92 c intension eq(dist(f[153],f[239]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[186],f[277]),40) -> extension (support ? 1) - 230tuples 0.69/3.92 c intension eq(dist(f[138],f[222]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[286],f[82]),40) -> extension (support ? 1) - 70tuples 0.69/3.92 c intension eq(dist(f[177],f[76]),40) -> extension (support ? 1) - 82tuples 0.69/3.92 c intension eq(dist(f[199],f[43]),40) -> extension (support ? 1) - 58tuples 0.69/3.92 c intension eq(dist(f[411],f[61]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension eq(dist(f[341],f[65]),40) -> extension (support ? 1) - 102tuples 0.69/3.92 c intension eq(dist(f[185],f[261]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[216],f[238]),40) -> extension (support ? 1) - 38tuples 0.69/3.92 c intension eq(dist(f[117],f[381]),40) -> extension (support ? 1) - 230tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[209],f[284]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[160],f[397]),40) -> extension (support ? 1) - 50tuples 0.69/3.92 c intension eq(dist(f[70],f[99]),40) -> extension (support ? 1) - 282tuples 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c AllEqual constraint using 1 generic x=y constraints 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension ne(dist(f[329],f[88]),53) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[203],f[206]),322) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[250],f[72]),66) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[214],f[76]),147) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[222],f[330]),73) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[259],f[91]),37) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[343],f[80]),141) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[222],f[289]),265) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[374],f[413]),92) -> extension (support ? 0) - 117tuples 0.69/3.92 c intension ne(dist(f[419],f[59]),15) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension ne(dist(f[1],f[400]),9) -> extension (support ? 0) - 0tuples 0.69/3.92 c intension eq(dist(f[1],f[49]),d[11]) -> extension (support ? 1) - 1575tuples 0.69/3.92 c intension eq(dist(f[108],f[1]),d[13]) -> extension (support ? 1) - 2025tuples 0.69/3.92 c intension eq(dist(f[142],f[1]),d[15]) -> extension (support ? 1) - 1305tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[195],f[1]),d[18]) -> extension (support ? 1) - 1305tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[1],f[324]),d[20]) -> extension (support ? 1) - 2025tuples 0.69/3.92 c intension eq(dist(f[1],f[402]),d[21]) -> extension (support ? 1) - 1575tuples 0.69/3.92 c intension eq(dist(f[135],f[4]),d[49]) -> extension (support ? 1) - 1521tuples 0.69/3.92 c intension eq(dist(f[172],f[4]),d[50]) -> extension (support ? 1) - 975tuples 0.69/3.92 c intension eq(dist(f[280],f[4]),d[52]) -> extension (support ? 1) - 975tuples 0.69/3.92 c intension eq(dist(f[282],f[4]),d[53]) -> extension (support ? 1) - 1521tuples 0.69/3.92 c intension eq(dist(f[392],f[4]),d[57]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[5],f[64]),d[61]) -> extension (support ? 1) - 1365tuples 0.69/3.92 c intension eq(dist(f[5],f[80]),d[63]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[264],f[5]),d[69]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[353],f[5]),d[70]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[10],f[119]),d[112]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[10],f[199]),d[114]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension -> extension : same as previous 0.69/3.92 c intension eq(dist(f[10],f[225]),d[116]) -> extension (support ? 1) - 1305tuples 0.69/3.92 c intension eq(dist(f[10],f[308]),d[117]) -> extension (support ? 1) - 1015tuples 0.69/3.92 c intension eq(dist(f[11],f[20]),d[120]) -> extension (support ? 1) - 1521tuples 0.69/3.92 c intension eq(dist(f[11],f[34]),d[121]) -> extension (support ? 1) - 975tuples 0.69/3.92 c intension eq(dist(f[11],f[199]),d[127]) -> extension (support ? 1) - 1521tuples 0.69/3.92 c intension eq(dist(f[11],f[323]),d[129]) -> extension (support ? 1) - 975tuples 0.69/3.92 c intension eq(dist(f[11],f[370]),d[130]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[11],f[392]),d[132]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[111],f[12]),d[134]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[12],f[198]),d[137]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[12],f[280]),d[140]) -> extension (support ? 1) - 725tuples 0.69/3.92 c intension eq(dist(f[12],f[397]),d[145]) -> extension (support ? 1) - 1015tuples 0.69/3.92 c intension eq(dist(f[18],f[81]),d[203]) -> extension (support ? 1) - 1015tuples 0.69/3.92 c intension eq(dist(f[108],f[18]),d[204]) -> extension (support ? 1) - 1305tuples 0.69/3.92 c intension eq(dist(f[18],f[233]),d[207]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[18],f[307]),d[208]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[18],f[390]),d[210]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[18],f[407]),d[211]) -> extension (support ? 1) - 1479tuples 0.69/3.92 c intension eq(dist(f[20],f[48]),d[224]) -> extension (support ? 1) - 1521tuples 0.69/3.92 c intension eq(dist(f[165],f[20]),d[228]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[168],f[20]),d[229]) -> extension (support ? 1) - 1521tuples 0.69/3.92 c intension eq(dist(f[20],f[361]),d[232]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[20],f[364]),d[233]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[20],f[395]),d[235]) -> extension (support ? 1) - 1521tuples 0.69/3.92 c intension eq(dist(f[22],f[36]),d[243]) -> extension (support ? 1) - 1225tuples 0.69/3.92 c intension eq(dist(f[127],f[22]),d[245]) -> extension (support ? 1) - 1225tuples 0.69/3.92 c intension eq(dist(f[224],f[22]),d[251]) -> extension (support ? 1) - 1015tuples 0.69/3.92 c intension eq(dist(f[22],f[231]),d[252]) -> extension (support ? 1) - 1575tuples 0.69/3.92 c intension eq(dist(f[22],f[314]),d[254]) -> extension (support ? 1) - 1225tuples 0.69/3.92 c intension eq(dist(f[23],f[51]),d[256]) -> extension (support ? 1) - 1479tuples 0.69/3.92 c intension eq(dist(f[134],f[23]),d[257]) -> extension (support ? 1) - 725tuples 0.69/3.92 c intension eq(dist(f[195],f[23]),d[258]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[23],f[387]),d[262]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[23],f[395]),d[263]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[23],f[404]),d[264]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[30],f[81]),d[335]) -> extension (support ? 1) - 1225tuples 0.69/3.92 c intension eq(dist(f[30],f[387]),d[337]) -> extension (support ? 1) - 1015tuples 0.69/3.92 c intension eq(dist(f[147],f[32]),d[352]) -> extension (support ? 1) - 1479tuples 0.69/3.92 c intension eq(dist(f[224],f[32]),d[355]) -> extension (support ? 1) - 841tuples 0.69/3.92 c intension eq(dist(f[32],f[363]),d[356]) -> extension (support ? 1) - 1131tuples 0.69/3.92 c intension eq(dist(f[32],f[401]),d[357]) -> extension (support ? 1) - 841tuples 0.69/3.93 c intension eq(dist(f[32],f[408]),d[358]) -> extension (support ? 1) - 1131tuples 0.69/3.95 c intension eq(dist(f[33],f[64]),d[359]) -> extension (support ? 1) - 1015tuples 0.69/3.98 c intension eq(dist(f[224],f[33]),d[360]) -> extension (support ? 1) - 841tuples 0.69/4.02 c intension eq(dist(f[33],f[364]),d[364]) -> extension (support ? 1) - 841tuples 4.02/4.03 c intension -> extension : same as previous 4.02/4.03 c intension eq(dist(f[166],f[34]),d[367]) -> extension (support ? 1) - 625tuples 4.02/4.08 c intension eq(dist(f[263],f[34]),d[369]) -> extension (support ? 1) - 1575tuples 4.09/4.10 c intension eq(dist(f[280],f[34]),d[371]) -> extension (support ? 1) - 625tuples 4.09/4.13 c intension eq(dist(f[308],f[34]),d[372]) -> extension (support ? 1) - 875tuples 4.09/4.17 c intension eq(dist(f[36],f[77]),d[384]) -> extension (support ? 1) - 1225tuples 4.19/4.23 c intension eq(dist(f[36],f[82]),d[385]) -> extension (support ? 1) - 1575tuples 4.19/4.27 c intension eq(dist(f[36],f[397]),d[389]) -> extension (support ? 1) - 1225tuples 4.30/4.33 c intension eq(dist(f[38],f[51]),d[403]) -> extension (support ? 1) - 1479tuples 4.30/4.36 c intension eq(dist(f[164],f[38]),d[405]) -> extension (support ? 1) - 841tuples 4.30/4.38 c intension eq(dist(f[258],f[38]),d[407]) -> extension (support ? 1) - 841tuples 4.39/4.42 c intension eq(dist(f[291],f[38]),d[410]) -> extension (support ? 1) - 841tuples 4.39/4.44 c intension eq(dist(f[38],f[390]),d[413]) -> extension (support ? 1) - 841tuples 4.49/4.51 c intension -> extension : same as previous 4.49/4.51 c intension eq(dist(f[42],f[44]),d[451]) -> extension (support ? 1) - 1305tuples 4.49/4.58 c intension eq(dist(f[42],f[82]),d[452]) -> extension (support ? 1) - 2025tuples 4.59/4.61 c intension eq(dist(f[280],f[42]),d[456]) -> extension (support ? 1) - 1125tuples 4.59/4.68 c intension eq(dist(f[310],f[42]),d[457]) -> extension (support ? 1) - 2025tuples 4.69/4.74 c intension -> extension : same as previous 4.69/4.74 c intension eq(dist(f[291],f[43]),d[461]) -> extension (support ? 1) - 1131tuples 4.69/4.76 c intension eq(dist(f[131],f[44]),d[466]) -> extension (support ? 1) - 841tuples 4.69/4.79 c intension eq(dist(f[136],f[44]),d[467]) -> extension (support ? 1) - 841tuples 4.78/4.85 c intension eq(dist(f[168],f[44]),d[468]) -> extension (support ? 1) - 1131tuples 4.78/4.87 c intension eq(dist(f[355],f[44]),d[474]) -> extension (support ? 1) - 841tuples 4.89/4.95 c intension eq(dist(f[195],f[48]),d[497]) -> extension (support ? 1) - 1131tuples 4.89/4.99 c intension eq(dist(f[282],f[48]),d[499]) -> extension (support ? 1) - 1521tuples 4.99/5.02 c intension eq(dist(f[49],f[64]),d[500]) -> extension (support ? 1) - 1225tuples 4.99/5.06 c intension eq(dist(f[49],f[92]),d[501]) -> extension (support ? 1) - 875tuples 5.09/5.13 c intension eq(dist(f[135],f[49]),d[503]) -> extension (support ? 1) - 1365tuples 5.09/5.15 c intension eq(dist(f[205],f[49]),d[505]) -> extension (support ? 1) - 1015tuples 5.09/5.19 c intension eq(dist(f[398],f[49]),d[509]) -> extension (support ? 1) - 1225tuples 5.20/5.26 c intension eq(dist(f[164],f[51]),d[524]) -> extension (support ? 1) - 1479tuples 5.30/5.31 c intension eq(dist(f[258],f[51]),d[525]) -> extension (support ? 1) - 1479tuples 5.30/5.37 c intension eq(dist(f[291],f[51]),d[526]) -> extension (support ? 1) - 1479tuples 5.39/5.43 c intension eq(dist(f[387],f[51]),d[528]) -> extension (support ? 1) - 1479tuples 5.49/5.50 c intension eq(dist(f[54],f[60]),d[555]) -> extension (support ? 1) - 1479tuples 5.58/5.60 c intension eq(dist(f[199],f[63]),d[630]) -> extension (support ? 1) - 975tuples 5.58/5.62 c intension eq(dist(f[238],f[63]),d[633]) -> extension (support ? 1) - 725tuples 5.58/5.69 c intension eq(dist(f[135],f[64]),d[637]) -> extension (support ? 1) - 1365tuples 5.69/5.73 c intension eq(dist(f[274],f[64]),d[639]) -> extension (support ? 1) - 1225tuples 5.79/5.81 c intension eq(dist(f[67],f[85]),d[657]) -> extension (support ? 1) - 1827tuples 5.79/5.88 c intension eq(dist(f[238],f[67]),d[663]) -> extension (support ? 1) - 1827tuples 5.88/5.90 c intension eq(dist(f[68],f[83]),d[669]) -> extension (support ? 1) - 841tuples 5.88/5.96 c intension eq(dist(f[147],f[68]),d[671]) -> extension (support ? 1) - 1479tuples 5.88/5.98 c intension eq(dist(f[198],f[68]),d[672]) -> extension (support ? 1) - 841tuples 5.99/6.01 c intension eq(dist(f[267],f[68]),d[675]) -> extension (support ? 1) - 841tuples 5.99/6.06 c intension eq(dist(f[351],f[68]),d[678]) -> extension (support ? 1) - 1305tuples 6.09/6.17 c intension eq(dist(f[76],f[85]),d[753]) -> extension (support ? 1) - 1479tuples 6.20/6.23 c intension eq(dist(f[291],f[76]),d[756]) -> extension (support ? 1) - 1479tuples 6.20/6.29 c intension eq(dist(f[370],f[76]),d[758]) -> extension (support ? 1) - 1479tuples 6.30/6.32 c intension -> extension : same as previous 6.30/6.32 c intension eq(dist(f[77],f[83]),d[761]) -> extension (support ? 1) - 1015tuples 6.30/6.35 c intension -> extension : same as previous 6.30/6.35 c intension eq(dist(f[314],f[77]),d[763]) -> extension (support ? 1) - 1225tuples 6.38/6.42 c intension eq(dist(f[216],f[79]),d[780]) -> extension (support ? 1) - 1479tuples 6.38/6.48 c intension eq(dist(f[355],f[79]),d[784]) -> extension (support ? 1) - 1479tuples 6.48/6.53 c intension eq(dist(f[387],f[79]),d[787]) -> extension (support ? 1) - 1479tuples 6.48/6.59 c intension eq(dist(f[147],f[80]),d[791]) -> extension (support ? 1) - 1479tuples 6.59/6.61 c intension eq(dist(f[216],f[80]),d[795]) -> extension (support ? 1) - 841tuples 6.59/6.66 c intension eq(dist(f[324],f[80]),d[796]) -> extension (support ? 1) - 1305tuples 6.59/6.69 c intension eq(dist(f[162],f[81]),d[798]) -> extension (support ? 1) - 1225tuples 6.69/6.72 c intension eq(dist(f[233],f[81]),d[802]) -> extension (support ? 1) - 1015tuples 6.69/6.77 c intension -> extension : same as previous 6.69/6.77 c intension eq(dist(f[262],f[81]),d[804]) -> extension (support ? 1) - 1015tuples 6.79/6.80 c intension eq(dist(f[172],f[82]),d[808]) -> extension (support ? 1) - 1125tuples 6.79/6.85 c intension eq(dist(f[198],f[82]),d[809]) -> extension (support ? 1) - 1305tuples 6.89/6.90 c intension eq(dist(f[262],f[82]),d[810]) -> extension (support ? 1) - 1305tuples 6.89/6.96 c intension -> extension : same as previous 6.89/6.96 c intension eq(dist(f[360],f[82]),d[812]) -> extension (support ? 1) - 1575tuples 6.89/6.99 c intension eq(dist(f[233],f[83]),d[818]) -> extension (support ? 1) - 841tuples 6.99/7.02 c intension eq(dist(f[307],f[83]),d[821]) -> extension (support ? 1) - 841tuples 6.99/7.07 c intension eq(dist(f[310],f[83]),d[822]) -> extension (support ? 1) - 1305tuples 7.09/7.12 c intension eq(dist(f[395],f[83]),d[823]) -> extension (support ? 1) - 1131tuples 7.09/7.15 c intension eq(dist(f[397],f[83]),d[824]) -> extension (support ? 1) - 1015tuples 7.09/7.17 c intension eq(dist(f[364],f[85]),d[835]) -> extension (support ? 1) - 841tuples 7.20/7.24 c intension -> extension : same as previous 7.20/7.24 c intension eq(dist(f[244],f[87]),d[850]) -> extension (support ? 1) - 1479tuples 7.20/7.30 c intension eq(dist(f[303],f[87]),d[851]) -> extension (support ? 1) - 1479tuples 7.30/7.35 c intension eq(dist(f[401],f[87]),d[854]) -> extension (support ? 1) - 1479tuples 7.39/7.42 c intension eq(dist(f[199],f[91]),d[887]) -> extension (support ? 1) - 1521tuples 7.39/7.47 c intension eq(dist(f[210],f[91]),d[888]) -> extension (support ? 1) - 975tuples 7.48/7.52 c intension eq(dist(f[234],f[91]),d[889]) -> extension (support ? 1) - 1131tuples 7.48/7.58 c intension eq(dist(f[326],f[91]),d[894]) -> extension (support ? 1) - 1131tuples 7.58/7.62 c intension eq(dist(f[395],f[91]),d[895]) -> extension (support ? 1) - 1521tuples 7.58/7.64 c intension eq(dist(f[164],f[92]),d[897]) -> extension (support ? 1) - 725tuples 7.58/7.67 c intension eq(dist(f[244],f[92]),d[899]) -> extension (support ? 1) - 725tuples 7.69/7.79 c intension eq(dist(f[102],f[219]),d[981]) -> extension (support ? 1) - 1575tuples 7.79/7.82 c intension eq(dist(f[102],f[360]),d[983]) -> extension (support ? 1) - 1225tuples 7.79/7.88 c intension -> extension : same as previous 7.79/7.88 c intension eq(dist(f[104],f[106]),d[997]) -> extension (support ? 1) - 1305tuples 7.89/7.94 c intension eq(dist(f[104],f[108]),d[998]) -> extension (support ? 1) - 2025tuples 7.89/7.98 c intension eq(dist(f[104],f[163]),d[999]) -> extension (support ? 1) - 1125tuples 7.99/8.04 c intension eq(dist(f[104],f[286]),d[1000]) -> extension (support ? 1) - 2025tuples 8.08/8.11 c intension eq(dist(f[106],f[312]),d[1013]) -> extension (support ? 1) - 1479tuples 8.08/8.16 c intension eq(dist(f[106],f[351]),d[1014]) -> extension (support ? 1) - 1305tuples 8.08/8.19 c intension eq(dist(f[106],f[404]),d[1017]) -> extension (support ? 1) - 841tuples 8.19/8.25 c intension eq(dist(f[106],f[408]),d[1018]) -> extension (support ? 1) - 1131tuples 8.19/8.30 c intension eq(dist(f[108],f[224]),d[1024]) -> extension (support ? 1) - 1305tuples 8.30/8.36 c intension eq(dist(f[108],f[398]),d[1027]) -> extension (support ? 1) - 1575tuples 8.38/8.42 c intension eq(dist(f[110],f[262]),d[1042]) -> extension (support ? 1) - 1305tuples 8.38/8.49 c intension eq(dist(f[110],f[351]),d[1045]) -> extension (support ? 1) - 2025tuples 8.49/8.54 c intension eq(dist(f[110],f[364]),d[1046]) -> extension (support ? 1) - 1305tuples 8.49/8.56 c intension eq(dist(f[111],f[167]),d[1049]) -> extension (support ? 1) - 1015tuples 8.49/8.60 c intension eq(dist(f[111],f[195]),d[1050]) -> extension (support ? 1) - 841tuples 8.59/8.63 c intension -> extension : same as previous 8.59/8.63 c intension eq(dist(f[111],f[262]),d[1053]) -> extension (support ? 1) - 841tuples 8.59/8.67 c intension -> extension : same as previous 8.59/8.67 c intension eq(dist(f[114],f[131]),d[1079]) -> extension (support ? 1) - 841tuples 8.59/8.69 c intension eq(dist(f[114],f[210]),d[1082]) -> extension (support ? 1) - 725tuples 8.69/8.73 c intension eq(dist(f[114],f[247]),d[1083]) -> extension (support ? 1) - 1305tuples 8.69/8.78 c intension eq(dist(f[114],f[315]),d[1086]) -> extension (support ? 1) - 1305tuples 8.79/8.80 c intension eq(dist(f[114],f[326]),d[1087]) -> extension (support ? 1) - 841tuples 8.79/8.86 c intension eq(dist(f[114],f[418]),d[1088]) -> extension (support ? 1) - 1479tuples 8.88/8.92 c intension eq(dist(f[116],f[355]),d[1098]) -> extension (support ? 1) - 1131tuples 8.88/8.99 c intension eq(dist(f[119],f[204]),d[1120]) -> extension (support ? 1) - 1131tuples 8.99/9.03 c intension eq(dist(f[119],f[310]),d[1121]) -> extension (support ? 1) - 1305tuples 8.99/9.05 c intension eq(dist(f[119],f[311]),d[1122]) -> extension (support ? 1) - 841tuples 9.09/9.12 c intension eq(dist(f[120],f[210]),d[1127]) -> extension (support ? 1) - 1175tuples 9.09/9.19 c intension eq(dist(f[127],f[142]),d[1183]) -> extension (support ? 1) - 1015tuples 9.19/9.25 c intension eq(dist(f[131],f[231]),d[1209]) -> extension (support ? 1) - 1305tuples 9.19/9.28 c intension eq(dist(f[134],f[166]),d[1225]) -> extension (support ? 1) - 625tuples 9.19/9.29 c intension -> extension : same as previous 9.19/9.29 c intension eq(dist(f[134],f[210]),d[1228]) -> extension (support ? 1) - 625tuples 9.30/9.33 c intension eq(dist(f[134],f[388]),d[1231]) -> extension (support ? 1) - 1275tuples 9.30/9.38 c intension eq(dist(f[135],f[179]),d[1232]) -> extension (support ? 1) - 1521tuples 9.39/9.43 c intension eq(dist(f[135],f[262]),d[1234]) -> extension (support ? 1) - 1131tuples 9.49/9.50 c intension eq(dist(f[135],f[274]),d[1235]) -> extension (support ? 1) - 1365tuples 9.49/9.55 c intension eq(dist(f[135],f[323]),d[1236]) -> extension (support ? 1) - 975tuples 9.59/9.60 c intension eq(dist(f[135],f[326]),d[1237]) -> extension (support ? 1) - 1131tuples 9.59/9.65 c intension eq(dist(f[136],f[219]),d[1241]) -> extension (support ? 1) - 1305tuples 9.59/9.68 c intension eq(dist(f[136],f[308]),d[1243]) -> extension (support ? 1) - 1015tuples 9.69/9.71 c intension eq(dist(f[136],f[410]),d[1244]) -> extension (support ? 1) - 841tuples 9.69/9.73 c intension eq(dist(f[137],f[258]),d[1246]) -> extension (support ? 1) - 841tuples 9.69/9.76 c intension -> extension : same as previous 9.69/9.76 c intension eq(dist(f[137],f[307]),d[1248]) -> extension (support ? 1) - 841tuples 9.69/9.79 c intension eq(dist(f[137],f[397]),d[1250]) -> extension (support ? 1) - 1015tuples 9.78/9.85 c intension eq(dist(f[142],f[216]),d[1287]) -> extension (support ? 1) - 841tuples 9.89/9.90 c intension eq(dist(f[142],f[388]),d[1290]) -> extension (support ? 1) - 1479tuples 9.89/9.93 c intension eq(dist(f[142],f[402]),d[1291]) -> extension (support ? 1) - 1015tuples 9.89/9.99 c intension eq(dist(f[143],f[307]),d[1294]) -> extension (support ? 1) - 1131tuples 9.99/10.04 c intension eq(dist(f[143],f[370]),d[1295]) -> extension (support ? 1) - 1131tuples 10.08/10.11 c intension eq(dist(f[143],f[398]),d[1296]) -> extension (support ? 1) - 1365tuples 10.08/10.19 c intension eq(dist(f[147],f[192]),d[1326]) -> extension (support ? 1) - 1479tuples 10.20/10.25 c intension eq(dist(f[147],f[355]),d[1329]) -> extension (support ? 1) - 1479tuples 10.20/10.30 c intension eq(dist(f[147],f[404]),d[1330]) -> extension (support ? 1) - 1479tuples 10.30/10.33 c intension eq(dist(f[148],f[166]),d[1331]) -> extension (support ? 1) - 725tuples 10.30/10.36 c intension eq(dist(f[148],f[291]),d[1332]) -> extension (support ? 1) - 841tuples 10.39/10.41 c intension eq(dist(f[148],f[408]),d[1333]) -> extension (support ? 1) - 1131tuples 10.39/10.45 c intension eq(dist(f[152],f[166]),d[1353]) -> extension (support ? 1) - 725tuples 10.39/10.48 c intension eq(dist(f[152],f[195]),d[1354]) -> extension (support ? 1) - 841tuples 10.48/10.50 c intension eq(dist(f[152],f[244]),d[1355]) -> extension (support ? 1) - 841tuples 10.48/10.52 c intension eq(dist(f[152],f[280]),d[1356]) -> extension (support ? 1) - 725tuples 10.48/10.57 c intension eq(dist(f[152],f[315]),d[1357]) -> extension (support ? 1) - 1305tuples 10.58/10.60 c intension eq(dist(f[152],f[355]),d[1359]) -> extension (support ? 1) - 841tuples 10.69/10.71 c intension eq(dist(f[162],f[391]),d[1427]) -> extension (support ? 1) - 1575tuples 10.69/10.76 c intension eq(dist(f[164],f[259]),d[1428]) -> extension (support ? 1) - 1305tuples 10.79/10.83 c intension -> extension : same as previous 10.79/10.83 c intension eq(dist(f[166],f[352]),d[1435]) -> extension (support ? 1) - 1175tuples 10.79/10.87 c intension eq(dist(f[166],f[363]),d[1436]) -> extension (support ? 1) - 975tuples 10.89/10.90 c intension eq(dist(f[166],f[390]),d[1437]) -> extension (support ? 1) - 725tuples 10.89/10.97 c intension eq(dist(f[167],f[179]),d[1440]) -> extension (support ? 1) - 1365tuples 10.99/11.04 c intension eq(dist(f[167],f[282]),d[1443]) -> extension (support ? 1) - 1365tuples 10.99/11.10 c intension eq(dist(f[168],f[234]),d[1446]) -> extension (support ? 1) - 1131tuples 11.09/11.13 c intension eq(dist(f[172],f[280]),d[1471]) -> extension (support ? 1) - 625tuples 11.09/11.14 c intension eq(dist(f[172],f[326]),d[1473]) -> extension (support ? 1) - 725tuples 11.09/11.16 c intension eq(dist(f[172],f[355]),d[1475]) -> extension (support ? 1) - 725tuples 11.19/11.24 c intension eq(dist(f[176],f[418]),d[1502]) -> extension (support ? 1) - 1479tuples 11.19/11.30 c intension eq(dist(f[177],f[267]),d[1507]) -> extension (support ? 1) - 1479tuples 11.30/11.35 c intension eq(dist(f[179],f[199]),d[1520]) -> extension (support ? 1) - 1521tuples 11.39/11.41 c intension -> extension : same as previous 11.39/11.41 c intension eq(dist(f[179],f[258]),d[1522]) -> extension (support ? 1) - 1131tuples 11.39/11.44 c intension eq(dist(f[180],f[244]),d[1526]) -> extension (support ? 1) - 841tuples 11.39/11.46 c intension eq(dist(f[180],f[303]),d[1528]) -> extension (support ? 1) - 841tuples 11.49/11.52 c intension eq(dist(f[182],f[267]),d[1536]) -> extension (support ? 1) - 1479tuples 11.49/11.59 c intension eq(dist(f[192],f[313]),d[1592]) -> extension (support ? 1) - 841tuples 11.59/11.62 c intension eq(dist(f[195],f[216]),d[1608]) -> extension (support ? 1) - 841tuples 11.59/11.64 c intension eq(dist(f[195],f[262]),d[1610]) -> extension (support ? 1) - 841tuples 11.59/11.68 c intension eq(dist(f[195],f[265]),d[1611]) -> extension (support ? 1) - 841tuples 11.59/11.70 c intension eq(dist(f[195],f[281]),d[1612]) -> extension (support ? 1) - 841tuples 11.69/11.71 c intension eq(dist(f[195],f[364]),d[1614]) -> extension (support ? 1) - 841tuples 11.69/11.75 c intension eq(dist(f[198],f[274]),d[1631]) -> extension (support ? 1) - 1015tuples 11.69/11.79 c intension eq(dist(f[198],f[355]),d[1632]) -> extension (support ? 1) - 841tuples 11.79/11.81 c intension eq(dist(f[198],f[400]),d[1634]) -> extension (support ? 1) - 1015tuples 11.79/11.83 c intension eq(dist(f[198],f[404]),d[1635]) -> extension (support ? 1) - 841tuples 11.79/11.89 c intension eq(dist(f[199],f[224]),d[1636]) -> extension (support ? 1) - 1131tuples 11.88/11.96 c intension eq(dist(f[204],f[264]),d[1663]) -> extension (support ? 1) - 1131tuples 11.98/12.03 c intension eq(dist(f[210],f[263]),d[1694]) -> extension (support ? 1) - 1575tuples 11.98/12.05 c intension eq(dist(f[210],f[293]),d[1696]) -> extension (support ? 1) - 725tuples 12.09/12.10 c intension eq(dist(f[216],f[264]),d[1723]) -> extension (support ? 1) - 841tuples 12.09/12.12 c intension eq(dist(f[216],f[293]),d[1724]) -> extension (support ? 1) - 841tuples 12.09/12.18 c intension -> extension : same as previous 12.09/12.18 c intension eq(dist(f[219],f[293]),d[1742]) -> extension (support ? 1) - 1305tuples 12.19/12.25 c intension eq(dist(f[224],f[310]),d[1773]) -> extension (support ? 1) - 1305tuples 12.19/12.27 c intension eq(dist(f[224],f[355]),d[1775]) -> extension (support ? 1) - 841tuples 12.30/12.32 c intension eq(dist(f[224],f[408]),d[1776]) -> extension (support ? 1) - 1131tuples 12.30/12.37 c intension eq(dist(f[225],f[311]),d[1778]) -> extension (support ? 1) - 1305tuples 12.39/12.41 c intension eq(dist(f[233],f[234]),d[1810]) -> extension (support ? 1) - 841tuples 12.39/12.44 c intension eq(dist(f[233],f[238]),d[1811]) -> extension (support ? 1) - 841tuples 12.39/12.47 c intension eq(dist(f[233],f[269]),d[1812]) -> extension (support ? 1) - 1015tuples 12.49/12.50 c intension eq(dist(f[234],f[291]),d[1816]) -> extension (support ? 1) - 841tuples 12.49/12.52 c intension eq(dist(f[234],f[311]),d[1817]) -> extension (support ? 1) - 841tuples 12.49/12.55 c intension eq(dist(f[234],f[355]),d[1818]) -> extension (support ? 1) - 841tuples 12.58/12.61 c intension eq(dist(f[238],f[310]),d[1835]) -> extension (support ? 1) - 1305tuples 12.58/12.69 c intension eq(dist(f[241],f[353]),d[1845]) -> extension (support ? 1) - 1827tuples 12.69/12.75 c intension eq(dist(f[243],f[280]),d[1852]) -> extension (support ? 1) - 1175tuples 12.69/12.77 c intension eq(dist(f[244],f[264]),d[1857]) -> extension (support ? 1) - 841tuples 12.79/12.83 c intension eq(dist(f[244],f[282]),d[1858]) -> extension (support ? 1) - 1131tuples 12.79/12.85 c intension eq(dist(f[244],f[370]),d[1859]) -> extension (support ? 1) - 841tuples 12.89/12.90 c intension eq(dist(f[248],f[323]),d[1881]) -> extension (support ? 1) - 1275tuples 12.89/12.97 c intension eq(dist(f[258],f[281]),d[1923]) -> extension (support ? 1) - 841tuples 12.98/13.02 c intension eq(dist(f[258],f[310]),d[1925]) -> extension (support ? 1) - 1305tuples 12.98/13.04 c intension eq(dist(f[258],f[370]),d[1926]) -> extension (support ? 1) - 841tuples 12.98/13.08 c intension eq(dist(f[262],f[311]),d[1941]) -> extension (support ? 1) - 841tuples 13.09/13.11 c intension eq(dist(f[264],f[323]),d[1951]) -> extension (support ? 1) - 725tuples 13.09/13.13 c intension eq(dist(f[264],f[390]),d[1952]) -> extension (support ? 1) - 841tuples 13.09/13.16 c intension eq(dist(f[264],f[397]),d[1953]) -> extension (support ? 1) - 1015tuples 13.09/13.19 c intension eq(dist(f[265],f[326]),d[1958]) -> extension (support ? 1) - 841tuples 13.20/13.22 c intension eq(dist(f[267],f[311]),d[1960]) -> extension (support ? 1) - 841tuples 13.20/13.26 c intension eq(dist(f[269],f[274]),d[1964]) -> extension (support ? 1) - 1225tuples 13.29/13.32 c intension -> extension : same as previous 13.29/13.32 c intension -> extension : same as previous 13.29/13.32 c intension eq(dist(f[280],f[402]),d[2001]) -> extension (support ? 1) - 875tuples 13.29/13.34 c intension eq(dist(f[281],f[303]),d[2002]) -> extension (support ? 1) - 841tuples 13.29/13.39 c intension eq(dist(f[282],f[392]),d[2003]) -> extension (support ? 1) - 1131tuples 13.38/13.47 c intension eq(dist(f[286],f[391]),d[2019]) -> extension (support ? 1) - 2025tuples 13.49/13.53 c intension eq(dist(f[303],f[326]),d[2082]) -> extension (support ? 1) - 841tuples 13.49/13.58 c intension eq(dist(f[303],f[398]),d[2084]) -> extension (support ? 1) - 1015tuples 13.59/13.61 c intension eq(dist(f[307],f[361]),d[2093]) -> extension (support ? 1) - 841tuples 13.59/13.65 c intension -> extension : same as previous 13.59/13.65 c intension eq(dist(f[308],f[398]),d[2097]) -> extension (support ? 1) - 1225tuples 13.69/13.71 c intension eq(dist(f[310],f[324]),d[2101]) -> extension (support ? 1) - 2025tuples 13.69/13.75 c intension eq(dist(f[311],f[401]),d[2107]) -> extension (support ? 1) - 841tuples 13.79/13.81 c intension eq(dist(f[312],f[318]),d[2108]) -> extension (support ? 1) - 1479tuples 13.79/13.86 c intension eq(dist(f[312],f[404]),d[2112]) -> extension (support ? 1) - 1479tuples 13.79/13.88 c intension eq(dist(f[313],f[318]),d[2113]) -> extension (support ? 1) - 841tuples 13.89/13.93 c intension eq(dist(f[313],f[391]),d[2114]) -> extension (support ? 1) - 1305tuples 13.89/13.97 c intension eq(dist(f[315],f[364]),d[2115]) -> extension (support ? 1) - 1305tuples 13.99/14.03 c intension eq(dist(f[318],f[379]),d[2123]) -> extension (support ? 1) - 1305tuples 13.99/14.07 c intension eq(dist(f[318],f[398]),d[2124]) -> extension (support ? 1) - 1015tuples 14.09/14.12 c intension eq(dist(f[318],f[418]),d[2125]) -> extension (support ? 1) - 1479tuples 14.09/14.15 c intension eq(dist(f[323],f[353]),d[2134]) -> extension (support ? 1) - 725tuples 14.09/14.19 c intension eq(dist(f[323],f[408]),d[2135]) -> extension (support ? 1) - 975tuples 14.19/14.22 c intension eq(dist(f[326],f[390]),d[2136]) -> extension (support ? 1) - 841tuples 14.29/14.33 c intension eq(dist(f[351],f[391]),d[2190]) -> extension (support ? 1) - 2025tuples 14.29/14.36 c intension eq(dist(f[353],f[361]),d[2192]) -> extension (support ? 1) - 841tuples 14.29/14.38 c intension eq(dist(f[353],f[364]),d[2193]) -> extension (support ? 1) - 841tuples 14.39/14.41 c intension eq(dist(f[360],f[361]),d[2203]) -> extension (support ? 1) - 1015tuples 14.39/14.44 c intension eq(dist(f[360],f[398]),d[2204]) -> extension (support ? 1) - 1225tuples 14.39/14.46 c intension eq(dist(f[361],f[390]),d[2206]) -> extension (support ? 1) - 841tuples 14.49/14.53 c intension eq(dist(f[363],f[400]),d[2209]) -> extension (support ? 1) - 1365tuples 14.49/14.57 c intension eq(dist(f[387],f[390]),d[2237]) -> extension (support ? 1) - 841tuples 14.58/14.61 c intension eq(dist(f[387],f[392]),d[2238]) -> extension (support ? 1) - 841tuples 14.58/14.66 c intension eq(dist(f[392],f[403]),d[2240]) -> extension (support ? 1) - 1479tuples 4807.71/670.65 c enable optimization 4807.71/670.65 c ========================================[ Problem Statistics ]=========================================== 4807.71/670.65 c | 4807.71/670.65 c | Parse time : 75.60 s 4807.71/670.65 c | 4807.71/670.65 c | Variables: 7590 4807.71/670.65 c | Domain Sizes: 1..151 4807.71/670.65 c | 4807.71/670.65 c | Constraints: 4737 4807.71/670.65 c | Arity: 2..4501 -- Binary: 237 -- Ternary: 2249 4807.71/670.65 c | 4807.71/670.65 c | Types: 4807.71/670.65 c | (X != Y): 7 4807.71/670.65 c | (X = Y): 9 4807.71/670.65 c | Extension: 2791 (nb tuples: 0..7224) -- (shared: 808) 4807.71/670.65 c | Intension: 1929 4807.71/670.65 c | Sum: 1 4807.71/670.65 c | 4807.71/670.65 c | Objective: Minimize Sum 4807.71/670.65 4807.71/670.65 c ========================================================================================================= 4807.71/670.65 c Parallel mode: Portfolio 4807.71/670.65 c [pFactory][Group N°0] created (threads:8). 4807.71/670.65 c [pFactory][Group N°0] new task added (threads:8 - tasks:1). 4807.71/670.65 c [pFactory][Group N°0] new task added (threads:8 - tasks:2). 4807.71/670.65 c [pFactory][Group N°0] new task added (threads:8 - tasks:3). 4807.71/670.65 c [pFactory][Group N°0] new task added (threads:8 - tasks:4). 4807.71/670.65 c [pFactory][Group N°0] new task added (threads:8 - tasks:5). 4807.71/670.65 c [pFactory][Group N°0] new task added (threads:8 - tasks:6). 4807.71/670.65 c [pFactory][Group N°0] new task added (threads:8 - tasks:7). 4807.71/670.65 c [pFactory][Group N°0] new task added (threads:8 - tasks:8). 4807.71/670.65 c [pFactory][Group N°0] concurrent mode: enabled. 4807.71/670.65 c [pFactory][Group N°0] computations in progress (threads:8 - tasks:8). 4807.71/670.65 c [pFactory][Group N°0] task 7 launched on thread 0. 4807.71/670.65 c [pFactory][Group N°0] task 6 launched on thread 1. 4807.71/670.65 c [pFactory][Group N°0] task 5 launched on thread 7. 4807.71/670.65 c [pFactory][Group N°0] task 4 launched on thread 2. 4807.71/670.65 c [pFactory][Group N°0] task 3 launched on thread 5. 4807.71/670.65 c [pFactory][Group N°0] task 2 launched on thread 3. 4807.71/670.65 c [pFactory][Group N°0] task 1 launched on thread 4. 4807.71/670.65 c [pFactory][Group N°0] task 0 launched on thread 6. 4807.71/670.65 o 577156862 4944.21/687.75 o 577134369 5020.10/697.28 o 577111859 12961.57/1692.09 o 506520263 13145.88/1715.13 o 506362620 13176.22/1718.95 o 506362619 13208.93/1723.08 o 506362612 13240.06/1726.98 o 506362611 13275.97/1731.47 o 506362604 13311.91/1735.91 o 506362597 13330.34/1740.04 c [pFactory][Group N°0] concurent mode: thread 5 has won with the task 3. 13330.34/1740.04 c [pFactory][Group N°0] Thread N°0 is joined. 13330.34/1740.04 c [pFactory][Group N°0] Thread N°1 is joined. 13330.34/1740.04 c [pFactory][Group N°0] Thread N°2 is joined. 13330.34/1740.04 c [pFactory][Group N°0] Thread N°3 is joined. 13330.34/1740.04 c [pFactory][Group N°0] Thread N°4 is joined. 13330.34/1740.04 c [pFactory][Group N°0] Thread N°5 is joined. 13330.34/1740.04 c [pFactory][Group N°0] Thread N°6 is joined. 13330.34/1740.04 c [pFactory][Group N°0] Thread N°7 is joined. 13330.34/1740.04 c [pFactory][Group N°0] Return Code of the winner:3 (Thread N°5) 13330.34/1740.04 s OPTIMUM FOUND 13330.34/1740.04 c call to solver : 3 13330.34/1740.04 c 13330.34/1740.04 c restarts : 1755 13330.34/1740.04 c conflicts : 9733 (1 /sec) 13330.34/1740.04 c decisions : 844576 (64 /sec) 13330.34/1740.04 c propagations : 34477811 (2598 /sec) 13330.34/1740.04 c root propagations : 18913 13330.34/1740.04 c filter calls : 10546244 (795 /sec) 13330.34/1740.04 c useless filter calls : 8553581 (81 %) 13330.34/1740.04 c Memory used : 8618.14 MB 13330.34/1740.04 c Best bound time (wc) : 1735.92 s 13330.34/1740.04 c CPU time : 13272.9 s 13330.34/1740.04 c real time : 1740.04 s 13330.34/1740.04 13330.34/1740.04 13330.34/1740.04 v <instantiation type='solution' cost='506362597'> 13330.34/1740.04 v <list>d[0] d[1000] d[1001] d[1002] d[1003] d[1004] d[1005] d[1006] d[1007] d[1008] d[1009] d[100] d[1010] d[1011] d[1012] d[1013] d[1014] d[1015] d[1016] d[1017] d[1018] d[1019] d[101] d[1020] d[1021] d[1022] d[1023] d[1024] d[1025] d[1026] d[1027] d[1028] d[1029] d[102] d[1030] d[1031] d[1032] d[1033] d[1034] d[1035] d[1036] d[1037] d[1038] d[1039] d[103] d[1040] d[1041] d[1042] d[1043] d[1044] d[1045] d[1046] d[1047] d[1048] d[1049] d[104] d[1050] d[1051] d[1052] d[1053] d[1054] d[1055] d[1056] d[1057] d[1058] d[1059] d[105] d[1060] d[1061] d[1062] d[1063] d[1064] d[1065] d[1066] d[1067] d[1068] d[1069] d[106] d[1070] d[1071] d[1072] d[1073] d[1074] d[1075] d[1076] d[1077] d[1078] d[1079] d[107] d[1080] d[1081] d[1082] d[1083] d[1084] d[1085] d[1086] d[1087] d[1088] d[1089] d[108] d[1090] d[1091] d[1092] d[1093] d[1094] d[1095] d[1096] d[1097] d[1098] d[1099] d[109] d[10] d[1100] d[1101] d[1102] d[1103] d[1104] d[1105] d[1106] d[1107] d[1108] d[1109] d[110] d[1110] d[1111] d[1112] d[1113] d[1114] d[1115] d[1116] d[1117] d[1118] d[1119] d[111] d[1120] d[1121] d[1122] d[1123] d[1124] d[1125] d[1126] d[1127] d[1128] d[1129] d[112] d[1130] d[1131] d[1132] d[1133] d[1134] d[1135] d[1136] d[1137] d[1138] d[1139] d[113] d[1140] d[1141] d[1142] d[1143] d[1144] d[1145] d[1146] d[1147] d[1148] d[1149] d[114] d[1150] d[1151] d[1152] d[1153] d[1154] d[1155] d[1156] d[1157] d[1158] d[1159] d[115] d[1160] d[1161] d[1162] d[1163] d[1164] d[1165] d[1166] d[1167] d[1168] d[1169] d[116] d[1170] d[1171] d[1172] d[1173] d[1174] d[1175] d[1176] d[1177] d[1178] d[1179] d[117] d[1180] d[1181] d[1182] d[1183] d[1184] d[1185] d[1186] d[1187] d[1188] d[1189] d[118] d[1190] d[1191] d[1192] d[1193] d[1194] d[1195] d[1196] d[1197] d[1198] d[1199] d[119] d[11] d[1200] d[1201] d[1202] d[1203] d[1204] d[1205] d[1206] d[1207] d[1208] d[1209] d[120] d[1210] d[1211] d[1212] d[1213] d[1214] d[1215] d[1216] d[1217] d[1218] d[1219] d[121] d[1220] d[1221] d[1222] d[1223] d[1224] d[1225] d[1226] d[1227] d[1228] d[1229] d[122] d[1230] d[1231] d[1232] d[1233] d[1234] d[1235] d[1236] d[1237] d[1238] d[1239] d[123] d[1240] d[1241] d[1242] d[1243] d[1244] d[1245] d[1246] d[1247] d[1248] d[1249] d[124] d[1250] d[1251] d[1252] d[1253] d[1254] d[1255] d[1256] d[1257] d[1258] d[1259] d[125] d[1260] d[1261] d[1262] d[1263] d[1264] d[1265] d[1266] d[1267] d[1268] d[1269] d[126] d[1270] d[1271] d[1272] d[1273] d[1274] d[1275] d[1276] d[1277] d[1278] d[1279] d[127] d[1280] d[1281] d[1282] d[1283] d[1284] d[1285] d[1286] d[1287] d[1288] d[1289] d[128] d[1290] d[1291] d[1292] d[1293] d[1294] d[1295] d[1296] d[1297] d[1298] d[1299] d[129] d[12] d[1300] d[1301] d[1302] d[1303] d[1304] d[1305] d[1306] d[1307] d[1308] d[1309] d[130] d[1310] d[1311] d[1312] d[1313] d[1314] d[1315] d[1316] d[1317] d[1318] d[1319] d[131] d[1320] d[1321] d[1322] d[1323] d[1324] d[1325] d[1326] d[1327] d[1328] d[1329] d[132] d[1330] d[1331] d[1332] d[1333] d[1334] d[1335] d[1336] d[1337] d[1338] d[1339] d[133] d[1340] d[1341] d[1342] d[1343] d[1344] d[1345] d[1346] d[1347] d[1348] d[1349] d[134] d[1350] d[1351] d[1352] d[1353] d[1354] d[1355] d[1356] d[1357] d[1358] d[1359] d[135] d[1360] d[1361] d[1362] d[1363] d[1364] d[1365] d[1366] d[1367] d[1368] d[1369] d[136] d[1370] d[1371] d[1372] d[1373] d[1374] d[1375] d[1376] d[1377] d[1378] d[1379] d[137] d[1380] d[1381] d[1382] d[1383] d[1384] d[1385] d[1386] d[1387] d[1388] d[1389] d[138] d[1390] d[1391] d[1392] d[1393] d[1394] d[1395] d[1396] d[1397] d[1398] d[1399] d[139] d[13] d[1400] d[1401] d[1402] d[1403] d[1404] d[1405] d[1406] d[1407] d[1408] d[1409] d[140] d[1410] d[1411] d[1412] d[1413] d[1414] d[1415] d[1416] d[1417] d[1418] d[1419] d[141] d[1420] d[1421] d[1422] d[1423] d[1424] d[1425] d[1426] d[1427] d[1428] d[1429] d[142] d[1430] d[1431] d[1432] d[1433] d[1434] d[1435] d[1436] d[1437] d[1438] d[1439] d[143] d[1440] d[1441] d[1442] d[1443] d[1444] d[1445] d[1446] d[1447] d[1448] d[1449] d[144] d[1450] d[1451] d[1452] d[1453] d[1454] d[1455] d[1456] d[1457] d[1458] d[1459] d[145] d[1460] d[1461] d[1462] d[1463] d[1464] d[1465] d[1466] d[1467] d[1468] d[1469] d[146] d[1470] d[1471] d[1472] d[1473] d[1474] d[1475] d[1476] d[1477] d[1478] d[1479] d[147] d[1480] d[1481] d[1482] d[1483] d[1484] d[1485] d[1486] d[1487] d[1488] d[1489] d[148] d[1490] d[1491] d[1492] d[1493] d[1494] d[1495] d[1496] d[1497] d[1498] d[1499] d[149] d[14] d[1500] d[1501] d[1502] d[1503] d[1504] d[1505] d[1506] d[1507] d[1508] d[1509] d[150] d[1510] d[1511] d[1512] d[1513] d[1514] d[1515] d[1516] d[1517] d[1518] d[1519] d[151] d[1520] d[1521] d[1522] d[1523] d[1524] d[1525] d[1526] d[1527] d[1528] d[1529] d[152] d[1530] d[1531] d[1532] d[1533] d[1534] d[1535] d[1536] d[1537] d[1538] d[1539] d[153] d[1540] d[1541] d[1542] d[1543] d[1544] d[1545] d[1546] d[1547] d[1548] d[1549] d[154] d[1550] d[1551] d[1552] d[1553] d[1554] d[1555] d[1556] d[1557] d[1558] d[1559] d[155] d[1560] d[1561] d[1562] d[1563] d[1564] d[1565] d[1566] d[1567] d[1568] d[1569] d[156] d[1570] d[1571] d[1572] d[1573] d[1574] d[1575] d[1576] d[1577] d[1578] d[1579] d[157] d[1580] d[1581] d[1582] d[1583] d[1584] d[1585] d[1586] d[1587] d[1588] d[1589] d[158] d[1590] d[1591] d[1592] d[1593] d[1594] d[1595] d[1596] d[1597] d[1598] d[1599] d[159] d[15] d[1600] d[1601] d[1602] d[1603] d[1604] d[1605] d[1606] d[1607] d[1608] d[1609] d[160] d[1610] d[1611] d[1612] d[1613] d[1614] d[1615] d[1616] d[1617] d[1618] d[1619] d[161] d[1620] d[1621] d[1622] d[1623] d[1624] d[1625] d[1626] d[1627] d[1628] d[1629] d[162] d[1630] d[1631] d[1632] d[1633] d[1634] d[1635] d[1636] d[1637] d[1638] d[1639] d[163] d[1640] d[1641] d[1642] d[1643] d[1644] d[1645] d[1646] d[1647] d[1648] d[1649] d[164] d[1650] d[1651] d[1652] d[1653] d[1654] d[1655] d[1656] d[1657] d[1658] d[1659] d[165] d[1660] d[1661] d[1662] d[1663] d[1664] d[1665] d[1666] d[1667] d[1668] d[1669] d[166] d[1670] d[1671] d[1672] d[1673] d[1674] d[1675] d[1676] d[1677] d[1678] d[1679] d[167] d[1680] d[1681] d[1682] d[1683] d[1684] d[1685] d[1686] d[1687] d[1688] d[1689] d[168] d[1690] d[1691] d[1692] d[1693] d[1694] d[1695] d[1696] d[1697] d[1698] d[1699] d[169] d[16] d[1700] d[1701] d[1702] d[1703] d[1704] d[1705] d[1706] d[1707] d[1708] d[1709] d[170] d[1710] d[1711] d[1712] d[1713] d[1714] d[1715] d[1716] d[1717] d[1718] d[1719] d[171] d[1720] d[1721] d[1722] d[1723] d[1724] d[1725] d[1726] d[1727] d[1728] d[1729] d[172] d[1730] d[1731] d[1732] d[1733] d[1734] d[1735] d[1736] d[1737] d[1738] d[1739] d[173] d[1740] d[1741] d[1742] d[1743] d[1744] d[1745] d[1746] d[1747] d[1748] d[1749] d[174] d[1750] d[1751] d[1752] d[1753] d[1754] d[1755] d[1756] d[1757] d[1758] d[1759] d[175] d[1760] d[1761] d[1762] d[1763] d[1764] d[1765] d[1766] d[1767] d[1768] d[1769] d[176] d[1770] d[1771] d[1772] d[1773] d[1774] d[1775] d[1776] d[1777] d[1778] d[1779] d[177] d[1780] d[1781] d[1782] d[1783] d[1784] d[1785] d[1786] d[1787] d[1788] d[1789] d[178] d[1790] d[1791] d[1792] d[1793] d[1794] d[1795] d[1796] d[1797] d[1798] d[1799] d[179] d[17] d[1800] d[1801] d[1802] d[1803] d[1804] d[1805] d[1806] d[1807] d[1808] d[1809] d[180] d[1810] d[1811] d[1812] d[1813] d[1814] d[1815] d[1816] d[1817] d[1818] d[1819] d[181] d[1820] d[1821] d[1822] d[1823] d[1824] d[1825] d[1826] d[1827] d[1828] d[1829] d[182] d[1830] d[1831] d[1832] d[1833] d[1834] d[1835] d[1836] d[1837] d[1838] d[1839] d[183] d[1840] d[1841] d[1842] d[1843] d[1844] d[1845] d[1846] d[1847] d[1848] d[1849] d[184] d[1850] d[1851] d[1852] d[1853] d[1854] d[1855] d[1856] d[1857] d[1858] d[1859] d[185] d[1860] d[1861] d[1862] d[1863] d[1864] d[1865] d[1866] d[1867] d[1868] d[1869] d[186] d[1870] d[1871] d[1872] d[1873] d[1874] d[1875] d[1876] d[1877] d[1878] d[1879] d[187] d[1880] d[1881] d[1882] d[1883] d[1884] d[1885] d[1886] d[1887] d[1888] d[1889] d[188] d[1890] d[1891] d[1892] d[1893] d[1894] d[1895] d[1896] d[1897] d[1898] d[1899] d[189] d[18] d[1900] d[1901] d[1902] d[1903] d[1904] d[1905] d[1906] d[1907] d[1908] d[1909] d[190] d[1910] d[1911] d[1912] d[1913] d[1914] d[1915] d[1916] d[1917] d[1918] d[1919] d[191] d[1920] d[1921] d[1922] d[1923] d[1924] d[1925] d[1926] d[1927] d[1928] d[1929] d[192] d[1930] d[1931] d[1932] d[1933] d[1934] d[1935] d[1936] d[1937] d[1938] d[1939] d[193] d[1940] d[1941] d[1942] d[1943] d[1944] d[1945] d[1946] d[1947] d[1948] d[1949] d[194] d[1950] d[1951] d[1952] d[1953] d[1954] d[1955] d[1956] d[1957] d[1958] d[1959] d[195] d[1960] d[1961] d[1962] d[1963] d[1964] d[1965] d[1966] d[1967] d[1968] d[1969] d[196] d[1970] d[1971] d[1972] d[1973] d[1974] d[1975] d[1976] d[1977] d[1978] d[1979] d[197] d[1980] d[1981] d[1982] d[1983] d[1984] d[1985] d[1986] d[1987] d[1988] d[1989] d[198] d[1990] d[1991] d[1992] d[1993] d[1994] d[1995] d[1996] d[1997] d[1998] d[1999] d[199] d[19] d[1] d[2000] d[2001] d[2002] d[2003] d[2004] d[2005] d[2006] d[2007] d[2008] d[2009] d[200] d[2010] d[2011] d[2012] d[2013] d[2014] d[2015] d[2016] d[2017] d[2018] d[2019] d[201] d[2020] d[2021] d[2022] d[2023] d[2024] d[2025] d[2026] d[2027] d[2028] d[2029] d[202] d[2030] d[2031] d[2032] d[2033] d[2034] d[2035] d[2036] d[2037] d[2038] d[2039] d[203] d[2040] d[2041] d[2042] d[2043] d[2044] d[2045] d[2046] d[2047] d[2048] d[2049] d[204] d[2050] d[2051] d[2052] d[2053] d[2054] d[2055] d[2056] d[2057] d[2058] d[2059] d[205] d[2060] d[2061] d[2062] d[2063] d[2064] d[2065] d[2066] d[2067] d[2068] d[2069] d[206] d[2070] d[2071] d[2072] d[2073] d[2074] d[2075] d[2076] d[2077] d[2078] d[2079] d[207] d[2080] d[2081] d[2082] d[2083] d[2084] d[2085] d[2086] d[2087] d[2088] d[2089] d[208] d[2090] d[2091] d[2092] d[2093] d[2094] d[2095] d[2096] d[2097] d[2098] d[2099] d[209] d[20] d[2100] d[2101] d[2102] d[2103] d[2104] d[2105] d[2106] d[2107] d[2108] d[2109] d[210] d[2110] d[2111] d[2112] d[2113] d[2114] d[2115] d[2116] d[2117] d[2118] d[2119] d[211] d[2120] d[2121] d[2122] d[2123] d[2124] d[2125] d[2126] d[2127] d[2128] d[2129] d[212] d[2130] d[2131] d[2132] d[2133] d[2134] d[2135] d[2136] d[2137] d[2138] d[2139] d[213] d[2140] d[2141] d[2142] d[2143] d[2144] d[2145] d[2146] d[2147] d[2148] d[2149] d[214] d[2150] d[2151] d[2152] d[2153] d[2154] d[2155] d[2156] d[2157] d[2158] d[2159] d[215] d[2160] d[2161] d[2162] d[2163] d[2164] d[2165] d[2166] d[2167] d[2168] d[2169] d[216] d[2170] d[2171] d[2172] d[2173] d[2174] d[2175] d[2176] d[2177] d[2178] d[2179] d[217] d[2180] d[2181] d[2182] d[2183] d[2184] d[2185] d[2186] d[2187] d[2188] d[2189] d[218] d[2190] d[2191] d[2192] d[2193] d[2194] d[2195] d[2196] d[2197] d[2198] d[2199] d[219] d[21] d[2200] d[2201] d[2202] d[2203] d[2204] d[2205] d[2206] d[2207] d[2208] d[2209] d[220] d[2210] d[2211] d[2212] d[2213] d[2214] d[2215] d[2216] d[2217] d[2218] d[2219] d[221] d[2220] d[2221] d[2222] d[2223] d[2224] d[2225] d[2226] d[2227] d[2228] d[2229] d[222] d[2230] d[2231] d[2232] d[2233] d[2234] d[2235] d[2236] d[2237] d[2238] d[2239] d[223] d[2240] d[2241] d[2242] d[2243] d[2244] d[2245] d[2246] d[2247] d[2248] d[224] d[225] d[226] d[227] d[228] d[229] d[22] d[230] d[231] d[232] d[233] d[234] d[235] d[236] d[237] d[238] d[239] d[23] d[240] d[241] d[242] d[243] d[244] d[245] d[246] d[247] d[248] d[249] d[24] d[250] d[251] d[252] d[253] d[254] d[255] d[256] d[257] d[258] d[259] d[25] d[260] d[261] d[262] d[263] d[264] d[265] d[266] d[267] d[268] d[269] d[26] d[270] d[271] d[272] d[273] d[274] d[275] d[276] d[277] d[278] d[279] d[27] d[280] d[281] d[282] d[283] d[284] d[285] d[286] d[287] d[288] d[289] d[28] d[290] d[291] d[292] d[293] d[294] d[295] d[296] d[297] d[298] d[299] d[29] d[2] d[300] d[301] d[302] d[303] d[304] d[305] d[306] d[307] d[308] d[309] d[30] d[310] d[311] d[312] d[313] d[314] d[315] d[316] d[317] d[318] d[319] d[31] d[320] d[321] d[322] d[323] d[324] d[325] d[326] d[327] d[328] d[329] d[32] d[330] d[331] d[332] d[333] d[334] d[335] d[336] d[337] d[338] d[339] d[33] d[340] d[341] d[342] d[343] d[344] d[345] d[346] d[347] d[348] d[349] d[34] d[350] d[351] d[352] d[353] d[354] d[355] d[356] d[357] d[358] d[359] d[35] d[360] d[361] d[362] d[363] d[364] d[365] d[366] d[367] d[368] d[369] d[36] d[370] d[371] d[372] d[373] d[374] d[375] d[376] d[377] d[378] d[379] d[37] d[380] d[381] d[382] d[383] d[384] d[385] d[386] d[387] d[388] d[389] d[38] d[390] d[391] d[392] d[393] d[394] d[395] d[396] d[397] d[398] d[399] d[39] d[3] d[400] d[401] d[402] d[403] d[404] d[405] d[406] d[407] d[408] d[409] d[40] d[410] d[411] d[412] d[413] d[414] d[415] d[416] d[417] d[418] d[419] d[41] d[420] d[421] d[422] d[423] d[424] d[425] d[426] d[427] d[428] d[429] d[42] d[430] d[431] d[432] d[433] d[434] d[435] d[436] d[437] d[438] d[439] d[43] d[440] d[441] d[442] d[443] d[444] d[445] d[446] d[447] d[448] d[449] d[44] d[450] d[451] d[452] d[453] d[454] d[455] d[456] d[457] d[458] d[459] d[45] d[460] d[461] d[462] d[463] d[464] d[465] d[466] d[467] d[468] d[469] d[46] d[470] d[471] d[472] d[473] d[474] d[475] d[476] d[477] d[478] d[479] d[47] d[480] d[481] d[482] d[483] d[484] d[485] d[486] d[487] d[488] d[489] d[48] d[490] d[491] d[492] d[493] d[494] d[495] d[496] d[497] d[498] d[499] d[49] d[4] d[500] d[501] d[502] d[503] d[504] d[505] d[506] d[507] d[508] d[509] d[50] d[510] d[511] d[512] d[513] d[514] d[515] d[516] d[517] d[518] d[519] d[51] d[520] d[521] d[522] d[523] d[524] d[525] d[526] d[527] d[528] d[529] d[52] d[530] d[531] d[532] d[533] d[534] d[535] d[536] d[537] d[538] d[539] d[53] d[540] d[541] d[542] d[543] d[544] d[545] d[546] d[547] d[548] d[549] d[54] d[550] d[551] d[552] d[553] d[554] d[555] d[556] d[557] d[558] d[559] d[55] d[560] d[561] d[562] d[563] d[564] d[565] d[566] d[567] d[568] d[569] d[56] d[570] d[571] d[572] d[573] d[574] d[575] d[576] d[577] d[578] d[579] d[57] d[580] d[581] d[582] d[583] d[584] d[585] d[586] d[587] d[588] d[589] d[58] d[590] d[591] d[592] d[593] d[594] d[595] d[596] d[597] d[598] d[599] d[59] d[5] d[600] d[601] d[602] d[603] d[604] d[605] d[606] d[607] d[608] d[609] d[60] d[610] d[611] d[612] d[613] d[614] d[615] d[616] d[617] d[618] d[619] d[61] d[620] d[621] d[622] d[623] d[624] d[625] d[626] d[627] d[628] d[629] d[62] d[630] d[631] d[632] d[633] d[634] d[635] d[636] d[637] d[638] d[639] d[63] d[640] d[641] d[642] d[643] d[644] d[645] d[646] d[647] d[648] d[649] d[64] d[650] d[651] d[652] d[653] d[654] d[655] d[656] d[657] d[658] d[659] d[65] d[660] d[661] d[662] d[663] d[664] d[665] d[666] d[667] d[668] d[669] d[66] d[670] d[671] d[672] d[673] d[674] d[675] d[676] d[677] d[678] d[679] d[67] d[680] d[681] d[682] d[683] d[684] d[685] d[686] d[687] d[688] d[689] d[68] d[690] d[691] d[692] d[693] d[694] d[695] d[696] d[697] d[698] d[699] d[69] d[6] d[700] d[701] d[702] d[703] d[704] d[705] d[706] d[707] d[708] d[709] d[70] d[710] d[711] d[712] d[713] d[714] d[715] d[716] d[717] d[718] d[719] d[71] d[720] d[721] d[722] d[723] d[724] d[725] d[726] d[727] d[728] d[729] d[72] d[730] d[731] d[732] d[733] d[734] d[735] d[736] d[737] d[738] d[739] d[73] d[740] d[741] d[742] d[743] d[744] d[745] d[746] d[747] d[748] d[749] d[74] d[750] d[751] d[752] d[753] d[754] d[755] d[756] d[757] d[758] d[759] d[75] d[760] d[761] d[762] d[763] d[764] d[765] d[766] d[767] d[768] d[769] d[76] d[770] d[771] d[772] d[773] d[774] d[775] d[776] d[777] d[778] d[779] d[77] d[780] d[781] d[782] d[783] d[784] d[785] d[786] d[787] d[788] d[789] d[78] d[790] d[791] d[792] d[793] d[794] d[795] d[796] d[797] d[798] d[799] d[79] d[7] d[800] d[801] d[802] d[803] d[804] d[805] d[806] d[807] d[808] d[809] d[80] d[810] d[811] d[812] d[813] d[814] d[815] d[816] d[817] d[818] d[819] d[81] d[820] d[821] d[822] d[823] d[824] d[825] d[826] d[827] d[828] d[829] d[82] d[830] d[831] d[832] d[833] d[834] d[835] d[836] d[837] d[838] d[839] d[83] d[840] d[841] d[842] d[843] d[844] d[845] d[846] d[847] d[848] d[849] d[84] d[850] d[851] d[852] d[853] d[854] d[855] d[856] d[857] d[858] d[859] d[85] d[860] d[861] d[862] d[863] d[864] d[865] d[866] d[867] d[868] d[869] d[86] d[870] d[871] d[872] d[873] d[874] d[875] d[876] d[877] d[878] d[879] d[87] d[880] d[881] d[882] d[883] d[884] d[885] d[886] d[887] d[888] d[889] d[88] d[890] d[891] d[892] d[893] d[894] d[895] d[896] d[897] d[898] d[899] d[89] d[8] d[900] d[901] d[902] d[903] d[904] d[905] d[906] d[907] d[908] d[909] d[90] d[910] d[911] d[912] d[913] d[914] d[915] d[916] d[917] d[918] d[919] d[91] d[920] d[921] d[922] d[923] d[924] d[925] d[926] d[927] d[928] d[929] d[92] d[930] d[931] d[932] d[933] d[934] d[935] d[936] d[937] d[938] d[939] d[93] d[940] d[941] d[942] d[943] d[944] d[945] d[946] d[947] d[948] d[949] d[94] d[950] d[951] d[952] d[953] d[954] d[955] d[956] d[957] d[958] d[959] d[95] d[960] d[961] d[962] d[963] d[964] d[965] d[966] d[967] d[968] d[969] d[96] d[970] d[971] d[972] d[973] d[974] d[975] d[976] d[977] d[978] d[979] d[97] d[980] d[981] d[982] d[983] d[984] d[985] d[986] d[987] d[988] d[989] d[98] d[990] d[991] d[992] d[993] d[994] d[995] d[996] d[997] d[998] d[999] d[99] d[9] f[0] f[100] f[101] f[102] f[103] f[104] f[105] f[106] f[107] f[108] f[109] f[10] f[110] f[111] f[112] f[113] f[114] f[115] f[116] f[117] f[118] f[119] f[11] f[120] f[121] f[122] f[123] f[124] f[125] f[126] f[127] f[128] f[129] f[12] f[130] f[131] f[132] f[133] f[134] f[135] f[136] f[137] f[138] f[139] f[13] f[140] f[141] f[142] f[143] f[144] f[145] f[146] f[147] f[148] f[149] f[14] f[150] f[151] f[152] f[153] f[154] f[155] f[156] f[157] f[158] f[159] f[15] f[160] f[161] f[162] f[163] f[164] f[165] f[166] f[167] f[168] f[169] f[16] f[170] f[171] f[172] f[173] f[174] f[175] f[176] f[177] f[178] f[179] f[17] f[180] f[181] f[182] f[183] f[184] f[185] f[186] f[187] f[188] f[189] f[18] f[190] f[191] f[192] f[193] f[194] f[195] f[196] f[197] f[198] f[199] f[19] f[1] f[200] f[201] f[202] f[203] f[204] f[205] f[206] f[207] f[208] f[209] f[20] f[210] f[211] f[212] f[213] f[214] f[215] f[216] f[217] f[218] f[219] f[21] f[220] f[221] f[222] f[223] f[224] f[225] f[226] f[227] f[228] f[229] f[22] f[230] f[231] f[232] f[233] f[234] f[235] f[236] f[237] f[238] f[239] f[23] f[240] f[241] f[242] f[243] f[244] f[245] f[246] f[247] f[248] f[249] f[24] f[250] f[251] f[252] f[253] f[254] f[255] f[256] f[257] f[258] f[259] f[25] f[260] f[261] f[262] f[263] f[264] f[265] f[266] f[267] f[268] f[269] f[26] f[270] f[271] f[272] f[273] f[274] f[275] f[276] f[277] f[278] f[279] f[27] f[280] f[281] f[282] f[283] f[284] f[285] f[286] f[287] f[288] f[289] f[28] f[290] f[291] f[292] f[293] f[294] f[295] f[296] f[297] f[298] f[299] f[29] f[2] f[300] f[301] f[302] f[303] f[304] f[305] f[306] f[307] f[308] f[309] f[30] f[310] f[311] f[312] f[313] f[314] f[315] f[316] f[317] f[318] f[319] f[31] f[320] f[321] f[322] f[323] f[324] f[325] f[326] f[327] f[328] f[329] f[32] f[330] f[331] f[332] f[333] f[334] f[335] f[336] f[337] f[338] f[339] f[33] f[340] f[341] f[342] f[343] f[344] f[345] f[346] f[347] f[348] f[349] f[34] f[350] f[351] f[352] f[353] f[354] f[355] f[356] f[357] f[358] f[359] f[35] f[360] f[361] f[362] f[363] f[364] f[365] f[366] f[367] f[368] f[369] f[36] f[370] f[371] f[372] f[373] f[374] f[375] f[376] f[377] f[378] f[379] f[37] f[380] f[381] f[382] f[383] f[384] f[385] f[386] f[387] f[388] f[389] f[38] f[390] f[391] f[392] f[393] f[394] f[395] f[396] f[397] f[398] f[399] f[39] f[3] f[400] f[401] f[402] f[403] f[404] f[405] f[406] f[407] f[408] f[409] f[40] f[410] f[411] f[412] f[413] f[414] f[415] f[416] f[417] f[418] f[419] f[41] f[42] f[43] f[44] f[45] f[46] f[47] f[48] f[49] f[4] f[50] f[51] f[52] f[53] f[54] f[55] f[56] f[57] f[58] f[59] f[5] f[60] f[61] f[62] f[63] f[64] f[65] f[66] f[67] f[68] f[69] f[6] f[70] f[71] f[72] f[73] f[74] f[75] f[76] f[77] f[78] f[79] f[7] f[80] f[81] f[82] f[83] f[84] f[85] f[86] f[87] f[88] f[89] f[8] f[90] f[91] f[92] f[93] f[94] f[95] f[96] f[97] f[98] f[99] f[9] k p[0] p[100] p[101] p[102] p[103] p[104] p[105] p[106] p[107] p[108] p[109] p[10] p[110] p[111] p[112] p[113] p[114] p[115] p[116] p[117] p[118] p[119] p[11] p[120] p[121] p[122] p[123] p[124] p[125] p[126] p[127] p[128] p[129] p[12] p[130] p[131] p[132] p[133] p[134] p[135] p[136] p[137] p[138] p[139] p[13] p[140] p[141] p[142] p[143] p[144] p[145] p[146] p[147] p[148] p[149] p[14] p[150] p[151] p[152] p[153] p[154] p[155] p[156] p[157] p[158] p[159] p[15] p[160] p[161] p[162] p[163] p[164] p[165] p[166] p[167] p[168] p[169] p[16] p[170] p[171] p[172] p[173] p[174] p[175] p[176] p[177] p[178] p[179] p[17] p[180] p[181] p[182] p[183] p[184] p[185] p[186] p[187] p[188] p[189] p[18] p[190] p[191] p[192] p[193] p[194] p[195] p[196] p[197] p[198] p[199] p[19] p[1] p[200] p[201] p[202] p[203] p[204] p[205] p[206] p[207] p[208] p[209] p[20] p[210] p[211] p[212] p[213] p[214] p[215] p[216] p[217] p[218] p[219] p[21] p[220] p[221] p[222] p[223] p[224] p[225] p[226] p[227] p[228] p[229] p[22] p[230] p[231] p[232] p[233] p[234] p[235] p[236] p[237] p[238] p[239] p[23] p[240] p[241] p[242] p[243] p[244] p[245] p[246] p[247] p[248] p[249] p[24] p[250] p[251] p[252] p[253] p[254] p[255] p[256] p[257] p[258] p[259] p[25] p[260] p[261] p[262] p[263] p[264] p[265] p[266] p[267] p[268] p[269] p[26] p[270] p[271] p[272] p[273] p[274] p[275] p[276] p[277] p[278] p[279] p[27] p[280] p[281] p[282] p[283] p[284] p[285] p[286] p[287] p[288] p[289] p[28] p[290] p[291] p[292] p[293] p[294] p[295] p[296] p[297] p[298] p[299] p[29] p[2] p[300] p[301] p[302] p[303] p[304] p[305] p[306] p[307] p[308] p[309] p[30] p[310] p[311] p[312] p[313] p[314] p[315] p[316] p[317] p[318] p[319] p[31] p[320] p[321] p[322] p[323] p[324] p[325] p[326] p[327] p[328] p[329] p[32] p[330] p[331] p[332] p[333] p[334] p[335] p[336] p[337] p[338] p[339] p[33] p[340] p[341] p[342] p[343] p[344] p[345] p[346] p[347] p[348] p[349] p[34] p[350] p[351] p[352] p[353] p[354] p[355] p[356] p[357] p[358] p[359] p[35] p[360] p[361] p[362] p[363] p[364] p[365] p[366] p[367] p[368] p[369] p[36] p[370] p[371] p[372] p[373] p[374] p[375] p[376] p[377] p[378] p[379] p[37] p[380] p[381] p[382] p[383] p[384] p[385] p[386] p[387] p[388] p[389] p[38] p[390] p[391] p[392] p[393] p[394] p[395] p[396] p[397] p[398] p[399] p[39] p[3] p[400] p[401] p[402] p[403] p[404] p[405] p[406] p[407] p[408] p[409] p[40] p[410] p[411] p[412] p[413] p[414] p[415] p[416] p[417] p[418] p[419] p[41] p[42] p[43] p[44] p[45] p[46] p[47] p[48] p[49] p[4] p[50] p[51] p[52] p[53] p[54] p[55] p[56] p[57] p[58] p[59] p[5] p[60] p[61] p[62] p[63] p[64] p[65] p[66] p[67] p[68] p[69] p[6] p[70] p[71] p[72] p[73] p[74] p[75] p[76] p[77] p[78] p[79] p[7] p[80] p[81] p[82] p[83] p[84] p[85] p[86] p[87] p[88] p[89] p[8] p[90] p[91] p[92] p[93] p[94] p[95] p[96] p[97] p[98] p[99] p[9] v1[0] v1[1000] v1[1001] v1[1002] v1[1003] v1[1004] v1[1005] v1[1006] v1[1007] v1[1008] v1[1009] v1[100] v1[1010] v1[1011] v1[1012] v1[1013] v1[1014] v1[1015] v1[1016] v1[1017] v1[1018] v1[1019] v1[101] v1[1020] v1[1021] v1[1022] v1[1023] v1[1024] v1[1025] v1[1026] v1[1027] v1[1028] v1[1029] v1[102] v1[1030] v1[1031] v1[1032] v1[1033] v1[1034] v1[1035] v1[1036] v1[1037] v1[1038] v1[1039] v1[103] v1[1040] v1[1041] v1[1042] v1[1043] v1[1044] v1[1045] v1[1046] v1[1047] v1[1048] v1[1049] v1[104] v1[1050] v1[1051] v1[1052] v1[1053] v1[1054] v1[1055] v1[1056] v1[1057] v1[1058] v1[1059] v1[105] v1[1060] v1[1061] v1[1062] v1[1063] v1[1064] v1[1065] v1[1066] v1[1067] v1[1068] v1[1069] v1[106] v1[1070] v1[1071] v1[1072] v1[1073] v1[1074] v1[1075] v1[1076] v1[1077] v1[1078] v1[1079] v1[107] v1[1080] v1[1081] v1[1082] v1[1083] v1[1084] v1[1085] v1[1086] v1[1087] v1[1088] v1[1089] v1[108] v1[1090] v1[1091] v1[1092] v1[1093] v1[1094] v1[1095] v1[1096] v1[1097] v1[1098] v1[1099] v1[109] v1[10] v1[1100] v1[1101] v1[1102] v1[1103] v1[1104] v1[1105] v1[1106] v1[1107] v1[1108] v1[1109] v1[110] v1[1110] v1[1111] v1[1112] v1[1113] v1[1114] v1[1115] v1[1116] v1[1117] v1[1118] v1[1119] v1[111] v1[1120] v1[1121] v1[1122] v1[1123] v1[1124] v1[1125] v1[1126] v1[1127] v1[1128] v1[1129] v1[112] v1[1130] v1[1131] v1[1132] v1[1133] v1[1134] v1[1135] v1[1136] v1[1137] v1[1138] v1[1139] v1[113] v1[1140] v1[1141] v1[1142] v1[1143] v1[1144] v1[1145] v1[1146] v1[1147] v1[1148] v1[1149] v1[114] v1[1150] v1[1151] v1[1152] v1[1153] v1[1154] v1[1155] v1[1156] v1[1157] v1[1158] v1[1159] v1[115] v1[1160] v1[1161] v1[1162] v1[1163] v1[1164] v1[1165] v1[1166] v1[1167] v1[1168] v1[1169] v1[116] v1[1170] v1[1171] v1[1172] v1[1173] v1[1174] v1[1175] v1[1176] v1[1177] v1[1178] v1[1179] v1[117] v1[1180] v1[1181] v1[1182] v1[1183] v1[1184] v1[1185] v1[1186] v1[1187] v1[1188] v1[1189] v1[118] v1[1190] v1[1191] v1[1192] v1[1193] v1[1194] v1[1195] v1[1196] v1[1197] v1[1198] v1[1199] v1[119] v1[11] v1[1200] v1[1201] v1[1202] v1[1203] v1[1204] v1[1205] v1[1206] v1[1207] v1[1208] v1[1209] v1[120] v1[1210] v1[1211] v1[1212] v1[1213] v1[1214] v1[1215] v1[1216] v1[1217] v1[1218] v1[1219] v1[121] v1[1220] v1[1221] v1[1222] v1[1223] v1[1224] v1[1225] v1[1226] v1[1227] v1[1228] v1[1229] v1[122] v1[1230] v1[1231] v1[1232] v1[1233] v1[1234] v1[1235] v1[1236] v1[1237] v1[1238] v1[1239] v1[123] v1[1240] v1[1241] v1[1242] v1[1243] v1[1244] v1[1245] v1[1246] v1[1247] v1[1248] v1[1249] v1[124] v1[1250] v1[1251] v1[1252] v1[1253] v1[1254] v1[1255] v1[1256] v1[1257] v1[1258] v1[1259] v1[125] v1[1260] v1[1261] v1[1262] v1[1263] v1[1264] v1[1265] v1[1266] v1[1267] v1[1268] v1[1269] v1[126] v1[1270] v1[1271] v1[1272] v1[1273] v1[1274] v1[1275] v1[1276] v1[1277] v1[1278] v1[1279] v1[127] v1[1280] 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v1[951] v1[952] v1[953] v1[954] v1[955] v1[956] v1[957] v1[958] v1[959] v1[95] v1[960] v1[961] v1[962] v1[963] v1[964] v1[965] v1[966] v1[967] v1[968] v1[969] v1[96] v1[970] v1[971] v1[972] v1[973] v1[974] v1[975] v1[976] v1[977] v1[978] v1[979] v1[97] v1[980] v1[981] v1[982] v1[983] v1[984] v1[985] v1[986] v1[987] v1[988] v1[989] v1[98] v1[990] v1[991] v1[992] v1[993] v1[994] v1[995] v1[996] v1[997] v1[998] v1[999] v1[99] v1[9] v2[0] v2[1000] v2[1001] v2[1002] v2[1003] v2[1004] v2[1005] v2[1006] v2[1007] v2[1008] v2[1009] v2[100] v2[1010] v2[1011] v2[1012] v2[1013] v2[1014] v2[1015] v2[1016] v2[1017] v2[1018] v2[1019] v2[101] v2[1020] v2[1021] v2[1022] v2[1023] v2[1024] v2[1025] v2[1026] v2[1027] v2[1028] v2[1029] v2[102] v2[1030] v2[1031] v2[1032] v2[1033] v2[1034] v2[1035] v2[1036] v2[1037] v2[1038] v2[1039] v2[103] v2[1040] v2[1041] v2[1042] v2[1043] v2[1044] v2[1045] v2[1046] v2[1047] v2[1048] v2[1049] v2[104] v2[1050] v2[1051] v2[1052] v2[1053] v2[1054] v2[1055] v2[1056] v2[1057] v2[1058] v2[1059] v2[105] v2[1060] v2[1061] v2[1062] v2[1063] v2[1064] v2[1065] v2[1066] v2[1067] v2[1068] v2[1069] v2[106] v2[1070] v2[1071] v2[1072] v2[1073] v2[1074] v2[1075] v2[1076] v2[1077] v2[1078] v2[1079] v2[107] v2[1080] v2[1081] v2[1082] v2[1083] v2[1084] v2[1085] v2[1086] v2[1087] v2[1088] v2[1089] v2[108] v2[1090] v2[1091] v2[1092] v2[1093] v2[1094] v2[1095] v2[1096] v2[1097] v2[1098] v2[1099] v2[109] v2[10] v2[1100] v2[1101] v2[1102] v2[1103] v2[1104] v2[1105] v2[1106] v2[1107] v2[1108] v2[1109] v2[110] v2[1110] v2[1111] v2[1112] v2[1113] v2[1114] v2[1115] v2[1116] v2[1117] v2[1118] v2[1119] v2[111] v2[1120] v2[1121] v2[1122] v2[1123] v2[1124] v2[1125] v2[1126] v2[1127] v2[1128] v2[1129] v2[112] v2[1130] v2[1131] v2[1132] v2[1133] v2[1134] v2[1135] v2[1136] v2[1137] v2[1138] v2[1139] v2[113] v2[1140] v2[1141] v2[1142] v2[1143] v2[1144] v2[1145] v2[1146] v2[1147] v2[1148] v2[1149] v2[114] v2[1150] v2[1151] v2[1152] v2[1153] v2[1154] v2[1155] v2[1156] v2[1157] v2[1158] v2[1159] v2[115] v2[1160] v2[1161] v2[1162] v2[1163] v2[1164] v2[1165] v2[1166] v2[1167] v2[1168] v2[1169] v2[116] v2[1170] v2[1171] v2[1172] v2[1173] v2[1174] v2[1175] v2[1176] v2[1177] v2[1178] v2[1179] v2[117] v2[1180] v2[1181] v2[1182] v2[1183] v2[1184] v2[1185] v2[1186] v2[1187] v2[1188] v2[1189] v2[118] v2[1190] v2[1191] v2[1192] v2[1193] v2[1194] v2[1195] v2[1196] v2[1197] v2[1198] v2[1199] v2[119] v2[11] v2[1200] v2[1201] v2[1202] v2[1203] v2[1204] v2[1205] v2[1206] v2[1207] v2[1208] v2[1209] v2[120] v2[1210] v2[1211] v2[1212] v2[1213] v2[1214] v2[1215] v2[1216] v2[1217] v2[1218] v2[1219] v2[121] v2[1220] v2[1221] v2[1222] v2[1223] v2[1224] v2[1225] v2[1226] v2[1227] v2[1228] v2[1229] v2[122] v2[1230] v2[1231] v2[1232] v2[1233] v2[1234] v2[1235] v2[1236] v2[1237] v2[1238] v2[1239] v2[123] v2[1240] v2[1241] v2[1242] v2[1243] v2[1244] v2[1245] v2[1246] v2[1247] v2[1248] v2[1249] v2[124] v2[1250] v2[1251] v2[1252] v2[1253] v2[1254] v2[1255] v2[1256] v2[1257] v2[1258] v2[1259] v2[125] v2[1260] v2[1261] v2[1262] v2[1263] v2[1264] v2[1265] v2[1266] v2[1267] v2[1268] v2[1269] v2[126] v2[1270] v2[1271] v2[1272] v2[1273] v2[1274] v2[1275] v2[1276] v2[1277] v2[1278] v2[1279] v2[127] v2[1280] v2[1281] v2[1282] v2[1283] v2[1284] v2[1285] v2[1286] v2[1287] v2[1288] v2[1289] v2[128] v2[1290] v2[1291] v2[1292] v2[1293] v2[1294] v2[1295] v2[1296] v2[1297] v2[1298] v2[1299] v2[129] v2[12] v2[1300] v2[1301] v2[1302] v2[1303] v2[1304] v2[1305] v2[1306] v2[1307] v2[1308] v2[1309] v2[130] v2[1310] v2[1311] v2[1312] v2[1313] v2[1314] v2[1315] v2[1316] v2[1317] v2[1318] v2[1319] v2[131] v2[1320] v2[1321] v2[1322] v2[1323] v2[1324] v2[1325] v2[1326] v2[1327] v2[1328] v2[1329] v2[132] v2[1330] v2[1331] v2[1332] v2[1333] v2[1334] v2[1335] v2[1336] v2[1337] v2[1338] v2[1339] v2[133] v2[1340] v2[1341] v2[1342] v2[1343] v2[1344] v2[1345] v2[1346] v2[1347] v2[1348] v2[1349] v2[134] v2[1350] v2[1351] v2[1352] v2[1353] v2[1354] v2[1355] v2[1356] v2[1357] v2[1358] v2[1359] v2[135] v2[1360] v2[1361] v2[1362] v2[1363] v2[1364] v2[1365] v2[1366] v2[1367] v2[1368] v2[1369] v2[136] v2[1370] v2[1371] v2[1372] v2[1373] v2[1374] v2[1375] v2[1376] v2[1377] v2[1378] v2[1379] v2[137] v2[1380] v2[1381] v2[1382] v2[1383] v2[1384] v2[1385] v2[1386] v2[1387] v2[1388] v2[1389] v2[138] v2[1390] v2[1391] v2[1392] v2[1393] v2[1394] v2[1395] v2[1396] v2[1397] v2[1398] v2[1399] v2[139] v2[13] v2[1400] v2[1401] v2[1402] v2[1403] v2[1404] v2[1405] v2[1406] v2[1407] v2[1408] v2[1409] v2[140] v2[1410] v2[1411] v2[1412] v2[1413] v2[1414] v2[1415] v2[1416] v2[1417] v2[1418] v2[1419] v2[141] v2[1420] v2[1421] v2[1422] v2[1423] v2[1424] v2[1425] v2[1426] v2[1427] v2[1428] v2[1429] v2[142] v2[1430] v2[1431] v2[1432] v2[1433] v2[1434] v2[1435] v2[1436] v2[1437] v2[1438] v2[1439] v2[143] v2[1440] v2[1441] v2[1442] v2[1443] v2[1444] v2[1445] v2[1446] v2[1447] v2[1448] v2[1449] v2[144] v2[1450] v2[1451] v2[1452] v2[1453] v2[1454] v2[1455] v2[1456] v2[1457] v2[1458] v2[1459] v2[145] v2[1460] v2[1461] v2[1462] v2[1463] v2[1464] v2[1465] v2[1466] v2[1467] v2[1468] v2[1469] v2[146] v2[1470] v2[1471] v2[1472] v2[1473] v2[1474] v2[1475] v2[1476] v2[1477] v2[1478] v2[1479] v2[147] v2[1480] v2[1481] v2[1482] v2[1483] v2[1484] v2[1485] v2[1486] v2[1487] v2[1488] v2[1489] v2[148] v2[1490] v2[1491] v2[1492] v2[1493] v2[1494] v2[1495] v2[1496] v2[1497] v2[1498] v2[1499] v2[149] v2[14] v2[1500] v2[1501] v2[1502] v2[1503] v2[1504] v2[1505] v2[1506] v2[1507] v2[1508] v2[1509] v2[150] v2[1510] v2[1511] v2[1512] v2[1513] v2[1514] v2[1515] v2[1516] v2[1517] v2[1518] v2[1519] v2[151] v2[1520] v2[1521] v2[1522] v2[1523] v2[1524] v2[1525] v2[1526] v2[1527] v2[1528] v2[1529] v2[152] v2[1530] v2[1531] v2[1532] v2[1533] v2[1534] v2[1535] v2[1536] v2[1537] v2[1538] v2[1539] v2[153] v2[1540] v2[1541] v2[1542] v2[1543] v2[1544] v2[1545] v2[1546] v2[1547] v2[1548] v2[1549] v2[154] v2[1550] v2[1551] v2[1552] v2[1553] v2[1554] v2[1555] v2[1556] v2[1557] v2[1558] v2[1559] v2[155] v2[1560] v2[1561] v2[1562] v2[1563] v2[1564] v2[1565] v2[1566] v2[1567] v2[1568] v2[1569] v2[156] v2[1570] v2[1571] v2[1572] v2[1573] v2[1574] v2[1575] v2[1576] v2[1577] v2[1578] v2[1579] v2[157] v2[1580] v2[1581] v2[1582] v2[1583] v2[1584] v2[1585] v2[1586] v2[1587] v2[1588] v2[1589] v2[158] v2[1590] v2[1591] v2[1592] v2[1593] v2[1594] v2[1595] v2[1596] v2[1597] v2[1598] v2[1599] v2[159] v2[15] v2[1600] v2[1601] v2[1602] v2[1603] v2[1604] v2[1605] v2[1606] v2[1607] v2[1608] v2[1609] v2[160] v2[1610] v2[1611] v2[1612] v2[1613] v2[1614] v2[1615] v2[1616] v2[1617] v2[1618] v2[1619] v2[161] v2[1620] v2[1621] v2[1622] v2[1623] v2[1624] v2[1625] v2[1626] v2[1627] v2[1628] v2[1629] v2[162] v2[1630] v2[1631] v2[1632] v2[1633] v2[1634] v2[1635] v2[1636] v2[1637] v2[1638] v2[1639] v2[163] v2[1640] v2[1641] v2[1642] v2[1643] v2[1644] v2[1645] v2[1646] v2[1647] v2[1648] v2[1649] v2[164] v2[1650] v2[1651] v2[1652] v2[1653] v2[1654] v2[1655] v2[1656] v2[1657] v2[1658] v2[1659] v2[165] v2[1660] v2[1661] v2[1662] v2[1663] v2[1664] v2[1665] v2[1666] v2[1667] v2[1668] v2[1669] v2[166] v2[1670] v2[1671] v2[1672] v2[1673] v2[1674] v2[1675] v2[1676] v2[1677] v2[1678] v2[1679] v2[167] v2[1680] v2[1681] v2[1682] v2[1683] v2[1684] v2[1685] v2[1686] v2[1687] v2[1688] v2[1689] v2[168] v2[1690] v2[1691] v2[1692] v2[1693] v2[1694] v2[1695] v2[1696] v2[1697] v2[1698] v2[1699] v2[169] v2[16] v2[1700] v2[1701] v2[1702] v2[1703] v2[1704] v2[1705] v2[1706] v2[1707] v2[1708] v2[1709] v2[170] v2[1710] v2[1711] v2[1712] v2[1713] v2[1714] v2[1715] v2[1716] v2[1717] v2[1718] v2[1719] v2[171] v2[1720] v2[1721] v2[1722] v2[1723] v2[1724] v2[1725] v2[1726] v2[1727] v2[1728] v2[1729] v2[172] v2[1730] v2[1731] v2[1732] v2[1733] v2[1734] v2[1735] v2[1736] v2[1737] v2[1738] v2[1739] v2[173] v2[1740] v2[1741] v2[1742] v2[1743] v2[1744] v2[1745] v2[1746] v2[1747] v2[1748] v2[1749] v2[174] v2[1750] v2[1751] v2[1752] v2[1753] v2[1754] v2[1755] v2[1756] v2[1757] v2[1758] v2[1759] v2[175] v2[1760] v2[1761] v2[1762] v2[1763] v2[1764] v2[1765] v2[1766] v2[1767] v2[1768] v2[1769] v2[176] v2[1770] v2[1771] v2[1772] v2[1773] v2[1774] v2[1775] v2[1776] v2[1777] v2[1778] v2[1779] v2[177] v2[1780] v2[1781] v2[1782] v2[1783] v2[1784] v2[1785] v2[1786] v2[1787] v2[1788] v2[1789] v2[178] v2[1790] v2[1791] v2[1792] v2[1793] v2[1794] v2[1795] v2[1796] v2[1797] v2[1798] v2[1799] v2[179] v2[17] v2[1800] v2[1801] v2[1802] v2[1803] v2[1804] v2[1805] v2[1806] v2[1807] v2[1808] v2[1809] v2[180] v2[1810] v2[1811] v2[1812] v2[1813] v2[1814] v2[1815] v2[1816] v2[1817] v2[1818] v2[1819] v2[181] v2[1820] v2[1821] v2[1822] v2[1823] v2[1824] v2[1825] v2[1826] v2[1827] v2[1828] v2[1829] v2[182] v2[1830] v2[1831] v2[1832] v2[1833] v2[1834] v2[1835] v2[1836] v2[1837] v2[1838] v2[1839] v2[183] v2[1840] v2[1841] v2[1842] v2[1843] v2[1844] v2[1845] v2[1846] v2[1847] v2[1848] v2[1849] v2[184] v2[1850] v2[1851] v2[1852] v2[1853] v2[1854] v2[1855] v2[1856] v2[1857] v2[1858] v2[1859] v2[185] v2[1860] v2[1861] v2[1862] v2[1863] v2[1864] v2[1865] v2[1866] v2[1867] v2[1868] v2[1869] v2[186] v2[1870] v2[1871] v2[1872] v2[1873] v2[1874] v2[1875] v2[1876] v2[1877] v2[1878] v2[1879] v2[187] v2[1880] v2[1881] v2[1882] v2[1883] v2[1884] v2[1885] v2[1886] v2[1887] v2[1888] v2[1889] v2[188] v2[1890] v2[1891] v2[1892] v2[1893] v2[1894] v2[1895] v2[1896] v2[1897] v2[1898] v2[1899] v2[189] v2[18] v2[1900] v2[1901] v2[1902] v2[1903] v2[1904] v2[1905] v2[1906] v2[1907] v2[1908] v2[1909] v2[190] v2[1910] v2[1911] v2[1912] v2[1913] v2[1914] v2[1915] v2[1916] v2[1917] v2[1918] v2[1919] v2[191] v2[1920] v2[1921] v2[1922] v2[1923] v2[1924] v2[1925] v2[1926] v2[1927] v2[1928] v2[1929] v2[192] v2[1930] v2[1931] v2[1932] v2[1933] v2[1934] v2[1935] v2[1936] v2[1937] v2[1938] v2[1939] v2[193] v2[1940] v2[1941] v2[1942] v2[1943] v2[1944] v2[1945] v2[1946] v2[1947] v2[1948] v2[1949] v2[194] v2[1950] v2[1951] v2[1952] v2[1953] v2[1954] v2[1955] v2[1956] v2[1957] v2[1958] v2[1959] v2[195] v2[1960] v2[1961] v2[1962] v2[1963] v2[1964] v2[1965] v2[1966] v2[1967] v2[1968] v2[1969] v2[196] v2[1970] v2[1971] v2[1972] v2[1973] v2[1974] v2[1975] v2[1976] v2[1977] v2[1978] v2[1979] v2[197] v2[1980] v2[1981] v2[1982] v2[1983] v2[1984] v2[1985] v2[1986] v2[1987] v2[1988] v2[1989] v2[198] v2[1990] v2[1991] v2[1992] v2[1993] v2[1994] v2[1995] v2[1996] v2[1997] v2[1998] v2[1999] v2[199] v2[19] v2[1] v2[2000] v2[2001] v2[2002] v2[2003] v2[2004] v2[2005] v2[2006] v2[2007] v2[2008] v2[2009] v2[200] v2[2010] v2[2011] v2[2012] v2[2013] v2[2014] v2[2015] v2[2016] v2[2017] v2[2018] v2[2019] v2[201] v2[2020] v2[2021] v2[2022] v2[2023] v2[2024] v2[2025] v2[2026] v2[2027] v2[2028] v2[2029] v2[202] v2[2030] v2[2031] v2[2032] v2[2033] v2[2034] v2[2035] v2[2036] v2[2037] v2[2038] v2[2039] v2[203] v2[2040] v2[2041] v2[2042] v2[2043] v2[2044] v2[2045] v2[2046] v2[2047] v2[2048] v2[2049] v2[204] v2[2050] v2[2051] v2[2052] v2[2053] v2[2054] v2[2055] v2[2056] v2[2057] v2[2058] v2[2059] v2[205] v2[2060] v2[2061] v2[2062] v2[2063] v2[2064] v2[2065] v2[2066] v2[2067] v2[2068] v2[2069] v2[206] v2[2070] v2[2071] v2[2072] v2[2073] v2[2074] v2[2075] v2[2076] v2[2077] v2[2078] v2[2079] v2[207] v2[2080] v2[2081] v2[2082] v2[2083] v2[2084] v2[2085] v2[2086] v2[2087] v2[2088] v2[2089] v2[208] v2[2090] v2[2091] v2[2092] v2[2093] v2[2094] v2[2095] v2[2096] v2[2097] v2[2098] v2[2099] v2[209] v2[20] v2[2100] v2[2101] v2[2102] v2[2103] v2[2104] v2[2105] v2[2106] v2[2107] v2[2108] v2[2109] v2[210] v2[2110] v2[2111] v2[2112] v2[2113] v2[2114] v2[2115] v2[2116] v2[2117] v2[2118] v2[2119] v2[211] v2[2120] v2[2121] v2[2122] v2[2123] v2[2124] v2[2125] v2[2126] v2[2127] v2[2128] v2[2129] v2[212] v2[2130] v2[2131] v2[2132] v2[2133] v2[2134] v2[2135] v2[2136] v2[2137] v2[2138] v2[2139] v2[213] v2[2140] v2[2141] v2[2142] v2[2143] v2[2144] v2[2145] v2[2146] v2[2147] v2[2148] v2[2149] v2[214] v2[2150] v2[2151] v2[2152] v2[2153] v2[2154] v2[2155] v2[2156] v2[2157] v2[2158] v2[2159] v2[215] v2[2160] v2[2161] v2[2162] v2[2163] v2[2164] v2[2165] v2[2166] v2[2167] v2[2168] v2[2169] v2[216] v2[2170] v2[2171] v2[2172] v2[2173] v2[2174] v2[2175] v2[2176] v2[2177] v2[2178] v2[2179] v2[217] v2[2180] v2[2181] v2[2182] v2[2183] v2[2184] v2[2185] v2[2186] v2[2187] v2[2188] v2[2189] v2[218] v2[2190] v2[2191] v2[2192] v2[2193] v2[2194] v2[2195] v2[2196] v2[2197] v2[2198] v2[2199] v2[219] v2[21] v2[2200] v2[2201] v2[2202] v2[2203] v2[2204] v2[2205] v2[2206] v2[2207] v2[2208] v2[2209] v2[220] v2[2210] v2[2211] v2[2212] v2[2213] v2[2214] v2[2215] v2[2216] v2[2217] v2[2218] v2[2219] v2[221] v2[2220] v2[2221] v2[2222] v2[2223] v2[2224] v2[2225] v2[2226] v2[2227] v2[2228] v2[2229] v2[222] v2[2230] v2[2231] v2[2232] v2[2233] v2[2234] v2[2235] v2[2236] v2[2237] v2[2238] v2[2239] v2[223] v2[2240] v2[2241] v2[2242] v2[2243] v2[2244] v2[2245] v2[2246] v2[2247] v2[2248] v2[2249] v2[224] v2[225] v2[226] v2[227] v2[228] v2[229] v2[22] v2[230] v2[231] v2[232] v2[233] v2[234] v2[235] v2[236] v2[237] v2[238] v2[239] v2[23] v2[240] v2[241] v2[242] v2[243] v2[244] v2[245] v2[246] v2[247] v2[248] v2[249] v2[24] v2[250] v2[251] v2[252] v2[253] v2[254] v2[255] v2[256] v2[257] v2[258] v2[259] v2[25] v2[260] v2[261] v2[262] v2[263] v2[264] v2[265] v2[266] v2[267] v2[268] v2[269] v2[26] v2[270] v2[271] v2[272] v2[273] v2[274] v2[275] v2[276] v2[277] v2[278] v2[279] v2[27] v2[280] v2[281] v2[282] v2[283] v2[284] v2[285] v2[286] v2[287] v2[288] v2[289] v2[28] v2[290] v2[291] v2[292] v2[293] v2[294] v2[295] v2[296] v2[297] v2[298] v2[299] v2[29] v2[2] v2[300] v2[301] v2[302] v2[303] v2[304] v2[305] v2[306] v2[307] v2[308] v2[309] v2[30] v2[310] v2[311] v2[312] v2[313] v2[314] v2[315] v2[316] v2[317] v2[318] v2[319] v2[31] v2[320] v2[321] v2[322] v2[323] v2[324] v2[325] v2[326] v2[327] v2[328] v2[329] v2[32] v2[330] v2[331] v2[332] v2[333] v2[334] v2[335] v2[336] v2[337] v2[338] v2[339] v2[33] v2[340] v2[341] v2[342] v2[343] v2[344] v2[345] v2[346] v2[347] v2[348] v2[349] v2[34] v2[350] v2[351] v2[352] v2[353] v2[354] v2[355] v2[356] v2[357] v2[358] v2[359] v2[35] v2[360] v2[361] v2[362] v2[363] v2[364] v2[365] v2[366] v2[367] v2[368] v2[369] v2[36] v2[370] v2[371] v2[372] v2[373] v2[374] v2[375] v2[376] v2[377] v2[378] v2[379] v2[37] v2[380] v2[381] v2[382] v2[383] v2[384] v2[385] v2[386] v2[387] v2[388] v2[389] v2[38] v2[390] v2[391] v2[392] v2[393] v2[394] v2[395] v2[396] v2[397] v2[398] v2[399] v2[39] v2[3] v2[400] v2[401] v2[402] v2[403] v2[404] v2[405] v2[406] v2[407] v2[408] v2[409] v2[40] v2[410] v2[411] v2[412] v2[413] v2[414] v2[415] v2[416] v2[417] v2[418] v2[419] v2[41] v2[420] v2[421] v2[422] v2[423] v2[424] v2[425] v2[426] v2[427] v2[428] v2[429] v2[42] v2[430] v2[431] v2[432] v2[433] v2[434] v2[435] v2[436] v2[437] v2[438] v2[439] v2[43] v2[440] v2[441] v2[442] v2[443] v2[444] v2[445] v2[446] v2[447] v2[448] v2[449] v2[44] v2[450] v2[451] v2[452] v2[453] v2[454] v2[455] v2[456] v2[457] v2[458] v2[459] v2[45] v2[460] v2[461] v2[462] v2[463] v2[464] v2[465] v2[466] v2[467] v2[468] v2[469] v2[46] v2[470] v2[471] v2[472] v2[473] v2[474] v2[475] v2[476] v2[477] v2[478] v2[479] v2[47] v2[480] v2[481] v2[482] v2[483] v2[484] v2[485] v2[486] v2[487] v2[488] v2[489] v2[48] v2[490] v2[491] v2[492] v2[493] v2[494] v2[495] v2[496] v2[497] v2[498] v2[499] v2[49] v2[4] v2[500] v2[501] v2[502] v2[503] v2[504] v2[505] v2[506] v2[507] v2[508] v2[509] v2[50] v2[510] v2[511] v2[512] v2[513] v2[514] v2[515] v2[516] v2[517] v2[518] v2[519] v2[51] v2[520] v2[521] v2[522] v2[523] v2[524] v2[525] v2[526] v2[527] v2[528] v2[529] v2[52] v2[530] v2[531] v2[532] v2[533] v2[534] v2[535] v2[536] v2[537] v2[538] v2[539] v2[53] v2[540] v2[541] v2[542] v2[543] v2[544] v2[545] v2[546] v2[547] v2[548] v2[549] v2[54] v2[550] v2[551] v2[552] v2[553] v2[554] v2[555] v2[556] v2[557] v2[558] v2[559] v2[55] v2[560] v2[561] v2[562] v2[563] v2[564] v2[565] v2[566] v2[567] v2[568] v2[569] v2[56] v2[570] v2[571] v2[572] v2[573] v2[574] v2[575] v2[576] v2[577] v2[578] v2[579] v2[57] v2[580] v2[581] v2[582] v2[583] v2[584] v2[585] v2[586] v2[587] v2[588] v2[589] v2[58] v2[590] v2[591] v2[592] v2[593] v2[594] v2[595] v2[596] v2[597] v2[598] v2[599] v2[59] v2[5] v2[600] v2[601] v2[602] v2[603] v2[604] v2[605] v2[606] v2[607] v2[608] v2[609] v2[60] v2[610] v2[611] v2[612] v2[613] v2[614] v2[615] v2[616] v2[617] v2[618] v2[619] v2[61] v2[620] v2[621] v2[622] v2[623] v2[624] v2[625] v2[626] v2[627] v2[628] v2[629] v2[62] v2[630] v2[631] v2[632] v2[633] v2[634] v2[635] v2[636] v2[637] v2[638] v2[639] v2[63] v2[640] v2[641] v2[642] v2[643] v2[644] v2[645] v2[646] v2[647] v2[648] v2[649] v2[64] v2[650] v2[651] v2[652] v2[653] v2[654] v2[655] v2[656] v2[657] v2[658] v2[659] v2[65] v2[660] v2[661] v2[662] v2[663] v2[664] v2[665] v2[666] v2[667] v2[668] v2[669] v2[66] v2[670] v2[671] v2[672] v2[673] v2[674] v2[675] v2[676] v2[677] v2[678] v2[679] v2[67] v2[680] v2[681] v2[682] v2[683] v2[684] v2[685] v2[686] v2[687] v2[688] v2[689] v2[68] v2[690] v2[691] v2[692] v2[693] v2[694] v2[695] v2[696] v2[697] v2[698] v2[699] v2[69] v2[6] v2[700] v2[701] v2[702] v2[703] v2[704] v2[705] v2[706] v2[707] v2[708] v2[709] v2[70] v2[710] v2[711] v2[712] v2[713] v2[714] v2[715] v2[716] v2[717] v2[718] v2[719] v2[71] v2[720] v2[721] v2[722] v2[723] v2[724] v2[725] v2[726] v2[727] v2[728] v2[729] v2[72] v2[730] v2[731] v2[732] v2[733] v2[734] v2[735] v2[736] v2[737] v2[738] v2[739] v2[73] v2[740] v2[741] v2[742] v2[743] v2[744] v2[745] v2[746] v2[747] v2[748] v2[749] v2[74] v2[750] v2[751] v2[752] v2[753] v2[754] v2[755] v2[756] v2[757] v2[758] v2[759] v2[75] v2[760] v2[761] v2[762] v2[763] v2[764] v2[765] v2[766] v2[767] v2[768] v2[769] v2[76] v2[770] v2[771] v2[772] v2[773] v2[774] v2[775] v2[776] v2[777] v2[778] v2[779] v2[77] v2[780] v2[781] v2[782] v2[783] v2[784] v2[785] v2[786] v2[787] v2[788] v2[789] v2[78] v2[790] v2[791] v2[792] v2[793] v2[794] v2[795] v2[796] v2[797] v2[798] v2[799] v2[79] v2[7] v2[800] v2[801] v2[802] v2[803] v2[804] v2[805] v2[806] v2[807] v2[808] v2[809] v2[80] v2[810] v2[811] v2[812] v2[813] v2[814] v2[815] v2[816] v2[817] v2[818] v2[819] v2[81] v2[820] v2[821] v2[822] v2[823] v2[824] v2[825] v2[826] v2[827] v2[828] v2[829] v2[82] v2[830] v2[831] v2[832] v2[833] v2[834] v2[835] v2[836] v2[837] v2[838] v2[839] v2[83] v2[840] v2[841] v2[842] v2[843] v2[844] v2[845] v2[846] v2[847] v2[848] v2[849] v2[84] v2[850] v2[851] v2[852] v2[853] v2[854] v2[855] v2[856] v2[857] v2[858] v2[859] v2[85] v2[860] v2[861] v2[862] v2[863] v2[864] v2[865] v2[866] v2[867] v2[868] v2[869] v2[86] v2[870] v2[871] v2[872] v2[873] v2[874] v2[875] v2[876] v2[877] v2[878] v2[879] v2[87] v2[880] v2[881] v2[882] v2[883] v2[884] v2[885] v2[886] v2[887] v2[888] v2[889] v2[88] v2[890] v2[891] v2[892] v2[893] v2[894] v2[895] v2[896] v2[897] v2[898] v2[899] v2[89] v2[8] v2[900] v2[901] v2[902] v2[903] v2[904] v2[905] v2[906] v2[907] v2[908] v2[909] v2[90] v2[910] v2[911] v2[912] v2[913] v2[914] v2[915] v2[916] v2[917] v2[918] v2[919] v2[91] v2[920] v2[921] v2[922] v2[923] v2[924] v2[925] v2[926] v2[927] v2[928] v2[929] v2[92] v2[930] v2[931] v2[932] v2[933] v2[934] v2[935] v2[936] v2[937] v2[938] v2[939] v2[93] v2[940] v2[941] v2[942] v2[943] v2[944] v2[945] v2[946] v2[947] v2[948] v2[949] v2[94] v2[950] v2[951] v2[952] v2[953] v2[954] v2[955] v2[956] v2[957] v2[958] v2[959] v2[95] v2[960] v2[961] v2[962] v2[963] v2[964] v2[965] v2[966] v2[967] v2[968] v2[969] v2[96] v2[970] v2[971] v2[972] v2[973] v2[974] v2[975] v2[976] v2[977] v2[978] v2[979] v2[97] v2[980] v2[981] v2[982] v2[983] v2[984] v2[985] v2[986] v2[987] v2[988] v2[989] v2[98] v2[990] v2[991] v2[992] v2[993] v2[994] v2[995] v2[996] v2[997] v2[998] v2[999] v2[99] v2[9] </list> 13330.34/1740.04 v <values>472 96 24 68 128 396 40 208 164 412 72 36 348 148 144 28 120 52 120 132 184 176 264 52 72 420 64 4 352 344 16 40 380 284 140 100 68 252 92 116 16 156 108 384 368 208 140 16 272 176 136 56 364 132 56 32 20 20 172 60 60 328 256 488 72 492 428 536 452 40 32 364 68 196 436 60 264 36 348 476 100 64 76 380 40 84 308 112 332 60 228 40 40 148 348 56 112 52 252 216 536 132 496 460 28 456 260 132 328 164 116 136 260 328 224 296 444 220 376 164 308 444 256 504 20 544 168 36 408 144 28 172 16 256 164 100 112 80 248 120 96 192 132 8 112 184 224 260 120 428 16 56 92 44 144 112 256 204 8 32 16 184 384 164 248 24 164 396 468 312 516 280 16 240 88 316 228 52 128 88 496 44 96 128 232 124 180 236 148 244 208 372 68 484 140 124 40 20 28 72 128 164 416 32 40 328 444 76 156 200 244 312 276 48 132 192 272 152 144 8 48 172 36 68 68 468 76 56 200 196 60 336 152 40 76 32 444 8 40 16 520 32 20 24 224 4 104 120 36 288 44 52 336 12 292 152 416 80 152 268 296 140 280 368 336 176 60 224 108 116 32 92 128 112 112 20 360 148 136 84 100 304 152 228 24 116 176 168 316 284 364 188 304 52 352 100 420 140 20 160 156 156 88 236 356 88 8 272 4 40 112 44 464 132 200 536 176 240 164 336 264 104 160 32 356 48 256 236 236 228 304 76 168 24 332 4 392 72 352 188 244 44 16 356 164 164 268 124 140 228 116 40 180 132 312 76 360 228 512 164 316 32 96 116 136 68 184 136 36 124 92 192 224 12 484 192 44 52 340 140 212 132 8 76 148 48 132 312 32 332 208 348 36 52 12 36 108 336 164 100 124 112 464 424 28 276 480 300 4 416 176 272 380 320 172 464 292 540 56 76 340 72 20 104 232 116 20 272 8 24 68 116 224 16 16 200 84 464 376 236 392 272 284 72 84 220 316 128 416 28 488 456 224 148 224 36 208 144 16 420 160 20 324 96 312 48 336 184 336 84 44 396 152 312 172 28 24 296 120 168 164 8 292 320 128 36 88 28 76 28 132 272 108 232 92 236 248 88 112 296 300 140 8 168 100 128 32 208 100 192 64 28 136 232 292 28 272 220 372 380 288 484 116 96 268 32 308 32 204 164 16 144 516 28 220 224 40 8 260 244 176 248 36 40 244 116 180 196 184 68 88 28 68 68 20 228 28 460 124 92 144 64 200 36 40 444 212 200 108 288 12 252 40 88 84 320 96 12 152 40 12 64 108 200 132 440 92 440 448 480 172 464 212 200 232 164 76 200 160 352 192 116 16 512 344 24 208 92 472 232 4 368 188 160 228 120 368 296 244 364 80 476 236 364 172 356 108 124 316 108 44 400 408 228 132 92 24 268 40 160 188 60 164 392 468 192 256 268 88 408 216 128 104 36 316 128 260 92 308 344 480 348 264 396 4 160 28 424 576 48 528 408 48 448 496 112 208 496 40 20 112 80 112 476 60 96 168 564 16 524 360 416 40 292 292 180 468 136 252 36 368 136 92 100 40 112 256 128 320 104 136 4 72 72 24 60 132 124 320 52 80 68 56 72 68 140 180 116 8 488 368 404 316 48 408 452 52 328 88 272 288 204 116 136 528 488 576 92 532 528 264 224 108 72 68 400 288 228 348 164 212 172 140 188 348 40 88 228 180 264 76 208 32 68 396 524 104 28 124 204 376 204 452 248 272 332 340 428 12 364 84 328 304 124 416 48 172 132 64 144 396 56 84 204 40 112 32 72 24 392 120 524 172 124 16 268 228 188 364 496 496 44 200 248 16 436 48 88 444 312 264 140 64 416 48 528 456 124 156 56 284 176 48 188 28 68 256 152 264 140 56 308 88 376 164 48 116 348 80 104 112 144 264 148 200 172 508 24 428 428 496 96 144 392 360 408 164 176 448 92 336 252 8 212 128 268 192 128 28 212 228 184 4 232 300 212 104 4 300 444 112 164 112 256 120 296 52 112 92 384 8 4 336 236 360 484 452 40 444 72 148 464 100 264 152 132 460 152 84 36 292 292 232 456 320 116 100 4 32 380 64 20 288 496 8 428 192 140 196 280 208 52 144 60 8 280 376 136 400 96 516 392 524 580 492 104 308 424 44 132 232 340 128 200 136 200 128 72 116 116 464 232 164 420 308 52 4 92 80 24 72 296 344 76 128 116 320 104 4 80 568 44 236 396 48 488 288 24 52 40 44 404 48 184 60 8 112 316 520 168 576 40 488 304 128 204 96 12 112 296 72 424 476 356 72 468 428 420 284 32 496 220 460 176 456 132 124 428 92 92 424 372 208 36 200 96 116 112 24 204 360 24 164 132 320 232 164 408 272 40 136 40 136 252 252 132 164 180 128 536 232 100 8 452 72 388 304 140 436 576 84 36 80 372 268 40 248 420 520 496 528 132 536 200 92 36 320 128 204 160 152 300 44 4 112 224 44 240 140 4 220 124 36 84 32 260 200 444 456 252 268 144 96 120 352 32 256 216 100 480 136 360 84 92 76 40 480 480 460 128 348 420 344 84 36 8 172 368 32 104 408 132 84 404 500 360 24 76 428 476 200 428 412 308 484 540 320 80 252 128 40 92 320 120 192 84 60 96 288 292 76 336 20 124 376 68 152 236 184 72 84 40 112 388 20 304 60 76 156 28 60 448 252 40 60 132 180 128 40 220 268 108 176 160 176 308 148 268 212 296 92 4 80 40 40 184 160 32 56 56 280 524 504 116 72 224 184 448 112 52 124 180 64 140 92 208 352 28 492 420 24 168 92 208 36 236 140 200 40 264 100 40 380 216 52 20 88 160 64 356 16 540 284 112 376 132 296 348 320 312 68 356 248 212 172 600 32 36 80 280 380 208 128 244 124 428 128 284 48 148 340 184 436 40 292 140 340 136 44 176 304 40 176 228 20 112 68 56 132 420 276 124 168 60 380 444 84 96 136 252 40 424 416 124 184 92 552 496 368 480 40 232 72 52 88 252 88 8 404 408 420 128 56 232 16 296 4 256 56 468 256 552 136 388 112 132 252 244 92 28 64 36 128 204 44 88 252 152 4 252 12 84 112 240 148 40 84 216 64 152 236 260 180 16 68 212 212 252 72 336 32 132 224 244 256 116 192 52 12 120 64 124 72 8 20 48 136 8 188 112 276 112 12 352 404 4 332 272 60 56 88 132 48 392 372 40 164 328 264 160 40 116 292 228 44 352 148 304 148 96 168 392 292 292 36 208 220 36 220 220 248 88 456 412 32 204 212 188 48 180 88 352 268 40 180 228 140 84 220 368 112 4 72 124 132 188 392 172 204 332 344 200 76 176 100 168 136 164 292 88 64 192 16 208 304 180 80 160 124 188 152 312 372 96 96 152 40 120 4 68 408 36 112 256 112 256 72 148 52 204 252 296 164 92 68 96 428 36 264 60 96 100 520 488 32 120 40 304 560 256 200 348 36 164 40 60 16 160 360 136 104 336 344 8 124 132 56 76 8 212 196 264 180 76 340 324 32 328 92 188 72 284 328 144 92 124 8 40 72 312 332 364 324 432 224 380 288 380 348 164 288 164 292 44 208 296 68 332 144 236 164 232 28 184 48 204 272 360 44 8 480 356 216 148 64 384 528 196 440 96 136 316 364 188 112 176 176 124 252 124 288 52 148 80 64 112 52 216 264 304 64 144 128 12 112 104 364 248 152 332 4 340 212 96 424 240 252 116 516 40 92 244 484 436 352 440 4 356 56 256 216 72 152 508 136 140 192 140 92 64 80 272 188 136 184 108 496 168 316 332 20 44 496 160 108 292 456 160 76 204 124 40 124 284 40 336 88 500 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OK 506362597
runsolver version 3.4.0 (svn: 3012) Copyright (C) 2010-2013 Olivier ROUSSEL
This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
GNU General Public License for more details.
NUMA information:
number of nodes: 2
memory of node 0: 16374 MiB (14536 MiB free)
memory of node 1: 16384 MiB (15507 MiB free)
node distances:
10 21
21 10
command line: BIN/runsolver --timestamp -w /tmp/evaluation-result-4409572-1569840661/watcher-4409572-1569840661 -o /tmp/evaluation-result-4409572-1569840661/solver-4409572-1569840661 -C 20160 -W 2520 -M 31000 --bin-var /tmp/runsolver-exch-node145-1569832522-32650 --watchdog 2580 cosoco -model -nbcores=8 HOME/instance-4409572-1569840661.xml
running on 8 cores: 0,2,4,6,1,3,5,7
Enforcing CPUTime limit (soft limit, will send SIGTERM then SIGKILL): 20160 seconds
Enforcing CPUTime limit (hard limit, will send SIGXCPU): 20190 seconds
Enforcing wall clock limit (soft limit, will send SIGTERM then SIGKILL): 2520 seconds
Enforcing VSIZE limit (soft limit, will send SIGTERM then SIGKILL): 31744000 KiB
Enforcing VSIZE limit (hard limit, stack expansion will fail with SIGSEGV, brk() and mmap() will return ENOMEM): 31795200 KiB
Linux 3.10.0-514.16.1.el7.x86_64
Starting watchdog thread
solver pid=1218, runsolver pid=1215
Current StackSize limit: 8192 KiB
[startup+0.100161 s]*
/proc/loadavg: 1.08 1.04 1.37 2/194 1219
/proc/meminfo: memFree=30722272/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=70376 memory=46364 CPUtime=0.1 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 11769 0 0 0 9 1 0 0 20 0 1 0 560002598 72065024 11591 33554432000 4194304 6211132 140724019283104 140724019279640 139758271740901 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 17594 11591 755 493 0 10899 0
Current children cumulated CPU time: 0.1 s
Current children cumulated vsize: 70376 KiB
Current children cumulated memory: 46364 KiB
[startup+0.209576 s]*
/proc/loadavg: 1.08 1.04 1.37 2/194 1219
/proc/meminfo: memFree=30666472/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=129508 memory=105512 CPUtime=0.2 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 26574 0 0 0 18 2 0 0 20 0 1 0 560002598 132616192 26378 33554432000 4194304 6211132 140724019283104 140724019279640 139758271740901 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 32377 26378 755 493 0 25682 0
Current children cumulated CPU time: 0.2 s
Current children cumulated vsize: 129508 KiB
Current children cumulated memory: 105512 KiB
[startup+0.309625 s]*
/proc/loadavg: 1.08 1.04 1.37 2/194 1219
/proc/meminfo: memFree=30611044/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=185028 memory=160852 CPUtime=0.3 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 40408 0 0 0 26 4 0 0 20 0 1 0 560002598 189468672 40213 33554432000 4194304 6211132 140724019283104 140724019279640 139758271740901 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 46257 40213 755 493 0 39562 0
Current children cumulated CPU time: 0.3 s
Current children cumulated vsize: 185028 KiB
Current children cumulated memory: 160852 KiB
[startup+0.70035 s]
/proc/loadavg: 1.08 1.04 1.37 2/194 1220
/proc/meminfo: memFree=30570124/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=238140 memory=214160 CPUtime=0.69 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 53883 0 0 0 63 6 0 0 20 0 1 0 560002598 243855360 53540 33554432000 4194304 6211132 140724019283104 140724019279640 5012856 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 59535 53540 826 493 0 52840 0
Current children cumulated CPU time: 0.69 s
Current children cumulated vsize: 238140 KiB
Current children cumulated memory: 214160 KiB
[startup+4.02834 s]
/proc/loadavg: 1.08 1.04 1.37 2/194 1220
/proc/meminfo: memFree=30570124/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=489500 memory=465528 CPUtime=4.02 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 134127 0 0 0 387 15 0 0 20 0 1 0 560002598 501248000 116382 33554432000 4194304 6211132 140724019283104 140724019277560 5443090 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 122375 116382 835 493 0 115680 0
Current children cumulated CPU time: 4.02 s
Current children cumulated vsize: 489500 KiB
Current children cumulated memory: 465528 KiB
[startup+4.10034 s]
/proc/loadavg: 1.08 1.04 1.37 2/194 1220
/proc/meminfo: memFree=30570124/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=493196 memory=469196 CPUtime=4.09 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 135099 0 0 0 394 15 0 0 20 0 1 0 560002598 505032704 117299 33554432000 4194304 6211132 140724019283104 140724019277560 139758272664910 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 123299 117299 835 493 0 116604 0
Current children cumulated CPU time: 4.09 s
Current children cumulated vsize: 493196 KiB
Current children cumulated memory: 469196 KiB
[startup+6.30981 s]
/proc/loadavg: 1.56 1.14 1.40 2/194 1220
/proc/meminfo: memFree=30046248/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=712832 memory=688928 CPUtime=6.3 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 201840 0 0 0 605 25 0 0 20 0 1 0 560002598 729939968 172232 33554432000 4194304 6211132 140724019283104 140724019278136 5454208 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 178208 172232 835 493 0 171513 0
Current children cumulated CPU time: 6.3 s
Current children cumulated vsize: 712832 KiB
Current children cumulated memory: 688928 KiB
[startup+12.7003 s]
/proc/loadavg: 1.75 1.19 1.42 2/192 1225
/proc/meminfo: memFree=30441644/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=1326380 memory=1302136 CPUtime=12.69 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 374665 0 0 0 1222 47 0 0 20 0 1 0 560002598 1358213120 325534 33554432000 4194304 6211132 140724019283104 140724019278600 5476606 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 331595 325534 835 493 0 324900 0
Current children cumulated CPU time: 12.69 s
Current children cumulated vsize: 1326380 KiB
Current children cumulated memory: 1302136 KiB
[startup+25.5003 s]
/proc/loadavg: 1.59 1.18 1.41 2/192 1225
/proc/meminfo: memFree=29532492/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=2227824 memory=2177628 CPUtime=25.48 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 616709 0 0 0 2471 77 0 0 20 0 1 0 560002598 2281291776 544407 33554432000 4194304 6211132 140724019283104 140724019280376 5485016 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 556956 544407 840 493 0 550261 0
Current children cumulated CPU time: 25.48 s
Current children cumulated vsize: 2227824 KiB
Current children cumulated memory: 2177628 KiB
[startup+51.1003 s]
/proc/loadavg: 1.39 1.16 1.40 2/193 1233
/proc/meminfo: memFree=28019492/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=3836756 memory=3724736 CPUtime=51.09 cores=0-7
/proc/1218/stat : 1218 (cosoco) R 1215 1218 32623 0 -1 4202496 1016454 0 0 0 4981 128 0 0 20 0 1 0 560002598 3928838144 931118 33554432000 4194304 6211132 140724019283104 140724019280376 5240361 0 0 4096 8405026 0 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 959236 931184 840 493 0 952541 0
Current children cumulated CPU time: 51.09 s
Current children cumulated vsize: 3836756 KiB
Current children cumulated memory: 3724736 KiB
[startup+102.316 s]
/proc/loadavg: 3.72 1.73 1.58 9/200 1244
/proc/meminfo: memFree=25068776/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=7104700 memory=6614648 CPUtime=271.94 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 7231100 0 0 0 25950 1244 0 0 20 0 9 0 560002598 7275212800 1653662 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 1776175 1653662 890 493 0 1769480 0
[pid=1218/tid=1235] ppid=1215 vsize=7104700 memory=6588372 CPUtime=24.31 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 536961 0 0 0 2270 161 0 0 20 0 9 0 560010367 7275212800 1653662 33554432000 4194304 6211132 140724019283104 139758264637976 5446944 0 0 4096 8405026 0 0 0 -1 0 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1236] ppid=1215 vsize=7104700 memory=1436 CPUtime=24.12 cores=0-7
/proc/1218/task/1236/stat : 1236 (cosoco) R 1215 1218 32623 0 -1 4202560 677233 0 0 0 2365 47 0 0 20 0 9 0 560010367 7275212800 1653662 33554432000 4194304 6211132 140724019283104 139758256245272 5392113 0 0 4096 8405026 0 0 0 -1 7 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1237] ppid=1215 vsize=7104700 memory=6613752 CPUtime=24.33 cores=0-7
/proc/1218/task/1237/stat : 1237 (cosoco) R 1215 1218 32623 0 -1 4202560 660761 0 0 0 2265 168 0 0 20 0 9 0 560010367 7275212800 1653662 33554432000 4194304 6211132 140724019283104 139758247852456 5440648 0 0 4096 8405026 0 0 0 -1 1 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1238] ppid=1215 vsize=7104700 memory=3612 CPUtime=24.25 cores=0-7
/proc/1218/task/1238/stat : 1238 (cosoco) R 1215 1218 32623 0 -1 4202560 700028 0 0 0 2343 82 0 0 20 0 9 0 560010367 7275212800 1653662 33554432000 4194304 6211132 140724019283104 139758239459864 5038999 0 0 4096 8405026 0 0 0 -1 2 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1239] ppid=1215 vsize=7104700 memory=6609632 CPUtime=24.29 cores=0-7
/proc/1218/task/1239/stat : 1239 (cosoco) R 1215 1218 32623 0 -1 4202560 721521 0 0 0 2262 167 0 0 20 0 9 0 560010367 7275212800 1653662 33554432000 4194304 6211132 140724019283104 139758231067320 5155832 0 0 4096 8405026 0 0 0 -1 4 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1240] ppid=1215 vsize=7104700 memory=6607964 CPUtime=24.28 cores=0-7
/proc/1218/task/1240/stat : 1240 (cosoco) R 1215 1218 32623 0 -1 4202560 730224 0 0 0 2276 152 0 0 20 0 9 0 560010367 7275212800 1653662 33554432000 4194304 6211132 140724019283104 139758222674344 5035216 0 0 4096 8405026 0 0 0 -1 6 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1241] ppid=1215 vsize=7104700 memory=6610116 CPUtime=24.27 cores=0-7
/proc/1218/task/1241/stat : 1241 (cosoco) R 1215 1218 32623 0 -1 4202560 707884 0 0 0 2226 201 0 0 20 0 9 0 560010367 7275212800 1653662 33554432000 4194304 6211132 140724019283104 139758214281800 5037821 0 0 4096 8405026 0 0 0 -1 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1242] ppid=1215 vsize=7104700 memory=6609688 CPUtime=24.34 cores=0-7
/proc/1218/task/1242/stat : 1242 (cosoco) R 1215 1218 32623 0 -1 4202560 699549 0 0 0 2380 54 0 0 20 0 9 0 560010367 7275212800 1653662 33554432000 4194304 6211132 140724019283104 139758205888936 5446272 0 0 4096 8405026 0 0 0 -1 5 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 271.94 s
Current children cumulated vsize: 7104700 KiB
Current children cumulated memory: 6614648 KiB
[startup+162.31 s]
/proc/loadavg: 6.73 2.98 2.01 9/200 1247
/proc/meminfo: memFree=24967824/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=7104700 memory=6713148 CPUtime=750.53 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 11225524 0 0 0 73354 1699 0 0 20 0 9 0 560002598 7275212800 1678287 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 1776175 1678287 890 493 0 1769480 0
[pid=1218/tid=1235] ppid=1215 vsize=7104700 memory=6710532 CPUtime=84.22 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 1060542 0 0 0 8218 204 0 0 20 0 9 0 560010367 7275212800 1678287 33554432000 4194304 6211132 140724019283104 139758264637864 5068955 0 0 4096 8405026 0 0 0 -1 0 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1236] ppid=1215 vsize=7104700 memory=6713148 CPUtime=83.72 cores=0-7
/proc/1218/task/1236/stat : 1236 (cosoco) R 1215 1218 32623 0 -1 4202560 1208562 0 0 0 8289 83 0 0 20 0 9 0 560010367 7275212800 1678287 33554432000 4194304 6211132 140724019283104 139758256245160 5164768 0 0 4096 8405026 0 0 0 -1 7 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1237] ppid=1215 vsize=7104700 memory=6709832 CPUtime=84 cores=0-7
/proc/1218/task/1237/stat : 1237 (cosoco) R 1215 1218 32623 0 -1 4202560 1166100 0 0 0 8201 199 0 0 20 0 9 0 560010367 7275212800 1678287 33554432000 4194304 6211132 140724019283104 139758247852456 5440652 0 0 4096 8405026 0 0 0 -1 5 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1238] ppid=1215 vsize=7104700 memory=55 CPUtime=84.17 cores=0-7
/proc/1218/task/1238/stat : 1238 (cosoco) R 1215 1218 32623 0 -1 4202560 1182794 0 0 0 8253 164 0 0 20 0 9 0 560010367 7275212800 1678287 33554432000 4194304 6211132 140724019283104 139758239459752 5038999 0 0 4096 8405026 0 0 0 -1 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1239] ppid=1215 vsize=7104700 memory=6712912 CPUtime=84.22 cores=0-7
/proc/1218/task/1239/stat : 1239 (cosoco) R 1215 1218 32623 0 -1 4202560 1214813 0 0 0 8214 208 0 0 20 0 9 0 560010367 7275212800 1678287 33554432000 4194304 6211132 140724019283104 139758231067208 5156264 0 0 4096 8405026 0 0 0 -1 6 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1240] ppid=1215 vsize=7104700 memory=6713148 CPUtime=84.21 cores=0-7
/proc/1218/task/1240/stat : 1240 (cosoco) R 1215 1218 32623 0 -1 4202560 1181773 0 0 0 8235 186 0 0 20 0 9 0 560010367 7275212800 1678287 33554432000 4194304 6211132 140724019283104 139758222674456 5038990 0 0 4096 8405026 0 0 0 -1 2 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1241] ppid=1215 vsize=7104700 memory=6713148 CPUtime=84.04 cores=0-7
/proc/1218/task/1241/stat : 1241 (cosoco) R 1215 1218 32623 0 -1 4202560 1228880 0 0 0 8082 322 0 0 20 0 9 0 560010367 7275212800 1678287 33554432000 4194304 6211132 140724019283104 139758214281832 5155836 0 0 4096 8405026 0 0 0 -1 1 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1242] ppid=1215 vsize=7104700 memory=0 CPUtime=84.18 cores=0-7
/proc/1218/task/1242/stat : 1242 (cosoco) R 1215 1218 32623 0 -1 4202560 1185101 0 0 0 8298 120 0 0 20 0 9 0 560010367 7275212800 1678287 33554432000 4194304 6211132 140724019283104 139758205888936 5155836 0 0 4096 8405026 0 0 0 -1 4 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 750.53 s
Current children cumulated vsize: 7104700 KiB
Current children cumulated memory: 6713148 KiB
[startup+222.31 s]
/proc/loadavg: 7.57 3.91 2.39 10/201 1252
/proc/meminfo: memFree=24801232/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=7366844 memory=6881120 CPUtime=1229.4 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 13294721 0 0 0 120944 1996 0 0 20 0 9 0 560002598 7543648256 1720280 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 1841711 1720280 890 493 0 1835016 0
[pid=1218/tid=1235] ppid=1215 vsize=7366844 memory=6881028 CPUtime=144.14 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 1329860 0 0 0 14190 224 0 0 20 0 9 0 560010367 7543648256 1720280 33554432000 4194304 6211132 140724019283104 139758264638024 5446250 0 0 4096 8405026 0 0 0 -1 6 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1236] ppid=1215 vsize=7366844 memory=6880636 CPUtime=143.57 cores=0-7
/proc/1218/task/1236/stat : 1236 (cosoco) R 1215 1218 32623 0 -1 4202560 1483427 0 0 0 14242 115 0 0 20 0 9 0 560010367 7543648256 1720280 33554432000 4194304 6211132 140724019283104 139758256245160 5451532 0 0 4096 8405026 0 0 0 -1 5 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1237] ppid=1215 vsize=7366844 memory=6780224 CPUtime=143.95 cores=0-7
/proc/1218/task/1237/stat : 1237 (cosoco) R 1215 1218 32623 0 -1 4202560 1398159 0 0 0 14174 221 0 0 20 0 9 0 560010367 7543648256 1720280 33554432000 4194304 6211132 140724019283104 139758247852456 5443132 0 0 4096 8405026 0 0 0 -1 4 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1238] ppid=1215 vsize=7366844 memory=6780552 CPUtime=144.14 cores=0-7
/proc/1218/task/1238/stat : 1238 (cosoco) R 1215 1218 32623 0 -1 4202560 1396985 0 0 0 14213 201 0 0 20 0 9 0 560010367 7543648256 1720280 33554432000 4194304 6211132 140724019283104 139758239459752 5396788 0 0 4096 8405026 0 0 0 -1 1 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1239] ppid=1215 vsize=7366844 memory=6879836 CPUtime=144.17 cores=0-7
/proc/1218/task/1239/stat : 1239 (cosoco) R 1215 1218 32623 0 -1 4202560 1518939 0 0 0 14168 249 0 0 20 0 9 0 560010367 7543648256 1720280 33554432000 4194304 6211132 140724019283104 139758231067048 5038944 0 0 4096 8405026 0 0 0 -1 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1240] ppid=1215 vsize=7366844 memory=6880432 CPUtime=144.18 cores=0-7
/proc/1218/task/1240/stat : 1240 (cosoco) R 1215 1218 32623 0 -1 4202560 1409391 0 0 0 14213 205 0 0 20 0 9 0 560010367 7543648256 1720280 33554432000 4194304 6211132 140724019283104 139758222674456 5035232 0 0 4096 8405026 0 0 0 -1 0 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
################
# More data... #
################
[pid=1218/tid=1237] ppid=1215 vsize=8333468 memory=7744196 CPUtime=1522.05 cores=0-7
/proc/1218/task/1237/stat : 1237 (cosoco) R 1215 1218 32623 0 -1 4202560 4684644 0 0 0 151509 696 0 0 20 0 9 0 560010367 8533471232 1936050 33554432000 4194304 6211132 140724019283104 139758247852568 5156264 0 0 4096 8405026 0 0 0 -1 0 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1238] ppid=1215 vsize=8333468 memory=7743580 CPUtime=1522.9 cores=0-7
/proc/1218/task/1238/stat : 1238 (cosoco) R 1215 1218 32623 0 -1 4202560 4399300 0 0 0 151693 597 0 0 20 0 9 0 560010367 8533471232 1936050 33554432000 4194304 6211132 140724019283104 139758239459752 5446292 0 0 4096 8405026 0 0 0 -1 1 0 0 1 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1239] ppid=1215 vsize=8333468 memory=7743580 CPUtime=1522.36 cores=0-7
/proc/1218/task/1239/stat : 1239 (cosoco) R 1215 1218 32623 0 -1 4202560 5480438 0 0 0 151403 833 0 0 20 0 9 0 560010367 8533471232 1936050 33554432000 4194304 6211132 140724019283104 139758231067048 5037821 0 0 4096 8405026 0 0 0 -1 6 0 0 3 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1240] ppid=1215 vsize=8333468 memory=7744200 CPUtime=1518.5 cores=0-7
/proc/1218/task/1240/stat : 1240 (cosoco) R 1215 1218 32623 0 -1 4202560 5290517 0 0 0 151261 589 0 0 20 0 9 0 560010367 8533471232 1936050 33554432000 4194304 6211132 140724019283104 139758222675272 5155832 0 0 4096 8405026 0 0 0 -1 5 0 0 1 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1241] ppid=1215 vsize=8333468 memory=7744200 CPUtime=1519.03 cores=0-7
/proc/1218/task/1241/stat : 1241 (cosoco) R 1215 1218 32623 0 -1 4202560 5633715 0 0 0 151256 647 0 0 20 0 9 0 560010367 8533471232 1936050 33554432000 4194304 6211132 140724019283104 139758214281832 5038999 0 0 4096 8405026 0 0 0 -1 3 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1242] ppid=1215 vsize=8333468 memory=7744200 CPUtime=1518.26 cores=0-7
/proc/1218/task/1242/stat : 1242 (cosoco) R 1215 1218 32623 0 -1 4202560 4981649 0 0 0 151109 717 0 0 20 0 9 0 560010367 8533471232 1936050 33554432000 4194304 6211132 140724019283104 139758205888936 5155836 0 0 4096 8405026 0 0 0 -1 7 0 0 4 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 12245.6 s
Current children cumulated vsize: 8333468 KiB
Current children cumulated memory: 7744200 KiB
[startup+1662.31 s]
/proc/loadavg: 8.59 8.34 7.04 9/200 1381
/proc/meminfo: memFree=23882044/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=8333468 memory=7795216 CPUtime=12724.5 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 42508788 0 0 0 1266848 5605 0 0 20 0 9 0 560002598 8533471232 1948804 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 2083367 1948804 890 493 0 2076672 0
[pid=1218/tid=1235] ppid=1215 vsize=8333468 memory=7794212 CPUtime=1582.8 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 4323533 0 0 0 157655 625 0 0 20 0 9 0 560010367 8533471232 1948804 33554432000 4194304 6211132 140724019283104 139758264637864 5038990 0 0 4096 8405026 0 0 0 -1 2 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1236] ppid=1215 vsize=8333468 memory=7793996 CPUtime=1581.9 cores=0-7
/proc/1218/task/1236/stat : 1236 (cosoco) R 1215 1218 32623 0 -1 4202560 5039667 0 0 0 157586 604 0 0 20 0 9 0 560010367 8533471232 1948804 33554432000 4194304 6211132 140724019283104 139758256245352 5453944 0 0 4096 8405026 0 0 0 -1 4 0 0 4 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1237] ppid=1215 vsize=8333468 memory=7753288 CPUtime=1582.02 cores=0-7
/proc/1218/task/1237/stat : 1237 (cosoco) R 1215 1218 32623 0 -1 4202560 4755755 0 0 0 157500 702 0 0 20 0 9 0 560010367 8533471232 1948804 33554432000 4194304 6211132 140724019283104 139758247852568 5038992 0 0 4096 8405026 0 0 0 -1 0 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1238] ppid=1215 vsize=8333468 memory=7753356 CPUtime=1582.89 cores=0-7
/proc/1218/task/1238/stat : 1238 (cosoco) R 1215 1218 32623 0 -1 4202560 4500265 0 0 0 157681 608 0 0 20 0 9 0 560010367 8533471232 1948804 33554432000 4194304 6211132 140724019283104 139758239459752 5452274 0 0 4096 8405026 0 0 0 -1 1 0 0 1 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1239] ppid=1215 vsize=8333468 memory=7793700 CPUtime=1582.32 cores=0-7
/proc/1218/task/1239/stat : 1239 (cosoco) R 1215 1218 32623 0 -1 4202560 5535217 0 0 0 157390 842 0 0 20 0 9 0 560010367 8533471232 1948804 33554432000 4194304 6211132 140724019283104 139758231067048 5035283 0 0 4096 8405026 0 0 0 -1 6 0 0 3 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1240] ppid=1215 vsize=8333468 memory=7793996 CPUtime=1578.47 cores=0-7
/proc/1218/task/1240/stat : 1240 (cosoco) R 1215 1218 32623 0 -1 4202560 5531462 0 0 0 157240 607 0 0 20 0 9 0 560010367 8533471232 1948804 33554432000 4194304 6211132 140724019283104 139758222675272 5038990 0 0 4096 8405026 0 0 0 -1 5 0 0 1 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1241] ppid=1215 vsize=8333468 memory=7795216 CPUtime=1578.28 cores=0-7
/proc/1218/task/1241/stat : 1241 (cosoco) R 1215 1218 32623 0 -1 4202560 5892801 0 0 0 157154 674 0 0 20 0 9 0 560010367 8533471232 1948804 33554432000 4194304 6211132 140724019283104 139758214281640 5038999 0 0 4096 8405026 0 0 0 -1 3 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1242] ppid=1215 vsize=8333468 memory=3612 CPUtime=1578.09 cores=0-7
/proc/1218/task/1242/stat : 1242 (cosoco) R 1215 1218 32623 0 -1 4202560 5133129 0 0 0 157078 731 0 0 20 0 9 0 560010367 8533471232 1948804 33554432000 4194304 6211132 140724019283104 139758205888936 5035286 0 0 4096 8405026 0 0 0 -1 7 0 0 5 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 12724.5 s
Current children cumulated vsize: 8333468 KiB
Current children cumulated memory: 7795216 KiB
[startup+1722.31 s]
/proc/loadavg: 8.25 8.30 7.10 9/199 1384
/proc/meminfo: memFree=23461556/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=8743076 memory=8219348 CPUtime=13203.4 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 43593537 0 0 0 1314614 5726 0 0 20 0 9 0 560002598 8952909824 2054837 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 2185769 2054837 890 493 0 2179074 0
[pid=1218/tid=1235] ppid=1215 vsize=8743076 memory=8216856 CPUtime=1642.79 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 4354060 0 0 0 163652 627 0 0 20 0 9 0 560010367 8952909824 2054837 33554432000 4194304 6211132 140724019283104 139758264637864 5479676 0 0 4096 8405026 0 0 0 -1 2 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1236] ppid=1215 vsize=8743076 memory=8712 CPUtime=1641.89 cores=0-7
/proc/1218/task/1236/stat : 1236 (cosoco) R 1215 1218 32623 0 -1 4202560 5061801 0 0 0 163582 607 0 0 20 0 9 0 560010367 8952909824 2054837 33554432000 4194304 6211132 140724019283104 139758256245352 5069168 0 0 4096 8405026 0 0 0 -1 0 0 0 4 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1237] ppid=1215 vsize=8743076 memory=8201964 CPUtime=1641.95 cores=0-7
/proc/1218/task/1237/stat : 1237 (cosoco) R 1215 1218 32623 0 -1 4202560 4983728 0 0 0 163473 722 0 0 20 0 9 0 560010367 8952909824 2054837 33554432000 4194304 6211132 140724019283104 139758247853072 5446681 0 0 4096 8405026 0 0 0 -1 5 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1238] ppid=1215 vsize=8743076 memory=8215868 CPUtime=1642.86 cores=0-7
/proc/1218/task/1238/stat : 1238 (cosoco) R 1215 1218 32623 0 -1 4202560 4612267 0 0 0 163670 616 0 0 20 0 9 0 560010367 8952909824 2054837 33554432000 4194304 6211132 140724019283104 139758239460480 5446307 0 0 4096 8405026 0 0 0 -1 1 0 0 1 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1239] ppid=1215 vsize=8743076 memory=7795776 CPUtime=1642.18 cores=0-7
/proc/1218/task/1239/stat : 1239 (cosoco) R 1215 1218 32623 0 -1 4202560 5711970 0 0 0 163351 867 0 0 20 0 9 0 560010367 8952909824 2054837 33554432000 4194304 6211132 140724019283104 139758231067240 5408365 0 0 4096 8405026 0 0 0 -1 6 0 0 3 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1240] ppid=1215 vsize=8743076 memory=8189888 CPUtime=1638.36 cores=0-7
/proc/1218/task/1240/stat : 1240 (cosoco) R 1215 1218 32623 0 -1 4202560 5725958 0 0 0 163206 630 0 0 20 0 9 0 560010367 8952909824 2054837 33554432000 4194304 6211132 140724019283104 139758222674616 5409476 0 0 4096 8405026 0 0 0 -1 7 0 0 1 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1241] ppid=1215 vsize=8743076 memory=8216856 CPUtime=1638.24 cores=0-7
/proc/1218/task/1241/stat : 1241 (cosoco) R 1215 1218 32623 0 -1 4202560 6044775 0 0 0 163126 698 0 0 20 0 9 0 560010367 8952909824 2054837 33554432000 4194304 6211132 140724019283104 139758214281832 5396788 0 0 4096 8405026 0 0 0 -1 4 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1242] ppid=1215 vsize=8743076 memory=8216856 CPUtime=1637.34 cores=0-7
/proc/1218/task/1242/stat : 1242 (cosoco) R 1215 1218 32623 0 -1 4202560 5302019 0 0 0 162989 745 0 0 20 0 9 0 560010367 8952909824 2054837 33554432000 4194304 6211132 140724019283104 139758205889864 5451658 0 0 4096 8405026 0 0 0 -1 3 0 0 5 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 13203.4 s
Current children cumulated vsize: 8743076 KiB
Current children cumulated memory: 8219348 KiB
[startup+1740.68 s]
# the end of solver process 1218 was just reported to runsolver
# cumulated CPU time of all completed processes: user=13272.9 s, system=58.1194 s
Solver just ended.
??? end of watcher thread
Dumping a history of the last processes samples
[startup+1731.2 s]*
/proc/loadavg: 8.21 8.29 7.11 9/199 1384
/proc/meminfo: memFree=23435744/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=8808612 memory=8243352 CPUtime=13274.4 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 43606746 0 0 0 1321713 5730 0 0 20 0 9 0 560002598 9020018688 2060838 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 2202153 2060838 890 493 0 2195458 0
[pid=1218/tid=1235] ppid=1215 vsize=8808612 memory=1044 CPUtime=1651.69 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 4354126 0 0 0 164542 627 0 0 20 0 9 0 560010367 9020018688 2060838 33554432000 4194304 6211132 140724019283104 139758264637864 5396788 0 0 4096 8405026 0 0 0 -1 2 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1236] ppid=1215 vsize=8808612 memory=712 CPUtime=1650.8 cores=0-7
/proc/1218/task/1236/stat : 1236 (cosoco) R 1215 1218 32623 0 -1 4202560 5063200 0 0 0 164472 608 0 0 20 0 9 0 560010367 9020018688 2060838 33554432000 4194304 6211132 140724019283104 139758256245352 5396788 0 0 4096 8405026 0 0 0 -1 0 0 0 4 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1237] ppid=1215 vsize=8808612 memory=6935054825532540783 CPUtime=1650.86 cores=0-7
/proc/1218/task/1237/stat : 1237 (cosoco) R 1215 1218 32623 0 -1 4202560 4983929 0 0 0 164363 723 0 0 20 0 9 0 560010367 9020018688 2060838 33554432000 4194304 6211132 140724019283104 139758247853184 5155832 0 0 4096 8405026 0 0 0 -1 3 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1238] ppid=1215 vsize=8808612 memory=14080 CPUtime=1651.75 cores=0-7
/proc/1218/task/1238/stat : 1238 (cosoco) R 1215 1218 32623 0 -1 4202560 4612382 0 0 0 164559 616 0 0 20 0 9 0 560010367 9020018688 2060838 33554432000 4194304 6211132 140724019283104 139758239460480 5038999 0 0 4096 8405026 0 0 0 -1 5 0 0 1 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1239] ppid=1215 vsize=8808612 memory=8712 CPUtime=1651.06 cores=0-7
/proc/1218/task/1239/stat : 1239 (cosoco) R 1215 1218 32623 0 -1 4202560 5716886 0 0 0 164239 867 0 0 20 0 9 0 560010367 9020018688 2060838 33554432000 4194304 6211132 140724019283104 139758231067048 5155836 0 0 4096 8405026 0 0 0 -1 6 0 0 4 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1240] ppid=1215 vsize=8808612 memory=2120 CPUtime=1647.14 cores=0-7
/proc/1218/task/1240/stat : 1240 (cosoco) R 1215 1218 32623 0 -1 4202560 5726989 0 0 0 164083 631 0 0 20 0 9 0 560010367 9020018688 2060838 33554432000 4194304 6211132 140724019283104 139758222675216 5164730 0 0 4096 8405026 0 0 0 -1 7 0 0 1 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1241] ppid=1215 vsize=8808612 memory=508 CPUtime=1647.14 cores=0-7
/proc/1218/task/1241/stat : 1241 (cosoco) R 1215 1218 32623 0 -1 4202560 6049194 0 0 0 164015 699 0 0 20 0 9 0 560010367 9020018688 2060838 33554432000 4194304 6211132 140724019283104 139758214281640 5392113 0 0 4096 8405026 0 0 0 -1 4 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1242] ppid=1215 vsize=8808612 memory=1560 CPUtime=1646.23 cores=0-7
/proc/1218/task/1242/stat : 1242 (cosoco) R 1215 1218 32623 0 -1 4202560 5303081 0 0 0 163877 746 0 0 20 0 9 0 560010367 9020018688 2060838 33554432000 4194304 6211132 140724019283104 139758205889864 5164791 0 0 4096 8405026 0 0 0 -1 1 0 0 5 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 13274.4 s
Current children cumulated vsize: 8808612 KiB
Current children cumulated memory: 8243352 KiB
[startup+1737.6 s]
/proc/loadavg: 8.19 8.28 7.12 9/199 1384
/proc/meminfo: memFree=23368040/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=8857756 memory=8300908 CPUtime=13324.9 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 43638255 0 0 0 1326755 5736 0 0 20 0 5 0 560002598 9070342144 2075227 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 2214439 2075227 891 493 0 2207744 0
[pid=1218/tid=1235] ppid=1215 vsize=8857756 memory=988 CPUtime=1658.09 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 4357771 0 0 0 165181 628 0 0 20 0 5 0 560010367 9070342144 2075227 33554432000 4194304 6211132 140724019283104 139758264637864 5396439 0 0 4096 8405026 0 0 0 -1 2 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1236] ppid=1215 vsize=8857756 memory=-7035114785800479027 CPUtime=1657.18 cores=0-7
/proc/1218/task/1236/stat : 1236 (cosoco) R 1215 1218 32623 0 -1 4202560 5066374 0 0 0 165110 608 0 0 20 0 5 0 560010367 9070342144 2075227 33554432000 4194304 6211132 140724019283104 139758256245352 5035278 0 0 4096 8405026 0 0 0 -1 3 0 0 4 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1239] ppid=1215 vsize=8857756 memory=1708 CPUtime=1657.45 cores=0-7
/proc/1218/task/1239/stat : 1239 (cosoco) R 1215 1218 32623 0 -1 4202560 5733970 0 0 0 164875 870 0 0 20 0 5 0 560010367 9070342144 2075227 33554432000 4194304 6211132 140724019283104 139758231067160 5035283 0 0 4096 8405026 0 0 0 -1 6 0 0 4 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1242] ppid=1215 vsize=8857756 memory=8311644 CPUtime=1652.62 cores=0-7
/proc/1218/task/1242/stat : 1242 (cosoco) R 1215 1218 32623 0 -1 4202560 5303187 0 0 0 164516 746 0 0 20 0 5 0 560010367 9070342144 2075227 33554432000 4194304 6211132 140724019283104 139758205889864 5035283 0 0 4096 8405026 0 0 0 -1 1 0 0 5 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 13324.9 s
Current children cumulated vsize: 8857756 KiB
Current children cumulated memory: 8300908 KiB
[startup+1739.2 s]*
/proc/loadavg: 7.70 8.18 7.09 3/193 1384
/proc/meminfo: memFree=23379724/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=8857756 memory=8300968 CPUtime=13328.8 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 43838065 0 0 0 1327135 5748 0 0 20 0 3 0 560002598 9070342144 2075242 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 2214439 2075242 891 493 0 2207744 0
[pid=1218/tid=1235] ppid=1215 vsize=8857756 memory=6935054825532540783 CPUtime=1659.69 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 4453192 0 0 0 165336 633 0 0 20 0 3 0 560010367 9070342144 2075242 33554432000 4194304 6211132 140724019283104 139758264637864 5186256 0 0 4096 8405026 0 0 0 -1 2 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
[pid=1218/tid=1236] ppid=1215 vsize=8857756 memory=1708 CPUtime=1658.79 cores=0-7
/proc/1218/task/1236/stat : 1236 (cosoco) R 1215 1218 32623 0 -1 4202560 5170767 0 0 0 165265 614 0 0 20 0 3 0 560010367 9070342144 2075242 33554432000 4194304 6211132 140724019283104 139758256245352 5446654 0 0 4096 8405026 0 0 0 -1 3 0 0 4 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 13328.8 s
Current children cumulated vsize: 8857756 KiB
Current children cumulated memory: 8300968 KiB
[startup+1740 s]
/proc/loadavg: 7.70 8.18 7.09 3/193 1384
/proc/meminfo: memFree=23379724/32770624 swapFree=66966920/67108860
[pid=1218] ppid=1215 vsize=8857756 memory=8300992 CPUtime=13330.3 cores=0-7
/proc/1218/stat : 1218 (cosoco) S 1215 1218 32623 0 -1 1077944320 43841295 0 0 0 1327286 5748 0 0 20 0 2 0 560002598 9070342144 2075248 33554432000 4194304 6211132 140724019283104 140724019281360 139758287781623 0 0 4096 8405026 18446744073709551615 0 0 17 3 0 0 0 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
/proc/1218/statm: 2214439 2075248 891 493 0 2207744 0
[pid=1218/tid=1235] ppid=1215 vsize=8857756 memory=-7035114785800479027 CPUtime=1660.48 cores=0-7
/proc/1218/task/1235/stat : 1235 (cosoco) R 1215 1218 32623 0 -1 4202560 4455031 0 0 0 165415 633 0 0 20 0 2 0 560010367 9070342144 2075248 33554432000 4194304 6211132 140724019283104 139758264638024 5068978 0 0 4096 8405026 0 0 0 -1 2 0 0 2 0 0 8312316 8317760 8564736 140724019291153 140724019291245 140724019291245 140724019294158 0
Current children cumulated CPU time: 13330.3 s
Current children cumulated vsize: 8857756 KiB
Current children cumulated memory: 8300992 KiB
[startup+1740.4 s]
/proc/loadavg: 7.70 8.18 7.09 2/191 1384
/proc/meminfo: memFree=27631100/32770624 swapFree=66966920/67108860
Current children cumulated CPU time: 0 s
Current children cumulated vsize: 0 KiB
Current children cumulated memory: 0 KiB
[startup+1740.6 s]
/proc/loadavg: 7.70 8.18 7.09 2/191 1384
/proc/meminfo: memFree=27631100/32770624 swapFree=66966920/67108860
Current children cumulated CPU time: 0 s
Current children cumulated vsize: 0 KiB
Current children cumulated memory: 0 KiB
Child status: 0
Real time (s): 1740.68
CPU time (s): 13331
CPU user time (s): 13272.9
CPU system time (s): 58.1194
CPU usage (%): 765.851
Max. virtual memory (cumulated for all children) (KiB): 8874148
Max. memory (cumulated for all children) (KiB): 8311712
getrusage(RUSAGE_CHILDREN,...) data:
user time used= 13272.9
system time used= 58.1194
maximum resident set size= 8311716
integral shared memory size= 0
integral unshared data size= 0
integral unshared stack size= 0
page reclaims= 43841426
page faults= 0
swaps= 0
block input operations= 0
block output operations= 0
messages sent= 0
messages received= 0
signals received= 0
voluntary context switches= 84816
involuntary context switches= 109278
# summary of solver processes directly reported to runsolver:
# pid: 1218
# total CPU time (s): 13331
# total CPU user time (s): 13272.9
# total CPU system time (s): 58.1194
??? join timestamper begins
??? join timestamper ends
??? end of timestamper thread
runsolver used 8.39206 second user time and 15.5335 second system time
The end
Begin job on node145 at 2019-09-30 12:50:19 IDJOB=4409572 IDBENCH=141274 IDSOLVER=2877 FILE ID=node145/4409572-1569840661 RUNJOBID= node145-1569832522-32650 PBS_JOBID= 21705951 Free space on /tmp= 61456 MiB SOLVER NAME= cosoco 2.0 parallel BENCH NAME= XCSP18/Fapp/Fapp-m2s/Fapp-m2s-20-0420_c18.xml COMMAND LINE= cosoco -model -nbcores=NBCORE BENCHNAME RUNSOLVER COMMAND LINE= BIN/runsolver --timestamp -w /tmp/evaluation-result-4409572-1569840661/watcher-4409572-1569840661 -o /tmp/evaluation-result-4409572-1569840661/solver-4409572-1569840661 -C 20160 -W 2520 -M 31000 --bin-var /tmp/runsolver-exch-node145-1569832522-32650 --watchdog 2580 cosoco -model -nbcores=8 HOME/instance-4409572-1569840661.xml TIME LIMIT= 20160 seconds MEMORY LIMIT= 31000 MiB NBCORE= 8 MD5SUM BENCH= a9a1ecda6b6f8f1e99c2d233168bcaa1 RANDOM SEED=1744650491 node145.alineos.net Linux 3.10.0-514.16.1.el7.x86_64 #1 SMP Wed Apr 12 15:04:24 UTC 2017 /sys/devices/system/cpu/cpu0/cpufreq/scaling_governor: performance /proc/cpuinfo: processor : 0 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 microcode : 0x19 cpu MHz : 2668.000 cache size : 8192 KB physical id : 0 siblings : 4 core id : 0 cpu cores : 4 apicid : 0 initial apicid : 0 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida dtherm tpr_shadow vnmi flexpriority ept vpid bogomips : 5333.59 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 1 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 microcode : 0x19 cpu MHz : 2668.000 cache size : 8192 KB physical id : 1 siblings : 4 core id : 0 cpu cores : 4 apicid : 16 initial apicid : 16 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida dtherm tpr_shadow vnmi flexpriority ept vpid bogomips : 5332.55 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 2 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 microcode : 0x19 cpu MHz : 2668.000 cache size : 8192 KB physical id : 0 siblings : 4 core id : 1 cpu cores : 4 apicid : 2 initial apicid : 2 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida dtherm tpr_shadow vnmi flexpriority ept vpid bogomips : 5333.59 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 3 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 microcode : 0x19 cpu MHz : 2668.000 cache size : 8192 KB physical id : 1 siblings : 4 core id : 1 cpu cores : 4 apicid : 18 initial apicid : 18 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida dtherm tpr_shadow vnmi flexpriority ept vpid bogomips : 5332.55 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 4 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 microcode : 0x19 cpu MHz : 2668.000 cache size : 8192 KB physical id : 0 siblings : 4 core id : 2 cpu cores : 4 apicid : 4 initial apicid : 4 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida dtherm tpr_shadow vnmi flexpriority ept vpid bogomips : 5333.59 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 5 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 microcode : 0x19 cpu MHz : 2668.000 cache size : 8192 KB physical id : 1 siblings : 4 core id : 2 cpu cores : 4 apicid : 20 initial apicid : 20 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida dtherm tpr_shadow vnmi flexpriority ept vpid bogomips : 5332.55 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 6 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 microcode : 0x19 cpu MHz : 2668.000 cache size : 8192 KB physical id : 0 siblings : 4 core id : 3 cpu cores : 4 apicid : 6 initial apicid : 6 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida dtherm tpr_shadow vnmi flexpriority ept vpid bogomips : 5333.59 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 7 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 microcode : 0x19 cpu MHz : 2668.000 cache size : 8192 KB physical id : 1 siblings : 4 core id : 3 cpu cores : 4 apicid : 22 initial apicid : 22 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good nopl xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida dtherm tpr_shadow vnmi flexpriority ept vpid bogomips : 5332.55 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: /proc/meminfo: MemTotal: 32770624 kB MemFree: 30765580 kB MemAvailable: 31828680 kB Buffers: 157256 kB Cached: 1236288 kB SwapCached: 32684 kB Active: 376056 kB Inactive: 1055224 kB Active(anon): 2188 kB Inactive(anon): 117584 kB Active(file): 373868 kB Inactive(file): 937640 kB Unevictable: 110116 kB Mlocked: 110116 kB SwapTotal: 67108860 kB SwapFree: 66966920 kB Dirty: 741912 kB Writeback: 81148 kB AnonPages: 116080 kB Mapped: 28084 kB Shmem: 73436 kB Slab: 164488 kB SReclaimable: 134852 kB SUnreclaim: 29636 kB KernelStack: 3440 kB PageTables: 5060 kB NFS_Unstable: 0 kB Bounce: 0 kB WritebackTmp: 0 kB CommitLimit: 83494172 kB Committed_AS: 542900 kB VmallocTotal: 34359738367 kB VmallocUsed: 350232 kB VmallocChunk: 34341910524 kB HardwareCorrupted: 0 kB AnonHugePages: 67584 kB HugePages_Total: 0 HugePages_Free: 0 HugePages_Rsvd: 0 HugePages_Surp: 0 Hugepagesize: 2048 kB DirectMap4k: 120192 kB DirectMap2M: 33425408 kB Free space on /tmp at the end= 61908 MiB End job on node145 at 2019-09-30 13:19:20