--- Job ran13x13 Start 10/03/08 04:12:03 GAMS Rev 228 Copyright (C) 1987-2008 GAMS Development. All rights reserved Licensee: Stefan Vigerske G080908/0001CB-LNX Humboldt University Berlin, Numerical Mathematics DC5918 --- Starting compilation --- ran13x13.gms(106) 2 Mb --- GDXin=/home/stefan/work/gams/models/LINlib/ran13x13.gdx --- ran13x13.gms(148) 3 Mb --- Starting execution: elapsed 0:00:00.043 --- ran13x13.gms(123) 4 Mb --- Generating MIP model m --- ran13x13.gms(124) 4 Mb --- 196 rows 339 columns 1,015 non-zeroes --- 169 discrete-columns --- Executing SCIP: elapsed 0:00:00.050 SCIP version 1.10.0 [LP solver: Clp 1.8stable] Copyright (c) 2002-2008 Konrad-Zuse-Zentrum fuer Informationstechnik Berlin (ZIB) Optionfile /home/stefan/work/gams/benchmarks/LINLib.MIP/scip.opt successfully read. Starting MIP solve... presolving: (round 1) 0 del vars, 0 del conss, 169 chg bounds, 0 chg sides, 0 chg coeffs, 0 upgd conss, 0 impls, 0 clqs (round 2) 0 del vars, 0 del conss, 169 chg bounds, 0 chg sides, 0 chg coeffs, 169 upgd conss, 0 impls, 0 clqs (0.0s) probing: 101/169 (59.8%) - 0 fixings, 0 aggregations, 0 implications, 0 bound changes (0.0s) probing aborted: 100/100 successive totally useless probings presolving (3 rounds): 0 deleted vars, 0 deleted constraints, 169 tightened bounds, 0 added holes, 0 changed sides, 0 changed coefficients 169 implications, 0 cliques presolved problem has 338 variables (169 bin, 0 int, 0 impl, 169 cont) and 195 constraints 169 constraints of type 26 constraints of type Presolving Time: 0.02 node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 225 | 803k| 0 | 2.691439e+03 | -- | Inf r 1 | 0 | 225 | 809k| 0 | 2.691439e+03 | 3.521000e+03 | 30.82% 1 | 0 | 275 | 972k| 0 | 2.835694e+03 | 3.521000e+03 | 24.17% 1 | 0 | 355 |1019k| 0 | 2.901425e+03 | 3.521000e+03 | 21.35% 1 | 0 | 446 |1077k| 0 | 2.958174e+03 | 3.521000e+03 | 19.03% 1 | 0 | 516 |1124k| 0 | 2.993904e+03 | 3.521000e+03 | 17.61% 1 | 0 | 584 |1172k| 0 | 3.004644e+03 | 3.521000e+03 | 17.19% 1 | 0 | 658 |1240k| 0 | 3.012883e+03 | 3.521000e+03 | 16.86% 1 | 0 | 728 |1281k| 0 | 3.020324e+03 | 3.521000e+03 | 16.58% 1 | 0 | 801 |1343k| 0 | 3.025044e+03 | 3.521000e+03 | 16.40% 1 | 0 | 867 |1412k| 0 | 3.030780e+03 | 3.521000e+03 | 16.17% 1 | 0 | 926 |1456k| 0 | 3.033524e+03 | 3.521000e+03 | 16.07% 1 | 0 | 980 |1463k| 0 | 3.035764e+03 | 3.521000e+03 | 15.98% 1 | 0 | 1024 |1469k| 0 | 3.036199e+03 | 3.521000e+03 | 15.97% 1 | 0 | 1061 |1474k| 0 | 3.036497e+03 | 3.521000e+03 | 15.96% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 1090 |1479k| 0 | 3.036845e+03 | 3.521000e+03 | 15.94% E 1 | 0 | 1205 |1490k| 0 | 3.036845e+03 | 3.390000e+03 | 11.63% 1 | 0 | 1205 |1490k| 0 | 3.036845e+03 | 3.390000e+03 | 11.63% 1 | 2 | 1205 |1490k| 0 | 3.036845e+03 | 3.390000e+03 | 11.63% 100 | 101 | 7228 |1950k| 25 | 3.063665e+03 | 3.390000e+03 | 10.65% 200 | 187 | 12230 |2018k| 31 | 3.072349e+03 | 3.390000e+03 | 10.34% 300 | 259 | 15563 |2081k| 31 | 3.074106e+03 | 3.390000e+03 | 10.28% 400 | 347 | 19588 |2149k| 31 | 3.077893e+03 | 3.390000e+03 | 10.14% 500 | 433 | 22920 |2204k| 32 | 3.081420e+03 | 3.390000e+03 | 10.01% 600 | 523 | 25597 |2269k| 42 | 3.087549e+03 | 3.390000e+03 | 9.80% 700 | 599 | 29138 |2330k| 42 | 3.088708e+03 | 3.390000e+03 | 9.75% 800 | 661 | 31504 |2385k| 43 | 3.088708e+03 | 3.390000e+03 | 9.75% 900 | 715 | 34673 |2437k| 43 | 3.089202e+03 | 3.390000e+03 | 9.74% 1000 | 781 | 36938 |2502k| 52 | 3.092722e+03 | 3.390000e+03 | 9.61% 1100 | 815 | 40173 |2556k| 52 | 3.094105e+03 | 3.390000e+03 | 9.56% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1200 | 873 | 44114 |2621k| 52 | 3.097436e+03 | 3.390000e+03 | 9.45% 1300 | 957 | 50573 |2704k| 52 | 3.098970e+03 | 3.390000e+03 | 9.39% 1400 | 1025 | 54615 |2785k| 52 | 3.099267e+03 | 3.390000e+03 | 9.38% 1500 | 1095 | 59788 |2864k| 52 | 3.099627e+03 | 3.390000e+03 | 9.37% 1600 | 1161 | 64429 |2947k| 52 | 3.100149e+03 | 3.390000e+03 | 9.35% 1700 | 1257 | 70512 |3039k| 52 | 3.102372e+03 | 3.390000e+03 | 9.27% 1800 | 1333 | 76727 |3122k| 52 | 3.105362e+03 | 3.390000e+03 | 9.17% 1900 | 1397 | 80872 |3213k| 52 | 3.105816e+03 | 3.390000e+03 | 9.15% 2000 | 1465 | 84779 |3303k| 52 | 3.108421e+03 | 3.390000e+03 | 9.06% 2100 | 1533 | 88383 |3383k| 52 | 3.108421e+03 | 3.390000e+03 | 9.06% 2200 | 1605 | 92180 |3475k| 52 | 3.108421e+03 | 3.390000e+03 | 9.06% 2300 | 1671 | 95493 |3557k| 55 | 3.109653e+03 | 3.390000e+03 | 9.02% 2400 | 1751 |100888 |3652k| 55 | 3.109921e+03 | 3.390000e+03 | 9.01% 2500 | 1811 |104972 |3732k| 55 | 3.111669e+03 | 3.390000e+03 | 8.94% 2600 | 1877 |109354 |3813k| 55 | 3.112424e+03 | 3.390000e+03 | 8.92% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 2700 | 1933 |114663 |3885k| 55 | 3.118454e+03 | 3.390000e+03 | 8.71% 2800 | 2001 |118824 |3969k| 55 | 3.118666e+03 | 3.390000e+03 | 8.70% 2900 | 2061 |123919 |4053k| 55 | 3.118666e+03 | 3.390000e+03 | 8.70% 3000 | 2127 |128316 |4142k| 55 | 3.120281e+03 | 3.390000e+03 | 8.64% 3100 | 2191 |132661 |4223k| 55 | 3.120660e+03 | 3.390000e+03 | 8.63% 3200 | 2263 |136920 |4311k| 55 | 3.121270e+03 | 3.390000e+03 | 8.61% 3300 | 2327 |140222 |4407k| 55 | 3.121341e+03 | 3.390000e+03 | 8.61% 3400 | 2377 |143022 |4499k| 55 | 3.121346e+03 | 3.390000e+03 | 8.61% C 3430 | 1317 |143657 |3058k| 55 | 3.121346e+03 | 3.284000e+03 | 5.21% 3500 | 1347 |146057 |3103k| 55 | 3.121666e+03 | 3.284000e+03 | 5.20% 3600 | 1385 |148765 |3162k| 55 | 3.121666e+03 | 3.284000e+03 | 5.20% 3700 | 1417 |152503 |3234k| 55 | 3.121666e+03 | 3.284000e+03 | 5.20% 3800 | 1459 |157381 |3306k| 55 | 3.121816e+03 | 3.284000e+03 | 5.20% 3900 | 1495 |160491 |3380k| 55 | 3.121972e+03 | 3.284000e+03 | 5.19% 4000 | 1519 |163432 |3426k| 55 | 3.122173e+03 | 3.284000e+03 | 5.18% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 4100 | 1561 |167622 |3500k| 55 | 3.123496e+03 | 3.284000e+03 | 5.14% 4200 | 1597 |170953 |3554k| 55 | 3.123517e+03 | 3.284000e+03 | 5.14% 4300 | 1627 |174264 |3606k| 55 | 3.123833e+03 | 3.284000e+03 | 5.13% 4400 | 1667 |178121 |3679k| 55 | 3.126227e+03 | 3.284000e+03 | 5.05% 4500 | 1705 |181096 |3735k| 55 | 3.127009e+03 | 3.284000e+03 | 5.02% 4600 | 1727 |184490 |3800k| 55 | 3.128071e+03 | 3.284000e+03 | 4.98% 4700 | 1773 |187399 |3862k| 55 | 3.128074e+03 | 3.284000e+03 | 4.98% 4800 | 1811 |190397 |3921k| 55 | 3.128221e+03 | 3.284000e+03 | 4.98% 4900 | 1831 |193294 |3965k| 55 | 3.128686e+03 | 3.284000e+03 | 4.96% 5000 | 1861 |196254 |4025k| 55 | 3.129186e+03 | 3.284000e+03 | 4.95% 5100 | 1895 |199072 |4078k| 55 | 3.129490e+03 | 3.284000e+03 | 4.94% 5200 | 1933 |203207 |4149k| 55 | 3.129779e+03 | 3.284000e+03 | 4.93% 5300 | 1967 |205829 |4201k| 55 | 3.129779e+03 | 3.284000e+03 | 4.93% 5400 | 1993 |208222 |4240k| 55 | 3.130328e+03 | 3.284000e+03 | 4.91% 5500 | 2019 |211086 |4291k| 55 | 3.130625e+03 | 3.284000e+03 | 4.90% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 5600 | 2045 |213840 |4364k| 55 | 3.131027e+03 | 3.284000e+03 | 4.89% 5700 | 2073 |216179 |4410k| 58 | 3.131029e+03 | 3.284000e+03 | 4.89% 5800 | 2107 |218982 |4456k| 58 | 3.131359e+03 | 3.284000e+03 | 4.87% 5900 | 2143 |222704 |4515k| 58 | 3.132506e+03 | 3.284000e+03 | 4.84% 6000 | 2175 |225662 |4560k| 58 | 3.132506e+03 | 3.284000e+03 | 4.84% 6100 | 2211 |228563 |4613k| 58 | 3.132608e+03 | 3.284000e+03 | 4.83% 6200 | 2237 |230500 |4646k| 58 | 3.133465e+03 | 3.284000e+03 | 4.80% 6300 | 2263 |233921 |4693k| 58 | 3.133503e+03 | 3.284000e+03 | 4.80% 6400 | 2283 |236795 |4733k| 58 | 3.133642e+03 | 3.284000e+03 | 4.80% 6500 | 2303 |239168 |4778k| 58 | 3.133899e+03 | 3.284000e+03 | 4.79% 6600 | 2331 |241785 |4839k| 58 | 3.133899e+03 | 3.284000e+03 | 4.79% 6700 | 2349 |245460 |4870k| 58 | 3.133899e+03 | 3.284000e+03 | 4.79% 6800 | 2369 |247556 |4908k| 58 | 3.134356e+03 | 3.284000e+03 | 4.77% 6900 | 2395 |250138 |4948k| 58 | 3.135237e+03 | 3.284000e+03 | 4.74% 7000 | 2421 |252374 |4983k| 58 | 3.135431e+03 | 3.284000e+03 | 4.74% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 7100 | 2455 |254775 |5025k| 58 | 3.135459e+03 | 3.284000e+03 | 4.74% 7200 | 2471 |257271 |5062k| 58 | 3.135459e+03 | 3.284000e+03 | 4.74% 7300 | 2487 |260301 |5104k| 60 | 3.136425e+03 | 3.284000e+03 | 4.71% 7400 | 2507 |262631 |5139k| 60 | 3.136425e+03 | 3.284000e+03 | 4.71% 7500 | 2533 |265711 |5190k| 60 | 3.137316e+03 | 3.284000e+03 | 4.68% 7600 | 2553 |268403 |5226k| 60 | 3.137398e+03 | 3.284000e+03 | 4.67% 7700 | 2577 |272031 |5264k| 60 | 3.137519e+03 | 3.284000e+03 | 4.67% 7800 | 2607 |273930 |5308k| 60 | 3.138310e+03 | 3.284000e+03 | 4.64% 7900 | 2621 |276366 |5342k| 60 | 3.138577e+03 | 3.284000e+03 | 4.63% 8000 | 2645 |278545 |5382k| 60 | 3.138577e+03 | 3.284000e+03 | 4.63% 8100 | 2659 |281703 |5411k| 60 | 3.138736e+03 | 3.284000e+03 | 4.63% 8200 | 2695 |283863 |5458k| 60 | 3.138868e+03 | 3.284000e+03 | 4.62% 8300 | 2719 |286109 |5502k| 60 | 3.139125e+03 | 3.284000e+03 | 4.62% 8400 | 2743 |287924 |5535k| 60 | 3.139125e+03 | 3.284000e+03 | 4.62% 8500 | 2761 |290683 |5567k| 60 | 3.140957e+03 | 3.284000e+03 | 4.55% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 8600 | 2793 |292668 |5612k| 60 | 3.140957e+03 | 3.284000e+03 | 4.55% 8700 | 2819 |294983 |5654k| 60 | 3.141658e+03 | 3.284000e+03 | 4.53% 8800 | 2841 |297440 |5686k| 60 | 3.141658e+03 | 3.284000e+03 | 4.53% 8900 | 2857 |300411 |5727k| 60 | 3.141658e+03 | 3.284000e+03 | 4.53% 9000 | 2879 |302649 |5766k| 60 | 3.141672e+03 | 3.284000e+03 | 4.53% 9100 | 2895 |304394 |5794k| 60 | 3.141672e+03 | 3.284000e+03 | 4.53% 9200 | 2911 |307864 |5831k| 60 | 3.141941e+03 | 3.284000e+03 | 4.52% 9300 | 2925 |310422 |5867k| 60 | 3.142024e+03 | 3.284000e+03 | 4.52% 9400 | 2953 |313136 |5913k| 60 | 3.142124e+03 | 3.284000e+03 | 4.52% 9500 | 2969 |315357 |5938k| 60 | 3.142124e+03 | 3.284000e+03 | 4.52% 9600 | 2991 |317080 |5972k| 60 | 3.142124e+03 | 3.284000e+03 | 4.52% 9700 | 2999 |319289 |5992k| 60 | 3.142124e+03 | 3.284000e+03 | 4.52% 9800 | 3009 |321531 |6018k| 60 | 3.142124e+03 | 3.284000e+03 | 4.52% 9900 | 3033 |325098 |6061k| 60 | 3.143295e+03 | 3.284000e+03 | 4.48% 10000 | 3041 |327047 |6086k| 60 | 3.143586e+03 | 3.284000e+03 | 4.47% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 10100 | 3063 |329402 |6126k| 60 | 3.144143e+03 | 3.284000e+03 | 4.45% 10200 | 3085 |331591 |6165k| 60 | 3.144143e+03 | 3.284000e+03 | 4.45% * 10230 | 3019 |331911 |6090k| 60 | 3.144143e+03 | 3.282000e+03 | 4.38% 10300 | 3023 |333945 |6103k| 60 | 3.144732e+03 | 3.282000e+03 | 4.37% 10400 | 3043 |336885 |6151k| 60 | 3.145221e+03 | 3.282000e+03 | 4.35% 10500 | 3059 |339582 |6184k| 60 | 3.145221e+03 | 3.282000e+03 | 4.35% 10600 | 3073 |341357 |6214k| 60 | 3.145221e+03 | 3.282000e+03 | 4.35% 10700 | 3091 |343932 |6253k| 60 | 3.145221e+03 | 3.282000e+03 | 4.35% 10800 | 3109 |346636 |6289k| 60 | 3.145337e+03 | 3.282000e+03 | 4.34% 10900 | 3121 |348972 |6314k| 60 | 3.146379e+03 | 3.282000e+03 | 4.31% 11000 | 3139 |351364 |6352k| 60 | 3.146379e+03 | 3.282000e+03 | 4.31% 11100 | 3145 |353540 |6368k| 60 | 3.146379e+03 | 3.282000e+03 | 4.31% 11200 | 3175 |356800 |6403k| 60 | 3.146730e+03 | 3.282000e+03 | 4.30% 11300 | 3187 |359084 |6432k| 60 | 3.146777e+03 | 3.282000e+03 | 4.30% 11400 | 3207 |361334 |6480k| 60 | 3.146777e+03 | 3.282000e+03 | 4.30% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 11500 | 3229 |363299 |6514k| 60 | 3.147235e+03 | 3.282000e+03 | 4.28% 11600 | 3249 |365319 |6544k| 60 | 3.147235e+03 | 3.282000e+03 | 4.28% 11700 | 3263 |367562 |6572k| 60 | 3.147797e+03 | 3.282000e+03 | 4.26% 11800 | 3275 |369971 |6607k| 60 | 3.147841e+03 | 3.282000e+03 | 4.26% 11900 | 3285 |372077 |6633k| 60 | 3.148000e+03 | 3.282000e+03 | 4.26% 12000 | 3295 |373722 |6660k| 60 | 3.148077e+03 | 3.282000e+03 | 4.25% 12100 | 3315 |375558 |6695k| 60 | 3.148316e+03 | 3.282000e+03 | 4.25% 12200 | 3329 |377880 |6721k| 60 | 3.148316e+03 | 3.282000e+03 | 4.25% 12300 | 3337 |380447 |6754k| 60 | 3.148455e+03 | 3.282000e+03 | 4.24% 12400 | 3357 |382874 |6790k| 60 | 3.148497e+03 | 3.282000e+03 | 4.24% 12500 | 3371 |385450 |6829k| 60 | 3.148510e+03 | 3.282000e+03 | 4.24% 12600 | 3383 |388243 |6867k| 60 | 3.148724e+03 | 3.282000e+03 | 4.23% 12700 | 3411 |390365 |6913k| 60 | 3.148910e+03 | 3.282000e+03 | 4.23% 12800 | 3427 |392348 |6949k| 60 | 3.148910e+03 | 3.282000e+03 | 4.23% 12900 | 3439 |394617 |6983k| 60 | 3.149830e+03 | 3.282000e+03 | 4.20% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 13000 | 3451 |397112 |7023k| 60 | 3.150298e+03 | 3.282000e+03 | 4.18% 13100 | 3467 |399666 |7061k| 60 | 3.150572e+03 | 3.282000e+03 | 4.17% 13200 | 3475 |401700 |7084k| 60 | 3.150780e+03 | 3.282000e+03 | 4.16% 13300 | 3485 |404642 |7118k| 60 | 3.151342e+03 | 3.282000e+03 | 4.15% 13400 | 3505 |407788 |7157k| 60 | 3.151732e+03 | 3.282000e+03 | 4.13% 13500 | 3525 |410091 |7191k| 60 | 3.151983e+03 | 3.282000e+03 | 4.12% 13600 | 3541 |412683 |7224k| 60 | 3.152052e+03 | 3.282000e+03 | 4.12% 13700 | 3555 |414232 |7245k| 60 | 3.152052e+03 | 3.282000e+03 | 4.12% 13800 | 3565 |416087 |7270k| 60 | 3.152096e+03 | 3.282000e+03 | 4.12% 13900 | 3577 |418373 |7309k| 60 | 3.152984e+03 | 3.282000e+03 | 4.09% 14000 | 3603 |421850 |7350k| 60 | 3.153213e+03 | 3.282000e+03 | 4.08% 14100 | 3611 |424190 |7384k| 60 | 3.153213e+03 | 3.282000e+03 | 4.08% 14200 | 3621 |426706 |7414k| 60 | 3.153817e+03 | 3.282000e+03 | 4.06% 14300 | 3633 |429612 |7440k| 60 | 3.154228e+03 | 3.282000e+03 | 4.05% 14400 | 3649 |432046 |7475k| 60 | 3.154976e+03 | 3.282000e+03 | 4.03% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 14500 | 3659 |433552 |7498k| 60 | 3.154976e+03 | 3.282000e+03 | 4.03% 14600 | 3671 |435350 |7521k| 60 | 3.154976e+03 | 3.282000e+03 | 4.03% 14700 | 3683 |437812 |7544k| 60 | 3.155058e+03 | 3.282000e+03 | 4.02% 14800 | 3701 |439567 |7574k| 60 | 3.155058e+03 | 3.282000e+03 | 4.02% 14900 | 3713 |442247 |7605k| 60 | 3.155328e+03 | 3.282000e+03 | 4.01% 15000 | 3719 |444096 |7625k| 60 | 3.155328e+03 | 3.282000e+03 | 4.01% 15100 | 3735 |446151 |7660k| 60 | 3.155328e+03 | 3.282000e+03 | 4.01% 15200 | 3741 |447955 |7675k| 60 | 3.155328e+03 | 3.282000e+03 | 4.01% 15300 | 3761 |449846 |7710k| 60 | 3.155561e+03 | 3.282000e+03 | 4.01% 15400 | 3767 |451850 |7738k| 60 | 3.155568e+03 | 3.282000e+03 | 4.01% 15500 | 3785 |454655 |7763k| 60 | 3.155568e+03 | 3.282000e+03 | 4.01% 15600 | 3791 |457019 |7783k| 60 | 3.155568e+03 | 3.282000e+03 | 4.01% 15700 | 3803 |458969 |7806k| 60 | 3.155568e+03 | 3.282000e+03 | 4.01% 15800 | 3819 |461540 |7849k| 60 | 3.155726e+03 | 3.282000e+03 | 4.00% * 15896 | 3344 |463632 |7260k| 60 | 3.156106e+03 | 3.271000e+03 | 3.64% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 15900 | 3344 |463678 |7259k| 60 | 3.156106e+03 | 3.271000e+03 | 3.64% 16000 | 3358 |466357 |7289k| 60 | 3.156264e+03 | 3.271000e+03 | 3.64% 16100 | 3362 |468902 |7307k| 60 | 3.156854e+03 | 3.271000e+03 | 3.62% 16200 | 3372 |470667 |7330k| 60 | 3.157248e+03 | 3.271000e+03 | 3.60% 16300 | 3384 |472952 |7360k| 60 | 3.157590e+03 | 3.271000e+03 | 3.59% 16400 | 3384 |475150 |7380k| 60 | 3.157668e+03 | 3.271000e+03 | 3.59% 16500 | 3394 |477481 |7407k| 60 | 3.158125e+03 | 3.271000e+03 | 3.57% 16600 | 3406 |479871 |7430k| 60 | 3.158369e+03 | 3.271000e+03 | 3.57% 16700 | 3414 |482347 |7462k| 60 | 3.158795e+03 | 3.271000e+03 | 3.55% 16800 | 3426 |485647 |7485k| 60 | 3.159079e+03 | 3.271000e+03 | 3.54% 16900 | 3426 |487181 |7499k| 60 | 3.159079e+03 | 3.271000e+03 | 3.54% 17000 | 3440 |490915 |7544k| 60 | 3.159589e+03 | 3.271000e+03 | 3.53% 17100 | 3454 |492319 |7556k| 60 | 3.160200e+03 | 3.271000e+03 | 3.51% 17200 | 3462 |494494 |7580k| 60 | 3.160969e+03 | 3.271000e+03 | 3.48% 17300 | 3454 |496863 |7593k| 60 | 3.161201e+03 | 3.271000e+03 | 3.47% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 17400 | 3460 |498886 |7612k| 60 | 3.161227e+03 | 3.271000e+03 | 3.47% 17500 | 3470 |500960 |7640k| 60 | 3.161437e+03 | 3.271000e+03 | 3.47% 17600 | 3486 |503252 |7672k| 60 | 3.161632e+03 | 3.271000e+03 | 3.46% 17700 | 3492 |505912 |7698k| 60 | 3.161793e+03 | 3.271000e+03 | 3.45% 17800 | 3498 |508004 |7726k| 60 | 3.161976e+03 | 3.271000e+03 | 3.45% 17900 | 3506 |510552 |7756k| 60 | 3.162067e+03 | 3.271000e+03 | 3.44% 18000 | 3524 |512539 |7788k| 60 | 3.162067e+03 | 3.271000e+03 | 3.44% 18100 | 3530 |515296 |7813k| 60 | 3.162067e+03 | 3.271000e+03 | 3.44% 18200 | 3536 |517655 |7840k| 60 | 3.162163e+03 | 3.271000e+03 | 3.44% 18300 | 3550 |519593 |7866k| 60 | 3.162163e+03 | 3.271000e+03 | 3.44% 18400 | 3554 |521654 |7881k| 60 | 3.162215e+03 | 3.271000e+03 | 3.44% 18500 | 3566 |524658 |7916k| 60 | 3.162329e+03 | 3.271000e+03 | 3.44% 18600 | 3576 |526502 |7944k| 60 | 3.162439e+03 | 3.271000e+03 | 3.43% 18700 | 3582 |528858 |7974k| 60 | 3.162806e+03 | 3.271000e+03 | 3.42% 18800 | 3584 |531260 |8004k| 60 | 3.162806e+03 | 3.271000e+03 | 3.42% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 18900 | 3592 |534286 |8025k| 60 | 3.163232e+03 | 3.271000e+03 | 3.41% 19000 | 3604 |536803 |8055k| 60 | 3.163370e+03 | 3.271000e+03 | 3.40% 19100 | 3618 |539200 |8085k| 60 | 3.164948e+03 | 3.271000e+03 | 3.35% 19200 | 3622 |540937 |8103k| 60 | 3.165142e+03 | 3.271000e+03 | 3.34% 19300 | 3630 |542703 |8119k| 60 | 3.165165e+03 | 3.271000e+03 | 3.34% 19400 | 3626 |545065 |8132k| 60 | 3.165369e+03 | 3.271000e+03 | 3.34% 19500 | 3624 |546927 |8136k| 60 | 3.165369e+03 | 3.271000e+03 | 3.34% 19600 | 3624 |548673 |8151k| 60 | 3.165810e+03 | 3.271000e+03 | 3.32% 19700 | 3632 |551045 |8177k| 60 | 3.166329e+03 | 3.271000e+03 | 3.31% 19800 | 3640 |553171 |8202k| 60 | 3.166511e+03 | 3.271000e+03 | 3.30% 19900 | 3640 |555270 |8215k| 60 | 3.166764e+03 | 3.271000e+03 | 3.29% 20000 | 3648 |557038 |8235k| 60 | 3.166872e+03 | 3.271000e+03 | 3.29% 20100 | 3654 |559411 |8259k| 60 | 3.167070e+03 | 3.271000e+03 | 3.28% 20200 | 3650 |561292 |8270k| 60 | 3.167470e+03 | 3.271000e+03 | 3.27% 20300 | 3658 |563406 |8302k| 60 | 3.167566e+03 | 3.271000e+03 | 3.27% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 20400 | 3664 |565480 |8321k| 60 | 3.167748e+03 | 3.271000e+03 | 3.26% 20500 | 3666 |567912 |8335k| 60 | 3.167899e+03 | 3.271000e+03 | 3.25% 20600 | 3668 |570387 |8345k| 60 | 3.167899e+03 | 3.271000e+03 | 3.25% 20700 | 3672 |572083 |8360k| 61 | 3.167899e+03 | 3.271000e+03 | 3.25% 20800 | 3674 |573849 |8369k| 61 | 3.167899e+03 | 3.271000e+03 | 3.25% 20900 | 3680 |576083 |8384k| 61 | 3.168260e+03 | 3.271000e+03 | 3.24% 21000 | 3692 |578421 |8416k| 61 | 3.168497e+03 | 3.271000e+03 | 3.24% 21100 | 3700 |580782 |8426k| 61 | 3.168497e+03 | 3.271000e+03 | 3.24% 21200 | 3698 |583090 |8441k| 61 | 3.168519e+03 | 3.271000e+03 | 3.23% 21300 | 3712 |585280 |8478k| 61 | 3.168640e+03 | 3.271000e+03 | 3.23% 21400 | 3724 |587469 |8499k| 61 | 3.168640e+03 | 3.271000e+03 | 3.23% 21500 | 3732 |589589 |8528k| 61 | 3.168708e+03 | 3.271000e+03 | 3.23% 21600 | 3740 |591539 |8555k| 61 | 3.168986e+03 | 3.271000e+03 | 3.22% 21700 | 3736 |593517 |8566k| 61 | 3.169055e+03 | 3.271000e+03 | 3.22% 21800 | 3732 |594948 |8574k| 61 | 3.169055e+03 | 3.271000e+03 | 3.22% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 21900 | 3732 |596608 |8585k| 61 | 3.169219e+03 | 3.271000e+03 | 3.21% 22000 | 3740 |599095 |8606k| 61 | 3.169645e+03 | 3.271000e+03 | 3.20% 22100 | 3736 |601570 |8610k| 61 | 3.169718e+03 | 3.271000e+03 | 3.20% 22200 | 3736 |603756 |8620k| 61 | 3.169718e+03 | 3.271000e+03 | 3.20% 22300 | 3742 |606613 |8637k| 61 | 3.169776e+03 | 3.271000e+03 | 3.19% 22400 | 3732 |608783 |8649k| 61 | 3.169776e+03 | 3.271000e+03 | 3.19% 22500 | 3744 |611555 |8672k| 61 | 3.169783e+03 | 3.271000e+03 | 3.19% 22600 | 3752 |614430 |8705k| 61 | 3.170127e+03 | 3.271000e+03 | 3.18% 22700 | 3750 |617002 |8728k| 61 | 3.170382e+03 | 3.271000e+03 | 3.17% 22800 | 3752 |619115 |8741k| 61 | 3.170441e+03 | 3.271000e+03 | 3.17% 22900 | 3762 |621289 |8767k| 61 | 3.170562e+03 | 3.271000e+03 | 3.17% 23000 | 3782 |623171 |8793k| 61 | 3.170811e+03 | 3.271000e+03 | 3.16% 23100 | 3782 |625112 |8804k| 61 | 3.170826e+03 | 3.271000e+03 | 3.16% 23200 | 3790 |627095 |8828k| 61 | 3.170983e+03 | 3.271000e+03 | 3.15% 23300 | 3784 |628661 |8833k| 61 | 3.170983e+03 | 3.271000e+03 | 3.15% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 23400 | 3802 |631321 |8862k| 61 | 3.171232e+03 | 3.271000e+03 | 3.15% 23500 | 3806 |633440 |8868k| 61 | 3.171573e+03 | 3.271000e+03 | 3.13% 23600 | 3802 |635418 |8883k| 61 | 3.171810e+03 | 3.271000e+03 | 3.13% 23700 | 3806 |637811 |8896k| 61 | 3.171900e+03 | 3.271000e+03 | 3.12% 23800 | 3810 |640330 |8907k| 61 | 3.172011e+03 | 3.271000e+03 | 3.12% 23900 | 3806 |642494 |8928k| 61 | 3.172175e+03 | 3.271000e+03 | 3.12% 24000 | 3812 |644252 |8940k| 61 | 3.172633e+03 | 3.271000e+03 | 3.10% 24100 | 3808 |646753 |8944k| 61 | 3.172889e+03 | 3.271000e+03 | 3.09% 24200 | 3806 |648939 |8964k| 61 | 3.173131e+03 | 3.271000e+03 | 3.08% 24300 | 3820 |652174 |8997k| 61 | 3.173346e+03 | 3.271000e+03 | 3.08% 24400 | 3820 |654263 |9009k| 61 | 3.173346e+03 | 3.271000e+03 | 3.08% 24500 | 3826 |656749 |9024k| 61 | 3.173414e+03 | 3.271000e+03 | 3.08% 24600 | 3826 |659001 |9040k| 61 | 3.173775e+03 | 3.271000e+03 | 3.06% 24700 | 3822 |661345 |9049k| 61 | 3.173862e+03 | 3.271000e+03 | 3.06% 24800 | 3832 |663048 |9068k| 61 | 3.173902e+03 | 3.271000e+03 | 3.06% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 24900 | 3844 |664932 |9089k| 61 | 3.174005e+03 | 3.271000e+03 | 3.06% * 24969 | 2527 |666635 |7085k| 61 | 3.174145e+03 | 3.252000e+03 | 2.45% 25000 | 2524 |667630 |7095k| 61 | 3.174252e+03 | 3.252000e+03 | 2.45% 25100 | 2522 |670367 |7105k| 61 | 3.174333e+03 | 3.252000e+03 | 2.45% 25200 | 2512 |672981 |7099k| 61 | 3.174345e+03 | 3.252000e+03 | 2.45% 25300 | 2508 |675667 |7108k| 61 | 3.174356e+03 | 3.252000e+03 | 2.45% 25400 | 2502 |678736 |7110k| 61 | 3.174555e+03 | 3.252000e+03 | 2.44% 25500 | 2498 |680971 |7117k| 61 | 3.174671e+03 | 3.252000e+03 | 2.44% 25600 | 2494 |683139 |7123k| 61 | 3.174686e+03 | 3.252000e+03 | 2.44% 25700 | 2498 |685739 |7145k| 61 | 3.174902e+03 | 3.252000e+03 | 2.43% 25800 | 2484 |688211 |7133k| 61 | 3.175137e+03 | 3.252000e+03 | 2.42% 25900 | 2478 |690989 |7152k| 61 | 3.175239e+03 | 3.252000e+03 | 2.42% 26000 | 2464 |693739 |7147k| 61 | 3.175250e+03 | 3.252000e+03 | 2.42% 26100 | 2462 |695804 |7156k| 61 | 3.175311e+03 | 3.252000e+03 | 2.42% 26200 | 2460 |698681 |7168k| 61 | 3.175426e+03 | 3.252000e+03 | 2.41% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 26300 | 2452 |701446 |7164k| 61 | 3.175557e+03 | 3.252000e+03 | 2.41% 26400 | 2440 |704843 |7162k| 61 | 3.175558e+03 | 3.252000e+03 | 2.41% 26500 | 2440 |707251 |7175k| 61 | 3.175808e+03 | 3.252000e+03 | 2.40% 26600 | 2426 |709711 |7154k| 61 | 3.176113e+03 | 3.252000e+03 | 2.39% 26700 | 2422 |712442 |7164k| 61 | 3.176113e+03 | 3.252000e+03 | 2.39% 26800 | 2408 |714907 |7154k| 61 | 3.176318e+03 | 3.252000e+03 | 2.38% 26900 | 2410 |717317 |7172k| 61 | 3.176665e+03 | 3.252000e+03 | 2.37% 27000 | 2406 |719820 |7178k| 61 | 3.177009e+03 | 3.252000e+03 | 2.36% 27100 | 2400 |722732 |7185k| 61 | 3.177395e+03 | 3.252000e+03 | 2.35% 27200 | 2388 |725458 |7186k| 61 | 3.177478e+03 | 3.252000e+03 | 2.35% 27300 | 2378 |727670 |7181k| 61 | 3.177507e+03 | 3.252000e+03 | 2.34% 27400 | 2368 |729971 |7176k| 61 | 3.177679e+03 | 3.252000e+03 | 2.34% 27500 | 2372 |732158 |7177k| 61 | 3.177679e+03 | 3.252000e+03 | 2.34% 27600 | 2364 |734817 |7181k| 61 | 3.177973e+03 | 3.252000e+03 | 2.33% 27700 | 2360 |737306 |7184k| 61 | 3.178175e+03 | 3.252000e+03 | 2.32% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 27800 | 2338 |740378 |7163k| 61 | 3.178468e+03 | 3.252000e+03 | 2.31% 27900 | 2328 |743001 |7171k| 61 | 3.178645e+03 | 3.252000e+03 | 2.31% 28000 | 2318 |745368 |7171k| 61 | 3.178707e+03 | 3.252000e+03 | 2.31% 28100 | 2296 |747703 |7143k| 61 | 3.179146e+03 | 3.252000e+03 | 2.29% 28200 | 2296 |750519 |7146k| 61 | 3.179295e+03 | 3.252000e+03 | 2.29% 28300 | 2294 |752786 |7149k| 61 | 3.179768e+03 | 3.252000e+03 | 2.27% 28400 | 2288 |755231 |7157k| 61 | 3.179884e+03 | 3.252000e+03 | 2.27% 28500 | 2284 |757750 |7167k| 61 | 3.179966e+03 | 3.252000e+03 | 2.27% 28600 | 2280 |759831 |7169k| 61 | 3.180164e+03 | 3.252000e+03 | 2.26% 28700 | 2260 |762646 |7159k| 61 | 3.180222e+03 | 3.252000e+03 | 2.26% 28800 | 2242 |765252 |7137k| 61 | 3.180441e+03 | 3.252000e+03 | 2.25% 28900 | 2220 |768078 |7115k| 61 | 3.180839e+03 | 3.252000e+03 | 2.24% 29000 | 2208 |770022 |7109k| 61 | 3.181045e+03 | 3.252000e+03 | 2.23% 29100 | 2192 |773260 |7100k| 61 | 3.181344e+03 | 3.252000e+03 | 2.22% 29200 | 2184 |775981 |7104k| 61 | 3.181464e+03 | 3.252000e+03 | 2.22% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 29300 | 2170 |778990 |7095k| 61 | 3.181878e+03 | 3.252000e+03 | 2.20% 29400 | 2160 |781255 |7088k| 61 | 3.181924e+03 | 3.252000e+03 | 2.20% 29500 | 2152 |783776 |7086k| 61 | 3.182448e+03 | 3.252000e+03 | 2.19% 29600 | 2138 |786173 |7075k| 61 | 3.182640e+03 | 3.252000e+03 | 2.18% 29700 | 2118 |788925 |7061k| 61 | 3.182910e+03 | 3.252000e+03 | 2.17% 29800 | 2102 |791507 |7056k| 61 | 3.183026e+03 | 3.252000e+03 | 2.17% 29900 | 2094 |793892 |7064k| 61 | 3.183195e+03 | 3.252000e+03 | 2.16% 30000 | 2076 |796393 |7035k| 61 | 3.183195e+03 | 3.252000e+03 | 2.16% 30100 | 2072 |798858 |7048k| 61 | 3.183228e+03 | 3.252000e+03 | 2.16% 30200 | 2060 |801441 |7029k| 61 | 3.183307e+03 | 3.252000e+03 | 2.16% 30300 | 2034 |804566 |7006k| 61 | 3.183712e+03 | 3.252000e+03 | 2.14% 30400 | 2022 |807239 |6999k| 61 | 3.183712e+03 | 3.252000e+03 | 2.14% 30500 | 2008 |809980 |6977k| 61 | 3.183771e+03 | 3.252000e+03 | 2.14% 30600 | 1998 |813064 |6969k| 61 | 3.183824e+03 | 3.252000e+03 | 2.14% 30700 | 1980 |816244 |6953k| 61 | 3.184227e+03 | 3.252000e+03 | 2.13% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 30800 | 1970 |818959 |6950k| 61 | 3.184731e+03 | 3.252000e+03 | 2.11% 30900 | 1950 |821915 |6912k| 61 | 3.185089e+03 | 3.252000e+03 | 2.10% 31000 | 1936 |824463 |6904k| 61 | 3.185131e+03 | 3.252000e+03 | 2.10% 31100 | 1918 |827119 |6871k| 61 | 3.185572e+03 | 3.252000e+03 | 2.09% 31200 | 1904 |830026 |6856k| 61 | 3.185897e+03 | 3.252000e+03 | 2.07% 31300 | 1900 |832935 |6866k| 61 | 3.185960e+03 | 3.252000e+03 | 2.07% 31400 | 1874 |835223 |6836k| 61 | 3.186068e+03 | 3.252000e+03 | 2.07% 31500 | 1866 |837488 |6831k| 61 | 3.186197e+03 | 3.252000e+03 | 2.07% 31600 | 1846 |840092 |6806k| 61 | 3.186231e+03 | 3.252000e+03 | 2.06% 31700 | 1812 |843776 |6756k| 61 | 3.186423e+03 | 3.252000e+03 | 2.06% 31800 | 1794 |846391 |6729k| 61 | 3.186595e+03 | 3.252000e+03 | 2.05% 31900 | 1772 |848953 |6700k| 61 | 3.186679e+03 | 3.252000e+03 | 2.05% 32000 | 1750 |851590 |6669k| 61 | 3.186928e+03 | 3.252000e+03 | 2.04% 32100 | 1718 |854511 |6632k| 61 | 3.187219e+03 | 3.252000e+03 | 2.03% 32200 | 1704 |857078 |6612k| 61 | 3.187433e+03 | 3.252000e+03 | 2.03% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 32300 | 1674 |860038 |6573k| 61 | 3.188356e+03 | 3.252000e+03 | 2.00% 32400 | 1650 |863028 |6544k| 61 | 3.188442e+03 | 3.252000e+03 | 1.99% 32500 | 1622 |865950 |6509k| 61 | 3.188552e+03 | 3.252000e+03 | 1.99% 32600 | 1586 |868930 |6461k| 61 | 3.188684e+03 | 3.252000e+03 | 1.99% 32700 | 1568 |871864 |6427k| 61 | 3.188787e+03 | 3.252000e+03 | 1.98% 32800 | 1550 |874671 |6397k| 61 | 3.189069e+03 | 3.252000e+03 | 1.97% 32900 | 1524 |877823 |6365k| 61 | 3.189217e+03 | 3.252000e+03 | 1.97% 33000 | 1506 |880688 |6337k| 61 | 3.189452e+03 | 3.252000e+03 | 1.96% 33100 | 1484 |883961 |6300k| 61 | 3.189826e+03 | 3.252000e+03 | 1.95% 33200 | 1474 |886686 |6287k| 61 | 3.190090e+03 | 3.252000e+03 | 1.94% 33300 | 1446 |889448 |6235k| 61 | 3.190314e+03 | 3.252000e+03 | 1.93% 33400 | 1428 |891847 |6225k| 61 | 3.190444e+03 | 3.252000e+03 | 1.93% 33500 | 1398 |894658 |6152k| 61 | 3.190820e+03 | 3.252000e+03 | 1.92% 33600 | 1366 |897785 |6085k| 61 | 3.191160e+03 | 3.252000e+03 | 1.91% 33700 | 1346 |900910 |6053k| 61 | 3.191467e+03 | 3.252000e+03 | 1.90% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 33800 | 1316 |903588 |5996k| 61 | 3.192067e+03 | 3.252000e+03 | 1.88% 33900 | 1290 |906294 |5951k| 61 | 3.192378e+03 | 3.252000e+03 | 1.87% 34000 | 1260 |909599 |5888k| 61 | 3.192755e+03 | 3.252000e+03 | 1.86% 34100 | 1232 |912754 |5827k| 61 | 3.193492e+03 | 3.252000e+03 | 1.83% 34200 | 1198 |915999 |5763k| 61 | 3.194141e+03 | 3.252000e+03 | 1.81% 34300 | 1172 |918861 |5714k| 61 | 3.194890e+03 | 3.252000e+03 | 1.79% 34400 | 1132 |922276 |5648k| 61 | 3.195576e+03 | 3.252000e+03 | 1.77% 34500 | 1092 |925831 |5563k| 61 | 3.196082e+03 | 3.252000e+03 | 1.75% 34600 | 1054 |929280 |5501k| 61 | 3.197189e+03 | 3.252000e+03 | 1.71% 34700 | 1012 |932326 |5378k| 61 | 3.197459e+03 | 3.252000e+03 | 1.71% 34800 | 968 |936793 |5274k| 61 | 3.198681e+03 | 3.252000e+03 | 1.67% 34900 | 926 |940133 |5178k| 61 | 3.199262e+03 | 3.252000e+03 | 1.65% 35000 | 900 |943431 |5114k| 61 | 3.199563e+03 | 3.252000e+03 | 1.64% 35100 | 872 |946476 |5042k| 61 | 3.200090e+03 | 3.252000e+03 | 1.62% 35200 | 832 |949430 |4945k| 61 | 3.200602e+03 | 3.252000e+03 | 1.61% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 35300 | 802 |952683 |4849k| 61 | 3.200923e+03 | 3.252000e+03 | 1.60% 35400 | 762 |955926 |4762k| 61 | 3.201662e+03 | 3.252000e+03 | 1.57% 35500 | 744 |958588 |4712k| 61 | 3.201869e+03 | 3.252000e+03 | 1.57% 35600 | 694 |961824 |4554k| 61 | 3.202160e+03 | 3.252000e+03 | 1.56% 35700 | 646 |965435 |4419k| 61 | 3.202759e+03 | 3.252000e+03 | 1.54% 35800 | 602 |968746 |4291k| 61 | 3.203196e+03 | 3.252000e+03 | 1.52% 35900 | 550 |972487 |4135k| 61 | 3.204297e+03 | 3.252000e+03 | 1.49% 36000 | 516 |975653 |4030k| 61 | 3.204952e+03 | 3.252000e+03 | 1.47% 36100 | 486 |978896 |3958k| 61 | 3.206102e+03 | 3.252000e+03 | 1.43% 36200 | 440 |982307 |3834k| 61 | 3.206892e+03 | 3.252000e+03 | 1.41% 36300 | 386 |985762 |3679k| 61 | 3.207401e+03 | 3.252000e+03 | 1.39% 36400 | 316 |989725 |3425k| 61 | 3.209269e+03 | 3.252000e+03 | 1.33% 36500 | 262 |993154 |3202k| 61 | 3.210533e+03 | 3.252000e+03 | 1.29% 36600 | 198 |997003 |2933k| 61 | 3.212783e+03 | 3.252000e+03 | 1.22% 36700 | 110 | 1000k|2551k| 61 | 3.217738e+03 | 3.252000e+03 | 1.06% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 36800 | 12 | 1005k|2048k| 61 | 3.229761e+03 | 3.252000e+03 | 0.69% SCIP Status : problem is solved [optimal solution found] Solving Time (sec) : 108.56 Solving Nodes : 36812 Primal Bound : +3.25200000000000e+03 (828 solutions) Dual Bound : +3.25200000000000e+03 Gap : 0.00 % SCIP Status : problem is solved [optimal solution found] Solving Time : 108.56 Original Problem : Problem name : gamsmodel Variables : 338 (169 binary, 0 integer, 0 implicit integer, 169 continuous) Constraints : 195 initial, 195 maximal Presolved Problem : Problem name : t_gamsmodel Variables : 338 (169 binary, 0 integer, 0 implicit integer, 169 continuous) Constraints : 195 initial, 203 maximal Presolvers : Time FixedVars AggrVars ChgTypes ChgBounds AddHoles DelCons ChgSides ChgCoefs trivial : 0.00 0 0 0 0 0 0 0 0 dualfix : 0.00 0 0 0 0 0 0 0 0 boundshift : 0.00 0 0 0 0 0 0 0 0 inttobinary : 0.00 0 0 0 0 0 0 0 0 implics : 0.00 0 0 0 0 0 0 0 0 probing : 0.01 0 0 0 0 0 0 0 0 varbound : 0.00 0 0 0 0 0 0 0 0 linear : 0.00 0 0 0 169 0 0 0 0 logicor : 0.00 0 0 0 0 0 0 0 0 root node : - 2 - - 4 - - - - Constraints : Number #Separate #Propagate #EnfoLP #EnfoPS Cutoffs DomReds Cuts Conss Children integral : 0 0 0 21681 0 99 1884 0 0 39766 varbound : 169 16 105262 3 0 0 175251 0 0 0 linear : 26 16 105262 3 0 15 41205 22 0 0 logicor : 0+ 0 10254 0 0 0 1563 0 0 0 countsols : 0 0 0 3 0 0 0 0 0 0 Constraint Timings : TotalTime Separate Propagate EnfoLP EnfoPS integral : 10.45 0.00 0.00 10.45 0.00 varbound : 0.33 0.00 0.33 0.00 0.00 linear : 0.63 0.00 0.63 0.00 0.00 logicor : 0.02 0.00 0.02 0.00 0.00 countsols : 0.00 0.00 0.00 0.00 0.00 Propagators : Time Calls Cutoffs DomReds rootredcost : 0.01 4 0 0 pseudoobj : 1.67 105804 0 0 Conflict Analysis : Time Calls Success Conflicts Literals Reconvs ReconvLits LP Iters propagation : 0.00 15 15 28 26.5 0 0.0 - infeasible LP : 0.00 64 0 0 0.0 0 0.0 0 bound exceed. LP : 0.00 0 0 0 0.0 0 0.0 0 strong branching : 0.00 0 0 0 0.0 0 0.0 0 pseudo solution : 0.00 0 0 0 0.0 0 0.0 - applied globally : - - - 11 20.7 - - - applied locally : - - - 4 35.0 - - - Separators : Time Calls Cutoffs DomReds Cuts Conss cut pool : 0.01 15 - - 127 - (maximal pool size: 590) redcost : 0.38 37547 0 154647 0 0 impliedbounds : 0.00 16 0 0 0 0 intobj : 0.00 0 0 0 0 0 gomory : 0.05 16 0 0 24 0 strongcg : 0.07 16 0 0 1 0 cmir : 0.82 10 0 0 551 0 flowcover : 0.13 10 0 0 202 0 clique : 0.00 1 0 0 0 0 zerohalf : 0.00 0 0 0 0 0 mcf : 0.00 0 0 0 0 0 Pricers : Time Calls Vars problem variables: 0.00 0 0 Branching Rules : Time Calls Cutoffs DomReds Cuts Conss Children relpscost : 10.44 21678 99 1884 0 0 39766 pscost : 0.00 0 0 0 0 0 0 inference : 0.00 0 0 0 0 0 0 mostinf : 0.00 0 0 0 0 0 0 leastinf : 0.00 0 0 0 0 0 0 fullstrong : 0.00 0 0 0 0 0 0 allfullstrong : 0.00 0 0 0 0 0 0 random : 0.00 0 0 0 0 0 0 Primal Heuristics : Time Calls Found LP solutions : 0.00 - 3 pseudo solutions : 0.00 - 0 feaspump : 0.00 0 0 oneopt : 0.01 5 0 crossover : 2.04 15 10 pscostdiving : 0.67 80 56 guideddiving : 1.05 80 8 fracdiving : 1.00 81 35 coefdiving : 0.81 81 46 veclendiving : 0.86 81 88 linesearchdiving : 0.70 81 31 rootsoldiving : 0.43 41 2 objpscostdiving : 2.37 41 152 simplerounding : 0.13 21995 396 rounding : 0.14 2086 0 shifting : 0.20 616 0 intshifting : 0.25 27 0 fixandinfer : 0.00 0 0 intdiving : 0.00 0 0 actconsdiving : 0.00 0 0 octane : 0.00 0 0 rens : 1.52 1 1 rins : 0.00 0 0 localbranching : 0.00 0 0 mutation : 0.00 0 0 dins : 0.00 0 0 LP : Time Calls Iterations Iter/call Iter/sec primal LP : 0.02 0 0 0.00 0.00 dual LP : 77.66 38808 922571 23.77 11879.62 barrier LP : 0.00 0 0 0.00 - diving/probing LP: 7.68 6638 83073 12.51 10816.80 strong branching : 10.08 3200 152457 47.64 15124.70 (at root node) : - 32 4688 146.50 - conflict analysis: 0.00 0 0 0.00 - B&B Tree : number of runs : 1 nodes : 36812 nodes (total) : 36812 nodes left : 0 max depth : 61 max depth (total): 61 backtracks : 6938 (18.8%) delayed cutoffs : 0 repropagations : 7 (5 domain reductions, 0 cutoffs) avg switch length: 7.76 switching time : 1.26 Solution : Solutions found : 828 (6 improvements) Primal Bound : +3.25200000000000e+03 (in run 1, after 24969 nodes, 75.59 seconds, depth 31, found by ) Dual Bound : +3.25200000000000e+03 Gap : 0.00 % Root Dual Bound : +3.03684504155346e+03 Solving LP with fixed discrete variables... GAMS/SCIP finished. --- Restarting execution --- ran13x13.gms(124) 0 Mb --- Reading solution for model m *** Status: Normal completion --- Job ran13x13.gms Stop 10/03/08 04:13:53 elapsed 0:01:50.075