--- Job mas284 Start 10/01/08 20:33:54 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 --- mas284.gms(106) 2 Mb --- GDXin=/home/stefan/work/gams/models/LINlib/mas284.gdx --- mas284.gms(148) 3 Mb --- Starting execution: elapsed 0:00:00.108 --- mas284.gms(123) 4 Mb --- Generating MIP model m --- mas284.gms(124) 4 Mb --- 69 rows 152 columns 9,783 non-zeroes --- 150 discrete-columns --- Executing SCIP: elapsed 0:00:00.165 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) 1 del vars, 0 del conss, 1 chg bounds, 0 chg sides, 0 chg coeffs, 0 upgd conss, 0 impls, 0 clqs (round 2) 1 del vars, 0 del conss, 1 chg bounds, 0 chg sides, 0 chg coeffs, 1 upgd conss, 0 impls, 0 clqs (0.2s) probing: 101/149 (67.8%) - 0 fixings, 0 aggregations, 0 implications, 0 bound changes (0.2s) probing aborted: 100/100 successive totally useless probings presolving (3 rounds): 1 deleted vars, 0 deleted constraints, 1 tightened bounds, 0 added holes, 0 changed sides, 0 changed coefficients 0 implications, 0 cliques presolved problem has 150 variables (149 bin, 0 int, 0 impl, 1 cont) and 68 constraints 1 constraints of type 67 constraints of type Presolving Time: 0.19 node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 150 |1291k| 0 | 8.619586e+04 | -- | Inf s 1 | 0 | 150 |1296k| 0 | 8.619586e+04 | 1.036114e+05 | 20.20% 1 | 0 | 150 |1296k| 0 | 8.619586e+04 | 1.036114e+05 | 20.20% 1 | 0 | 154 |1413k| 0 | 8.621264e+04 | 1.036114e+05 | 20.18% s 1 | 0 | 154 |1415k| 0 | 8.621264e+04 | 9.875912e+04 | 14.55% 1 | 0 | 168 |1437k| 0 | 8.624051e+04 | 9.875912e+04 | 14.52% s 1 | 0 | 168 |1439k| 0 | 8.624051e+04 | 9.826912e+04 | 13.95% 1 | 0 | 168 |1439k| 0 | 8.624051e+04 | 9.826912e+04 | 13.95% 1 | 0 | 174 |1473k| 0 | 8.624368e+04 | 9.826912e+04 | 13.94% 1 | 0 | 183 |1495k| 0 | 8.628706e+04 | 9.826912e+04 | 13.89% 1 | 0 | 187 |1549k| 0 | 8.632135e+04 | 9.826912e+04 | 13.84% 1 | 0 | 190 |1563k| 0 | 8.632540e+04 | 9.826912e+04 | 13.84% 1 | 0 | 195 |1569k| 0 | 8.633133e+04 | 9.826912e+04 | 13.83% 1 | 0 | 199 |1574k| 0 | 8.633809e+04 | 9.826912e+04 | 13.82% E 1 | 0 | 199 |1578k| 0 | 8.633809e+04 | 9.526068e+04 | 10.33% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 199 |1578k| 0 | 8.633809e+04 | 9.526068e+04 | 10.33% 1 | 2 | 199 |1578k| 0 | 8.633809e+04 | 9.526068e+04 | 10.33% * 13 | 6 | 517 |1597k| 9 | 8.649078e+04 | 9.521646e+04 | 10.09% s 45 | 22 | 1128 |1614k| 11 | 8.687795e+04 | 9.360916e+04 | 7.75% s 69 | 33 | 1544 |1627k| 14 | 8.717221e+04 | 9.297143e+04 | 6.65% 100 | 44 | 2039 |1639k| 14 | 8.717221e+04 | 9.297143e+04 | 6.65% 200 | 90 | 3322 |1680k| 16 | 8.731135e+04 | 9.297143e+04 | 6.48% 300 | 126 | 4633 |1718k| 18 | 8.758820e+04 | 9.297143e+04 | 6.15% 400 | 172 | 5837 |1758k| 19 | 8.762151e+04 | 9.297143e+04 | 6.11% l 456 | 228 | 9833 |1811k| 19 | 8.791444e+04 | 9.296238e+04 | 5.74% v 466 | 210 | 10468 |1794k| 19 | 8.801295e+04 | 9.219148e+04 | 4.75% 500 | 244 | 12352 |1824k| 19 | 8.817999e+04 | 9.219148e+04 | 4.55% 600 | 342 | 17085 |1912k| 19 | 8.839250e+04 | 9.219148e+04 | 4.30% 700 | 436 | 21366 |1994k| 19 | 8.844058e+04 | 9.219148e+04 | 4.24% 800 | 518 | 25467 |2062k| 19 | 8.861419e+04 | 9.219148e+04 | 4.04% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap l 816 | 465 | 26020 |2011k| 19 | 8.863730e+04 | 9.149411e+04 | 3.22% 900 | 517 | 28669 |2056k| 21 | 8.879878e+04 | 9.149411e+04 | 3.04% 1000 | 565 | 30444 |2096k| 24 | 8.879878e+04 | 9.149411e+04 | 3.04% 1100 | 609 | 32674 |2142k| 24 | 8.879878e+04 | 9.149411e+04 | 3.04% 1200 | 641 | 34552 |2181k| 27 | 8.881048e+04 | 9.149411e+04 | 3.02% 1300 | 693 | 36737 |2229k| 27 | 8.884527e+04 | 9.149411e+04 | 2.98% 1400 | 719 | 38637 |2256k| 27 | 8.888478e+04 | 9.149411e+04 | 2.94% 1500 | 747 | 40597 |2288k| 27 | 8.889441e+04 | 9.149411e+04 | 2.92% 1600 | 779 | 42343 |2325k| 27 | 8.890050e+04 | 9.149411e+04 | 2.92% 1700 | 809 | 44166 |2365k| 27 | 8.894404e+04 | 9.149411e+04 | 2.87% 1800 | 839 | 46127 |2395k| 27 | 8.897097e+04 | 9.149411e+04 | 2.84% 1900 | 861 | 47770 |2421k| 27 | 8.899509e+04 | 9.149411e+04 | 2.81% 2000 | 881 | 49691 |2443k| 27 | 8.904660e+04 | 9.149411e+04 | 2.75% 2100 | 909 | 51699 |2473k| 27 | 8.907199e+04 | 9.149411e+04 | 2.72% 2200 | 935 | 53631 |2502k| 28 | 8.907457e+04 | 9.149411e+04 | 2.72% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 2300 | 951 | 55274 |2526k| 28 | 8.908672e+04 | 9.149411e+04 | 2.70% 2400 | 977 | 56999 |2551k| 28 | 8.911780e+04 | 9.149411e+04 | 2.67% 2500 | 1009 | 58623 |2583k| 28 | 8.913740e+04 | 9.149411e+04 | 2.64% 2600 | 1035 | 60497 |2613k| 28 | 8.920126e+04 | 9.149411e+04 | 2.57% 2700 | 1059 | 62262 |2644k| 29 | 8.922993e+04 | 9.149411e+04 | 2.54% 2800 | 1089 | 64064 |2668k| 29 | 8.923658e+04 | 9.149411e+04 | 2.53% 2900 | 1133 | 65970 |2698k| 29 | 8.927240e+04 | 9.149411e+04 | 2.49% 3000 | 1149 | 67442 |2721k| 29 | 8.927758e+04 | 9.149411e+04 | 2.48% 3100 | 1169 | 68767 |2750k| 29 | 8.932807e+04 | 9.149411e+04 | 2.42% 3200 | 1185 | 70035 |2769k| 32 | 8.935244e+04 | 9.149411e+04 | 2.40% 3300 | 1201 | 71390 |2786k| 32 | 8.936127e+04 | 9.149411e+04 | 2.39% 3400 | 1217 | 72695 |2802k| 32 | 8.936495e+04 | 9.149411e+04 | 2.38% 3500 | 1243 | 74177 |2825k| 32 | 8.937227e+04 | 9.149411e+04 | 2.37% 3600 | 1275 | 75517 |2851k| 32 | 8.938867e+04 | 9.149411e+04 | 2.36% 3700 | 1291 | 76543 |2868k| 32 | 8.938867e+04 | 9.149411e+04 | 2.36% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 3800 | 1309 | 77602 |2887k| 32 | 8.943035e+04 | 9.149411e+04 | 2.31% 3900 | 1317 | 78839 |2900k| 32 | 8.944015e+04 | 9.149411e+04 | 2.30% 4000 | 1331 | 80026 |2917k| 32 | 8.945465e+04 | 9.149411e+04 | 2.28% 4100 | 1349 | 81145 |2939k| 32 | 8.946047e+04 | 9.149411e+04 | 2.27% 4200 | 1365 | 82413 |2958k| 32 | 8.946226e+04 | 9.149411e+04 | 2.27% 4300 | 1387 | 83726 |2978k| 32 | 8.946493e+04 | 9.149411e+04 | 2.27% 4400 | 1407 | 85001 |2999k| 32 | 8.946493e+04 | 9.149411e+04 | 2.27% 4500 | 1427 | 86263 |3022k| 32 | 8.951469e+04 | 9.149411e+04 | 2.21% 4600 | 1443 | 87518 |3040k| 32 | 8.956240e+04 | 9.149411e+04 | 2.16% 4700 | 1457 | 88654 |3056k| 32 | 8.956758e+04 | 9.149411e+04 | 2.15% 4800 | 1471 | 89987 |3069k| 32 | 8.956758e+04 | 9.149411e+04 | 2.15% 4900 | 1489 | 91119 |3090k| 32 | 8.959863e+04 | 9.149411e+04 | 2.12% 5000 | 1501 | 92330 |3103k| 32 | 8.960016e+04 | 9.149411e+04 | 2.11% 5100 | 1511 | 93506 |3118k| 32 | 8.960030e+04 | 9.149411e+04 | 2.11% 5200 | 1521 | 94683 |3134k| 32 | 8.960221e+04 | 9.149411e+04 | 2.11% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 5300 | 1533 | 95743 |3147k| 32 | 8.961714e+04 | 9.149411e+04 | 2.09% 5400 | 1535 | 97026 |3156k| 32 | 8.961769e+04 | 9.149411e+04 | 2.09% 5500 | 1547 | 98072 |3167k| 32 | 8.961769e+04 | 9.149411e+04 | 2.09% 5600 | 1561 | 99138 |3183k| 32 | 8.963444e+04 | 9.149411e+04 | 2.07% 5700 | 1571 | 99968 |3197k| 32 | 8.963512e+04 | 9.149411e+04 | 2.07% 5800 | 1577 |101172 |3208k| 32 | 8.964958e+04 | 9.149411e+04 | 2.06% 5900 | 1583 |102209 |3223k| 33 | 8.967630e+04 | 9.149411e+04 | 2.03% 6000 | 1599 |103261 |3239k| 33 | 8.968266e+04 | 9.149411e+04 | 2.02% 6100 | 1619 |104302 |3260k| 35 | 8.968863e+04 | 9.149411e+04 | 2.01% 6200 | 1629 |105297 |3274k| 35 | 8.969235e+04 | 9.149411e+04 | 2.01% 6300 | 1643 |106353 |3289k| 37 | 8.971200e+04 | 9.149411e+04 | 1.99% 6400 | 1645 |107356 |3300k| 37 | 8.974788e+04 | 9.149411e+04 | 1.95% 6500 | 1667 |108362 |3316k| 37 | 8.975986e+04 | 9.149411e+04 | 1.93% 6600 | 1677 |109647 |3333k| 37 | 8.977379e+04 | 9.149411e+04 | 1.92% 6700 | 1685 |110682 |3345k| 37 | 8.977774e+04 | 9.149411e+04 | 1.91% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 6800 | 1689 |111477 |3353k| 37 | 8.978626e+04 | 9.149411e+04 | 1.90% 6900 | 1695 |112529 |3365k| 37 | 8.980622e+04 | 9.149411e+04 | 1.88% s 6964 | 1580 |112991 |3275k| 37 | 8.980622e+04 | 9.140572e+04 | 1.78% 7000 | 1584 |113292 |3279k| 37 | 8.980622e+04 | 9.140572e+04 | 1.78% 7100 | 1588 |114176 |3294k| 37 | 8.980894e+04 | 9.140572e+04 | 1.78% 7200 | 1588 |115075 |3305k| 37 | 8.981966e+04 | 9.140572e+04 | 1.77% 7300 | 1590 |116025 |3310k| 37 | 8.984293e+04 | 9.140572e+04 | 1.74% 7400 | 1594 |116893 |3321k| 37 | 8.985081e+04 | 9.140572e+04 | 1.73% 7500 | 1598 |117943 |3331k| 37 | 8.986192e+04 | 9.140572e+04 | 1.72% 7600 | 1594 |118802 |3335k| 37 | 8.987290e+04 | 9.140572e+04 | 1.71% 7700 | 1590 |119875 |3333k| 37 | 8.988589e+04 | 9.140572e+04 | 1.69% 7800 | 1594 |120792 |3341k| 37 | 8.990409e+04 | 9.140572e+04 | 1.67% 7900 | 1594 |121706 |3349k| 37 | 8.991031e+04 | 9.140572e+04 | 1.66% 8000 | 1602 |122705 |3357k| 37 | 8.993338e+04 | 9.140572e+04 | 1.64% 8100 | 1610 |123724 |3368k| 37 | 8.994675e+04 | 9.140572e+04 | 1.62% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 8200 | 1604 |124649 |3366k| 37 | 8.995047e+04 | 9.140572e+04 | 1.62% 8300 | 1616 |125489 |3377k| 37 | 8.995616e+04 | 9.140572e+04 | 1.61% 8400 | 1618 |126532 |3382k| 37 | 8.997342e+04 | 9.140572e+04 | 1.59% 8500 | 1620 |127448 |3386k| 37 | 8.997707e+04 | 9.140572e+04 | 1.59% 8600 | 1612 |128303 |3385k| 37 | 8.997718e+04 | 9.140572e+04 | 1.59% 8700 | 1608 |129392 |3391k| 37 | 8.998672e+04 | 9.140572e+04 | 1.58% 8800 | 1604 |130253 |3394k| 37 | 8.998672e+04 | 9.140572e+04 | 1.58% 8900 | 1600 |131176 |3397k| 37 | 8.998776e+04 | 9.140572e+04 | 1.58% 9000 | 1594 |132233 |3401k| 37 | 9.001749e+04 | 9.140572e+04 | 1.54% 9100 | 1592 |133389 |3408k| 37 | 9.006832e+04 | 9.140572e+04 | 1.48% 9200 | 1588 |134209 |3408k| 37 | 9.007786e+04 | 9.140572e+04 | 1.47% 9300 | 1590 |134992 |3410k| 37 | 9.008224e+04 | 9.140572e+04 | 1.47% 9400 | 1580 |135838 |3404k| 37 | 9.008462e+04 | 9.140572e+04 | 1.47% 9500 | 1570 |136778 |3405k| 37 | 9.010102e+04 | 9.140572e+04 | 1.45% 9600 | 1562 |137652 |3401k| 37 | 9.011702e+04 | 9.140572e+04 | 1.43% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 9700 | 1548 |138565 |3399k| 37 | 9.012144e+04 | 9.140572e+04 | 1.43% 9800 | 1546 |139500 |3402k| 37 | 9.013112e+04 | 9.140572e+04 | 1.41% 9900 | 1540 |140532 |3412k| 37 | 9.013353e+04 | 9.140572e+04 | 1.41% 10000 | 1544 |141597 |3419k| 37 | 9.013977e+04 | 9.140572e+04 | 1.40% 10100 | 1532 |142539 |3417k| 37 | 9.014193e+04 | 9.140572e+04 | 1.40% 10200 | 1522 |143555 |3413k| 37 | 9.015849e+04 | 9.140572e+04 | 1.38% 10300 | 1514 |144506 |3410k| 37 | 9.016301e+04 | 9.140572e+04 | 1.38% 10400 | 1504 |145432 |3404k| 37 | 9.016304e+04 | 9.140572e+04 | 1.38% 10500 | 1498 |146277 |3399k| 37 | 9.016304e+04 | 9.140572e+04 | 1.38% 10600 | 1488 |147231 |3394k| 37 | 9.017574e+04 | 9.140572e+04 | 1.36% 10700 | 1486 |148124 |3396k| 37 | 9.018009e+04 | 9.140572e+04 | 1.36% 10800 | 1488 |149159 |3400k| 37 | 9.019033e+04 | 9.140572e+04 | 1.35% 10900 | 1478 |150006 |3390k| 37 | 9.019914e+04 | 9.140572e+04 | 1.34% 11000 | 1464 |150984 |3382k| 37 | 9.021320e+04 | 9.140572e+04 | 1.32% 11100 | 1462 |151880 |3387k| 37 | 9.021413e+04 | 9.140572e+04 | 1.32% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 11200 | 1456 |152733 |3386k| 37 | 9.021474e+04 | 9.140572e+04 | 1.32% 11300 | 1444 |153666 |3383k| 37 | 9.022737e+04 | 9.140572e+04 | 1.31% 11400 | 1434 |154555 |3379k| 37 | 9.024161e+04 | 9.140572e+04 | 1.29% 11500 | 1418 |155481 |3370k| 37 | 9.024917e+04 | 9.140572e+04 | 1.28% 11600 | 1406 |156513 |3360k| 37 | 9.024952e+04 | 9.140572e+04 | 1.28% 11700 | 1402 |157454 |3360k| 37 | 9.024961e+04 | 9.140572e+04 | 1.28% 11800 | 1402 |158400 |3366k| 37 | 9.025695e+04 | 9.140572e+04 | 1.27% 11900 | 1396 |159366 |3359k| 37 | 9.026331e+04 | 9.140572e+04 | 1.27% 12000 | 1382 |160320 |3357k| 37 | 9.026556e+04 | 9.140572e+04 | 1.26% 12100 | 1364 |161115 |3341k| 37 | 9.028468e+04 | 9.140572e+04 | 1.24% 12200 | 1356 |162077 |3335k| 37 | 9.028730e+04 | 9.140572e+04 | 1.24% 12300 | 1348 |163000 |3331k| 37 | 9.029154e+04 | 9.140572e+04 | 1.23% 12400 | 1338 |163962 |3329k| 37 | 9.030659e+04 | 9.140572e+04 | 1.22% 12500 | 1322 |164835 |3309k| 37 | 9.033459e+04 | 9.140572e+04 | 1.19% 12600 | 1316 |165883 |3301k| 37 | 9.034023e+04 | 9.140572e+04 | 1.18% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 12700 | 1294 |166858 |3282k| 37 | 9.035444e+04 | 9.140572e+04 | 1.16% 12800 | 1284 |167787 |3278k| 37 | 9.035947e+04 | 9.140572e+04 | 1.16% 12900 | 1258 |168674 |3260k| 37 | 9.037928e+04 | 9.140572e+04 | 1.14% 13000 | 1230 |169599 |3239k| 37 | 9.039158e+04 | 9.140572e+04 | 1.12% 13100 | 1200 |170432 |3218k| 37 | 9.041631e+04 | 9.140572e+04 | 1.09% 13200 | 1194 |171210 |3212k| 37 | 9.041716e+04 | 9.140572e+04 | 1.09% 13300 | 1170 |172107 |3194k| 37 | 9.044084e+04 | 9.140572e+04 | 1.07% 13400 | 1146 |172961 |3169k| 37 | 9.044948e+04 | 9.140572e+04 | 1.06% 13500 | 1126 |173769 |3151k| 37 | 9.046268e+04 | 9.140572e+04 | 1.04% 13600 | 1094 |174786 |3121k| 37 | 9.047619e+04 | 9.140572e+04 | 1.03% 13700 | 1070 |175581 |3101k| 37 | 9.048565e+04 | 9.140572e+04 | 1.02% 13800 | 1054 |176537 |3090k| 37 | 9.048898e+04 | 9.140572e+04 | 1.01% 13900 | 1034 |177502 |3075k| 37 | 9.049601e+04 | 9.140572e+04 | 1.01% 14000 | 1000 |178398 |3043k| 37 | 9.050904e+04 | 9.140572e+04 | 0.99% 14100 | 970 |179360 |3012k| 37 | 9.052274e+04 | 9.140572e+04 | 0.98% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 14200 | 948 |180167 |2989k| 37 | 9.053534e+04 | 9.140572e+04 | 0.96% 14300 | 926 |181036 |2966k| 37 | 9.055869e+04 | 9.140572e+04 | 0.94% 14400 | 904 |181886 |2949k| 37 | 9.058377e+04 | 9.140572e+04 | 0.91% 14500 | 876 |182802 |2927k| 37 | 9.060122e+04 | 9.140572e+04 | 0.89% 14600 | 854 |183696 |2912k| 37 | 9.060817e+04 | 9.140572e+04 | 0.88% 14700 | 806 |184520 |2866k| 37 | 9.061270e+04 | 9.140572e+04 | 0.88% 14800 | 768 |185367 |2834k| 37 | 9.061946e+04 | 9.140572e+04 | 0.87% 14900 | 718 |186284 |2777k| 37 | 9.063480e+04 | 9.140572e+04 | 0.85% 15000 | 690 |187091 |2748k| 37 | 9.064437e+04 | 9.140572e+04 | 0.84% 15100 | 668 |187867 |2721k| 37 | 9.065441e+04 | 9.140572e+04 | 0.83% 15200 | 636 |188840 |2690k| 37 | 9.066436e+04 | 9.140572e+04 | 0.82% 15300 | 586 |189764 |2642k| 37 | 9.067853e+04 | 9.140572e+04 | 0.80% 15400 | 550 |190642 |2600k| 37 | 9.071433e+04 | 9.140572e+04 | 0.76% 15500 | 500 |191541 |2536k| 37 | 9.073087e+04 | 9.140572e+04 | 0.74% 15600 | 436 |192489 |2456k| 37 | 9.074523e+04 | 9.140572e+04 | 0.73% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 15700 | 390 |193394 |2399k| 37 | 9.075264e+04 | 9.140572e+04 | 0.72% 15800 | 336 |194394 |2333k| 37 | 9.077811e+04 | 9.140572e+04 | 0.69% 15900 | 272 |195407 |2250k| 37 | 9.080836e+04 | 9.140572e+04 | 0.66% 16000 | 218 |196329 |2166k| 37 | 9.082389e+04 | 9.140572e+04 | 0.64% 16100 | 146 |197578 |2025k| 37 | 9.086695e+04 | 9.140572e+04 | 0.59% 16200 | 60 |198888 |1824k| 37 | 9.095287e+04 | 9.140572e+04 | 0.50% SCIP Status : problem is solved [optimal solution found] Solving Time (sec) : 51.61 Solving Nodes : 16262 Primal Bound : +9.14057236822000e+04 (11 solutions) Dual Bound : +9.14057236822000e+04 Gap : 0.00 % SCIP Status : problem is solved [optimal solution found] Solving Time : 51.61 Original Problem : Problem name : gamsmodel Variables : 151 (150 binary, 0 integer, 0 implicit integer, 1 continuous) Constraints : 68 initial, 68 maximal Presolved Problem : Problem name : t_gamsmodel Variables : 150 (149 binary, 0 integer, 0 implicit integer, 1 continuous) Constraints : 68 initial, 80 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 1 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 : 0.16 0 0 0 0 0 0 0 0 knapsack : 0.00 0 0 0 0 0 0 0 0 linear : 0.03 0 0 0 1 0 0 0 0 logicor : 0.00 0 0 0 0 0 0 0 0 root node : - 3 - - 56 - - - - Constraints : Number #Separate #Propagate #EnfoLP #EnfoPS Cutoffs DomReds Cuts Conss Children integral : 0 0 0 8505 0 47 246 0 0 16480 knapsack : 1 9 34740 0 0 55 196 0 0 0 linear : 67 9 34690 0 0 362 439 0 0 0 logicor : 0+ 0 4271 0 0 0 9 0 0 0 countsols : 0 0 0 1 0 0 0 0 0 0 Constraint Timings : TotalTime Separate Propagate EnfoLP EnfoPS integral : 0.91 0.00 0.00 0.91 0.00 knapsack : 0.12 0.00 0.12 0.00 0.00 linear : 20.62 0.03 20.59 0.00 0.00 logicor : 0.03 0.00 0.03 0.00 0.00 countsols : 0.00 0.00 0.00 0.00 0.00 Propagators : Time Calls Cutoffs DomReds rootredcost : 0.03 7 0 0 pseudoobj : 0.26 34987 1 148 Conflict Analysis : Time Calls Success Conflicts Literals Reconvs ReconvLits LP Iters propagation : 0.01 56 15 17 144.3 0 0.0 - infeasible LP : 0.01 8785 13 13 16.4 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 : - - - 13 16.4 - - - applied locally : - - - 15 144.4 - - - Separators : Time Calls Cutoffs DomReds Cuts Conss cut pool : 0.00 8 - - 41 - (maximal pool size: 43) redcost : 0.54 15703 0 64144 0 0 impliedbounds : 0.00 10 0 0 0 0 intobj : 0.00 0 0 0 0 0 gomory : 0.01 10 0 0 0 0 strongcg : 0.00 10 0 0 0 0 cmir : 0.00 10 0 0 0 0 flowcover : 2.88 10 0 0 47 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 : 0.90 8504 47 246 0 0 16480 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 - 1 pseudo solutions : 0.00 - 0 feaspump : 0.00 0 0 oneopt : 0.01 8 0 crossover : 0.69 6 0 fracdiving : 1.96 72 0 veclendiving : 0.60 72 1 coefdiving : 0.54 72 0 guideddiving : 1.74 72 0 pscostdiving : 1.49 73 0 linesearchdiving : 0.82 73 2 objpscostdiving : 0.35 37 0 simplerounding : 0.01 0 0 rounding : 0.30 1277 0 shifting : 1.51 869 6 intshifting : 0.02 16 0 fixandinfer : 0.00 0 0 intdiving : 0.00 0 0 actconsdiving : 0.00 0 0 rootsoldiving : 0.41 37 0 octane : 0.00 0 0 rens : 0.69 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 : 0.00 0 0 0.00 - dual LP : 16.05 16402 174908 10.66 10897.69 barrier LP : 0.00 0 0 0.00 - diving/probing LP: 4.24 6195 24707 3.99 5827.12 strong branching : 0.82 780 15889 20.37 19376.83 (at root node) : - 21 1052 50.10 - conflict analysis: 0.00 0 0 0.00 - B&B Tree : number of runs : 1 nodes : 16262 nodes (total) : 16262 nodes left : 0 max depth : 37 max depth (total): 37 backtracks : 4440 (27.3%) delayed cutoffs : 0 repropagations : 4659 (17 domain reductions, 0 cutoffs) avg switch length: 8.93 switching time : 1.70 Solution : Solutions found : 11 (11 improvements) Primal Bound : +9.14057236822000e+04 (in run 1, after 6964 nodes, 27.62 seconds, depth 20, found by ) Dual Bound : +9.14057236822000e+04 Gap : 0.00 % Root Dual Bound : +8.63380917980811e+04 Solving LP with fixed discrete variables... GAMS/SCIP finished. --- Restarting execution --- mas284.gms(124) 0 Mb --- Reading solution for model m *** Status: Normal completion --- Job mas284.gms Stop 10/01/08 20:34:47 elapsed 0:00:52.516