--- Job neos2 Start 10/03/08 02:34:48 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 --- neos2.gms(106) 2 Mb --- GDXin=/home/stefan/work/gams/models/LINlib/neos2.gdx --- neos2.gms(148) 3 Mb --- Starting execution: elapsed 0:00:00.028 --- neos2.gms(123) 4 Mb --- Generating MIP model m --- neos2.gms(124) 4 Mb --- 1,104 rows 2,102 columns 7,331 non-zeroes --- 1,040 discrete-columns --- Executing SCIP: elapsed 0:00:00.059 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) 4 del vars, 4 del conss, 2018 chg bounds, 0 chg sides, 134 chg coeffs, 0 upgd conss, 0 impls, 13 clqs (round 2) 4 del vars, 4 del conss, 2018 chg bounds, 0 chg sides, 134 chg coeffs, 39 upgd conss, 0 impls, 13 clqs (round 3) 54 del vars, 4 del conss, 2019 chg bounds, 0 chg sides, 134 chg coeffs, 39 upgd conss, 100222 impls, 13 clqs (round 4) 55 del vars, 29 del conss, 2020 chg bounds, 0 chg sides, 135 chg coeffs, 39 upgd conss, 100222 impls, 13 clqs (round 5) 55 del vars, 29 del conss, 2020 chg bounds, 0 chg sides, 135 chg coeffs, 43 upgd conss, 100222 impls, 13 clqs (round 6) 105 del vars, 29 del conss, 2020 chg bounds, 0 chg sides, 135 chg coeffs, 43 upgd conss, 100226 impls, 13 clqs (round 7) 156 del vars, 80 del conss, 2071 chg bounds, 0 chg sides, 135 chg coeffs, 43 upgd conss, 100226 impls, 13 clqs (1.0s) probing: 1000/1040 (96.2%) - 100 fixings, 0 aggregations, 107740 implications, 1 bound changes presolving (8 rounds): 156 deleted vars, 80 deleted constraints, 2071 tightened bounds, 0 added holes, 0 changed sides, 135 changed coefficients 119554 implications, 13 cliques presolved problem has 1945 variables (964 bin, 0 int, 0 impl, 981 cont) and 1023 constraints 26 constraints of type 13 constraints of type 984 constraints of type Presolving Time: 1.04 node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 164 | 10M| 0 |-4.407097e+03 | -- | Inf 1 | 0 | 2575 | 10M| 0 |-4.280025e+03 | -- | Inf 1 | 0 | 2718 | 10M| 0 |-4.183718e+03 | -- | Inf 1 | 0 | 2928 | 10M| 0 |-4.133261e+03 | -- | Inf 1 | 0 | 3075 | 10M| 0 |-4.107429e+03 | -- | Inf 1 | 0 | 3329 | 10M| 0 |-4.042172e+03 | -- | Inf 1 | 0 | 3486 | 11M| 0 |-4.030178e+03 | -- | Inf 1 | 0 | 3789 | 11M| 0 |-3.971142e+03 | -- | Inf 1 | 0 | 4300 | 11M| 0 |-3.876908e+03 | -- | Inf 1 | 0 | 4741 | 11M| 0 |-3.834627e+03 | -- | Inf 1 | 0 | 4920 | 11M| 0 |-3.796854e+03 | -- | Inf 1 | 0 | 4983 | 11M| 0 |-3.781247e+03 | -- | Inf 1 | 0 | 5089 | 11M| 0 |-3.777058e+03 | -- | Inf 1 | 0 | 5095 | 11M| 0 |-3.776981e+03 | -- | Inf 1 | 2 | 5332 | 11M| 0 |-3.776981e+03 | -- | Inf node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 100 | 5 | 12895 | 12M| 26 |-3.421231e+03 | -- | Inf 200 | 7 | 20071 | 12M| 33 |-3.294704e+03 | -- | Inf 300 | 9 | 26559 | 12M| 47 |-3.137763e+03 | -- | Inf 400 | 9 | 30948 | 12M| 82 |-2.418673e+03 | -- | Inf 500 | 11 | 35000 | 12M| 133 |-2.418673e+03 | -- | Inf 600 | 15 | 39047 | 12M| 133 |-2.340707e+03 | -- | Inf 700 | 17 | 45063 | 12M| 139 |-1.957093e+03 | -- | Inf 800 | 19 | 48602 | 12M| 149 |-1.957093e+03 | -- | Inf 900 | 25 | 52788 | 12M| 171 |-1.915804e+03 | -- | Inf * 978 | 20 | 53456 | 12M| 171 |-1.915804e+03 | 1.889505e+03 | Inf 1000 | 24 | 55141 | 12M| 171 |-1.888674e+03 | 1.889505e+03 | Inf 1100 | 34 | 58311 | 12M| 171 |-1.839341e+03 | 1.889505e+03 | Inf 1200 | 40 | 60551 | 12M| 171 |-1.779908e+03 | 1.889505e+03 | Inf 1300 | 48 | 64450 | 12M| 171 |-1.669484e+03 | 1.889505e+03 | Inf 1400 | 48 | 65494 | 13M| 171 |-1.662726e+03 | 1.889505e+03 | Inf node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1500 | 52 | 67542 | 13M| 171 |-1.607055e+03 | 1.889505e+03 | Inf 1600 | 54 | 69988 | 13M| 171 |-1.551905e+03 | 1.889505e+03 | Inf 1700 | 58 | 72955 | 13M| 171 |-1.497816e+03 | 1.889505e+03 | Inf c 1788 | 42 | 76261 | 13M| 171 |-1.497816e+03 | 1.035686e+03 | Inf 1800 | 44 | 77051 | 13M| 171 |-1.446317e+03 | 1.035686e+03 | Inf 1900 | 46 | 79292 | 13M| 171 |-1.335277e+03 | 1.035686e+03 | Inf 2000 | 50 | 84061 | 13M| 171 |-1.200240e+03 | 1.035686e+03 | Inf 2100 | 52 | 89009 | 13M| 171 |-1.117902e+03 | 1.035686e+03 | Inf 2200 | 56 | 93250 | 13M| 171 |-1.065164e+03 | 1.035686e+03 | Inf 2300 | 60 | 97835 | 13M| 171 |-1.006097e+03 | 1.035686e+03 | Inf 2400 | 68 |102939 | 13M| 171 |-9.384596e+02 | 1.035686e+03 | Inf 2500 | 74 |108774 | 13M| 171 |-8.852184e+02 | 1.035686e+03 | Inf 2600 | 76 |114180 | 13M| 171 |-8.852184e+02 | 1.035686e+03 | Inf 2700 | 82 |118875 | 13M| 171 |-8.852184e+02 | 1.035686e+03 | Inf 2800 | 88 |123115 | 13M| 171 |-8.852184e+02 | 1.035686e+03 | Inf node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 2900 | 92 |126818 | 13M| 171 |-8.852184e+02 | 1.035686e+03 | Inf 3000 | 94 |131497 | 13M| 171 |-8.852184e+02 | 1.035686e+03 | Inf 3100 | 100 |136600 | 13M| 171 |-8.852184e+02 | 1.035686e+03 | Inf 3200 | 106 |141211 | 13M| 171 |-8.852184e+02 | 1.035686e+03 | Inf 3300 | 108 |146089 | 13M| 171 |-8.635452e+02 | 1.035686e+03 | Inf 3400 | 110 |152228 | 13M| 171 |-8.635452e+02 | 1.035686e+03 | Inf 3500 | 116 |156292 | 13M| 171 |-8.463816e+02 | 1.035686e+03 | Inf 3600 | 120 |161926 | 13M| 171 |-8.256992e+02 | 1.035686e+03 | Inf 3700 | 122 |168229 | 13M| 171 |-8.058452e+02 | 1.035686e+03 | Inf 3800 | 128 |174476 | 13M| 171 |-8.058452e+02 | 1.035686e+03 | Inf 3900 | 130 |180311 | 13M| 171 |-8.058452e+02 | 1.035686e+03 | Inf 4000 | 136 |183854 | 14M| 171 |-7.868493e+02 | 1.035686e+03 | Inf 4100 | 138 |191165 | 14M| 171 |-7.684178e+02 | 1.035686e+03 | Inf 4200 | 144 |197905 | 14M| 171 |-7.504881e+02 | 1.035686e+03 | Inf S 4224 | 146 |207863 | 14M| 171 |-7.504881e+02 | 9.609771e+02 | Inf node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 4300 | 121 |212996 | 13M| 171 |-7.504881e+02 | 9.609771e+02 | Inf 4400 | 125 |219111 | 13M| 171 |-7.504881e+02 | 9.609771e+02 | Inf C 4424 | 118 |221798 | 13M| 171 |-7.504881e+02 | 9.222821e+02 | Inf 4500 | 122 |226240 | 13M| 171 |-7.330231e+02 | 9.222821e+02 | Inf 4600 | 134 |232619 | 14M| 171 |-7.330231e+02 | 9.222821e+02 | Inf 4700 | 136 |238171 | 14M| 171 |-5.362526e+02 | 9.222821e+02 | Inf 4800 | 144 |243604 | 14M| 171 |-5.362526e+02 | 9.222821e+02 | Inf 4900 | 154 |251035 | 14M| 171 |-5.115400e+02 | 9.222821e+02 | Inf 5000 | 160 |254955 | 14M| 171 |-5.024912e+02 | 9.222821e+02 | Inf 5100 | 166 |259719 | 14M| 171 |-4.928199e+02 | 9.222821e+02 | Inf 5200 | 170 |266281 | 14M| 171 |-4.733074e+02 | 9.222821e+02 | Inf 5300 | 176 |272245 | 14M| 171 |-4.733074e+02 | 9.222821e+02 | Inf 5400 | 182 |276354 | 14M| 171 |-4.488230e+02 | 9.222821e+02 | Inf 5500 | 192 |280686 | 14M| 171 |-4.405155e+02 | 9.222821e+02 | Inf 5600 | 196 |284290 | 14M| 171 |-4.405155e+02 | 9.222821e+02 | Inf node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 5700 | 202 |289678 | 14M| 171 |-4.235002e+02 | 9.222821e+02 | Inf 5800 | 208 |293735 | 14M| 171 |-4.235002e+02 | 9.222821e+02 | Inf 5900 | 216 |296461 | 14M| 171 |-4.178192e+02 | 9.222821e+02 | Inf 6000 | 222 |299407 | 14M| 171 |-4.178192e+02 | 9.222821e+02 | Inf 6100 | 232 |302465 | 14M| 171 |-3.927801e+02 | 9.222821e+02 | Inf 6200 | 238 |305085 | 14M| 171 |-3.927801e+02 | 9.222821e+02 | Inf 6300 | 246 |308463 | 14M| 171 |-3.927801e+02 | 9.222821e+02 | Inf 6400 | 252 |311343 | 14M| 171 |-3.873594e+02 | 9.222821e+02 | Inf 6500 | 260 |313909 | 14M| 171 |-3.873594e+02 | 9.222821e+02 | Inf 6600 | 268 |316722 | 14M| 171 |-3.673527e+02 | 9.222821e+02 | Inf 6700 | 276 |319552 | 14M| 171 |-3.550761e+02 | 9.222821e+02 | Inf 6800 | 282 |321728 | 14M| 171 |-3.550761e+02 | 9.222821e+02 | Inf 6900 | 288 |323864 | 14M| 171 |-3.550761e+02 | 9.222821e+02 | Inf 7000 | 294 |326209 | 14M| 171 |-3.512390e+02 | 9.222821e+02 | Inf 7100 | 302 |329886 | 14M| 171 |-3.512390e+02 | 9.222821e+02 | Inf node | left |LP iter| mem |mdpt | dualbound | primalbound | gap S 7175 | 307 |337682 | 15M| 171 |-3.512390e+02 | 8.884449e+02 | Inf 7200 | 276 |338804 | 14M| 171 |-3.512390e+02 | 8.884449e+02 | Inf 7300 | 282 |341220 | 14M| 171 |-3.300222e+02 | 8.884449e+02 | Inf 7400 | 290 |344230 | 14M| 171 |-3.300222e+02 | 8.884449e+02 | Inf 7500 | 296 |348389 | 14M| 171 |-3.300222e+02 | 8.884449e+02 | Inf 7600 | 306 |350978 | 15M| 171 |-3.210680e+02 | 8.884449e+02 | Inf 7700 | 312 |354266 | 15M| 171 |-3.210680e+02 | 8.884449e+02 | Inf C 7775 | 315 |356987 | 15M| 171 |-3.102772e+02 | 8.884449e+02 | Inf 7800 | 316 |358309 | 15M| 171 |-3.102772e+02 | 8.884449e+02 | Inf 7900 | 322 |361707 | 15M| 171 |-2.761742e+02 | 8.884449e+02 | Inf 8000 | 326 |364198 | 15M| 171 |-2.739002e+02 | 8.884449e+02 | Inf 8100 | 330 |368101 | 15M| 171 |-2.685922e+02 | 8.884449e+02 | Inf 8200 | 332 |371512 | 15M| 171 |-2.685922e+02 | 8.884449e+02 | Inf 8300 | 336 |374727 | 15M| 171 |-2.645023e+02 | 8.884449e+02 | Inf 8400 | 340 |378596 | 15M| 171 |-2.619611e+02 | 8.884449e+02 | Inf node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 8500 | 344 |382060 | 15M| 171 |-2.619611e+02 | 8.884449e+02 | Inf 8600 | 348 |385811 | 15M| 171 |-2.619611e+02 | 8.884449e+02 | Inf p 8621 | 215 |386796 | 14M| 171 |-2.619611e+02 | 6.162102e+02 | Inf 8700 | 218 |389478 | 14M| 171 |-2.619611e+02 | 6.162102e+02 | Inf 8800 | 220 |393761 | 14M| 171 |-2.619611e+02 | 6.162102e+02 | Inf 8900 | 226 |398882 | 14M| 171 |-2.562794e+02 | 6.162102e+02 | Inf 9000 | 228 |401865 | 14M| 171 |-2.562794e+02 | 6.162102e+02 | Inf 9100 | 232 |406203 | 14M| 171 |-9.376876e+01 | 6.162102e+02 | Inf 9200 | 236 |410261 | 14M| 171 |-9.376876e+01 | 6.162102e+02 | Inf 9300 | 238 |416301 | 14M| 171 |-6.428478e+01 | 6.162102e+02 | Inf 9400 | 240 |419923 | 14M| 171 |-6.392735e+01 | 6.162102e+02 | Inf 9500 | 242 |423714 | 14M| 171 |-6.392735e+01 | 6.162102e+02 | Inf 9600 | 244 |428397 | 14M| 171 |-4.932933e+01 | 6.162102e+02 | Inf 9700 | 246 |432241 | 14M| 171 |-2.708897e+01 | 6.162102e+02 | Inf 9800 | 250 |436318 | 14M| 171 |-2.708897e+01 | 6.162102e+02 | Inf node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 9900 | 254 |440695 | 14M| 171 |-1.760547e+01 | 6.162102e+02 | Inf 10000 | 256 |446407 | 14M| 171 | 3.714754e-01 | 6.162102e+02 | Large 10100 | 262 |450952 | 14M| 171 | 9.264564e+00 | 6.162102e+02 |6551.26% 10200 | 262 |455898 | 14M| 171 | 1.364231e+01 | 6.162102e+02 |4416.91% 10300 | 266 |460356 | 14M| 171 | 1.854551e+01 | 6.162102e+02 |3222.69% 10400 | 268 |464453 | 14M| 171 | 2.146253e+01 | 6.162102e+02 |2771.10% 10500 | 272 |468283 | 14M| 171 | 2.146253e+01 | 6.162102e+02 |2771.10% 10600 | 276 |473894 | 14M| 171 | 2.146253e+01 | 6.162102e+02 |2771.10% 10700 | 280 |478718 | 14M| 171 | 2.146253e+01 | 6.162102e+02 |2771.10% 10800 | 286 |483068 | 14M| 171 | 3.206559e+01 | 6.162102e+02 |1821.72% 10900 | 288 |489934 | 15M| 171 | 3.206559e+01 | 6.162102e+02 |1821.72% 11000 | 292 |496039 | 15M| 171 | 3.718596e+01 | 6.162102e+02 |1557.10% 11100 | 296 |501255 | 15M| 171 | 3.718596e+01 | 6.162102e+02 |1557.10% 11200 | 300 |506057 | 15M| 171 | 3.718596e+01 | 6.162102e+02 |1557.10% 11300 | 306 |513520 | 15M| 171 | 4.537906e+01 | 6.162102e+02 |1257.92% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 11400 | 312 |517945 | 15M| 171 | 5.709881e+01 | 6.162102e+02 | 979.20% 11500 | 314 |522126 | 15M| 171 | 5.709881e+01 | 6.162102e+02 | 979.20% 11600 | 318 |528192 | 15M| 171 | 5.709881e+01 | 6.162102e+02 | 979.20% 11700 | 322 |532567 | 15M| 171 | 5.709881e+01 | 6.162102e+02 | 979.20% 11800 | 324 |537506 | 15M| 171 | 7.276103e+01 | 6.162102e+02 | 746.90% 11900 | 328 |541600 | 15M| 171 | 7.341759e+01 | 6.162102e+02 | 739.32% 12000 | 330 |546150 | 15M| 171 | 7.831417e+01 | 6.162102e+02 | 686.84% 12100 | 334 |550587 | 15M| 171 | 8.463777e+01 | 6.162102e+02 | 628.06% 12200 | 338 |554658 | 15M| 171 | 9.083017e+01 | 6.162102e+02 | 578.42% 12300 | 344 |560417 | 15M| 171 | 9.083017e+01 | 6.162102e+02 | 578.42% 12400 | 350 |565299 | 15M| 171 | 9.213328e+01 | 6.162102e+02 | 568.82% 12500 | 352 |570304 | 15M| 171 | 1.048980e+02 | 6.162102e+02 | 487.44% 12600 | 358 |575413 | 15M| 171 | 1.059948e+02 | 6.162102e+02 | 481.36% 12700 | 362 |580739 | 15M| 171 | 1.076559e+02 | 6.162102e+02 | 472.39% 12800 | 366 |585507 | 15M| 171 | 1.076559e+02 | 6.162102e+02 | 472.39% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 12900 | 372 |589346 | 15M| 171 | 1.085411e+02 | 6.162102e+02 | 467.72% 13000 | 376 |592990 | 15M| 171 | 1.085411e+02 | 6.162102e+02 | 467.72% 13100 | 382 |597074 | 15M| 171 | 1.196542e+02 | 6.162102e+02 | 414.99% 13200 | 388 |602183 | 15M| 171 | 1.196542e+02 | 6.162102e+02 | 414.99% 13300 | 390 |606461 | 15M| 171 | 1.196542e+02 | 6.162102e+02 | 414.99% 13400 | 394 |610788 | 15M| 171 | 1.196542e+02 | 6.162102e+02 | 414.99% 13500 | 398 |616242 | 15M| 171 | 1.196542e+02 | 6.162102e+02 | 414.99% 13600 | 404 |620825 | 15M| 171 | 1.323080e+02 | 6.162102e+02 | 365.74% 13700 | 410 |624755 | 15M| 171 | 1.358785e+02 | 6.162102e+02 | 353.50% 13800 | 412 |629515 | 15M| 171 | 1.358785e+02 | 6.162102e+02 | 353.50% 13900 | 416 |634236 | 15M| 171 | 1.362146e+02 | 6.162102e+02 | 352.38% 14000 | 420 |637853 | 15M| 171 | 1.401989e+02 | 6.162102e+02 | 339.53% 14100 | 424 |641634 | 15M| 171 | 1.428714e+02 | 6.162102e+02 | 331.30% 14200 | 430 |645674 | 15M| 171 | 1.513613e+02 | 6.162102e+02 | 307.11% 14300 | 432 |650593 | 15M| 171 | 1.586648e+02 | 6.162102e+02 | 288.37% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 14400 | 440 |653226 | 15M| 171 | 1.638449e+02 | 6.162102e+02 | 276.09% 14500 | 446 |656188 | 15M| 171 | 1.638449e+02 | 6.162102e+02 | 276.09% 14600 | 450 |661281 | 15M| 171 | 1.638449e+02 | 6.162102e+02 | 276.09% 14700 | 452 |666760 | 15M| 171 | 1.677281e+02 | 6.162102e+02 | 267.39% 14800 | 458 |670881 | 16M| 171 | 1.677281e+02 | 6.162102e+02 | 267.39% 14900 | 464 |674638 | 16M| 171 | 1.677281e+02 | 6.162102e+02 | 267.39% 15000 | 470 |678099 | 16M| 171 | 1.687963e+02 | 6.162102e+02 | 265.06% 15100 | 474 |683325 | 16M| 171 | 1.719573e+02 | 6.162102e+02 | 258.35% 15200 | 474 |687236 | 16M| 171 | 1.826644e+02 | 6.162102e+02 | 237.35% 15300 | 480 |691508 | 16M| 171 | 1.826644e+02 | 6.162102e+02 | 237.35% 15400 | 486 |695100 | 16M| 171 | 1.856094e+02 | 6.162102e+02 | 231.99% 15500 | 490 |698227 | 16M| 171 | 1.921078e+02 | 6.162102e+02 | 220.76% 15600 | 494 |702485 | 16M| 171 | 1.957984e+02 | 6.162102e+02 | 214.72% 15700 | 498 |707701 | 16M| 171 | 1.958759e+02 | 6.162102e+02 | 214.59% 15800 | 502 |713493 | 16M| 171 | 1.963865e+02 | 6.162102e+02 | 213.77% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 15900 | 506 |717522 | 16M| 171 | 1.993625e+02 | 6.162102e+02 | 209.09% 16000 | 510 |722415 | 16M| 171 | 2.012620e+02 | 6.162102e+02 | 206.17% 16100 | 516 |726631 | 16M| 171 | 2.012620e+02 | 6.162102e+02 | 206.17% 16200 | 520 |730178 | 16M| 171 | 2.012620e+02 | 6.162102e+02 | 206.17% 16300 | 526 |733665 | 16M| 171 | 2.056461e+02 | 6.162102e+02 | 199.65% 16400 | 532 |737762 | 16M| 171 | 2.056461e+02 | 6.162102e+02 | 199.65% 16500 | 538 |740649 | 16M| 171 | 2.056461e+02 | 6.162102e+02 | 199.65% 16600 | 542 |751026 | 16M| 171 | 2.056461e+02 | 6.162102e+02 | 199.65% 16700 | 548 |754398 | 16M| 171 | 2.106842e+02 | 6.162102e+02 | 192.48% 16800 | 554 |758313 | 16M| 171 | 2.106842e+02 | 6.162102e+02 | 192.48% 16900 | 558 |762048 | 16M| 171 | 2.106842e+02 | 6.162102e+02 | 192.48% 17000 | 562 |766280 | 16M| 171 | 2.106842e+02 | 6.162102e+02 | 192.48% 17100 | 564 |770625 | 16M| 171 | 2.219018e+02 | 6.162102e+02 | 177.69% c 17178 | 327 |773551 | 15M| 171 | 2.219018e+02 | 5.172728e+02 | 133.11% 17200 | 329 |774098 | 15M| 171 | 2.219018e+02 | 5.172728e+02 | 133.11% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 17300 | 331 |778384 | 15M| 171 | 2.301303e+02 | 5.172728e+02 | 124.77% 17400 | 341 |782092 | 15M| 171 | 2.324275e+02 | 5.172728e+02 | 122.55% 17500 | 341 |786044 | 15M| 171 | 2.391128e+02 | 5.172728e+02 | 116.33% 17600 | 345 |788554 | 15M| 171 | 2.391128e+02 | 5.172728e+02 | 116.33% 17700 | 347 |793275 | 15M| 171 | 2.391128e+02 | 5.172728e+02 | 116.33% 17800 | 353 |797800 | 15M| 171 | 2.421993e+02 | 5.172728e+02 | 113.57% 17900 | 355 |801892 | 15M| 171 | 2.421993e+02 | 5.172728e+02 | 113.57% 18000 | 361 |805760 | 15M| 171 | 2.443573e+02 | 5.172728e+02 | 111.69% 18100 | 363 |810414 | 15M| 171 | 2.443573e+02 | 5.172728e+02 | 111.69% 18200 | 371 |815454 | 15M| 171 | 2.477279e+02 | 5.172728e+02 | 108.81% 18300 | 375 |819438 | 15M| 171 | 2.484538e+02 | 5.172728e+02 | 108.20% 18400 | 375 |823238 | 15M| 171 | 2.484538e+02 | 5.172728e+02 | 108.20% 18500 | 381 |826015 | 15M| 171 | 2.489866e+02 | 5.172728e+02 | 107.75% 18600 | 385 |829892 | 15M| 171 | 2.508341e+02 | 5.172728e+02 | 106.22% 18700 | 389 |833103 | 15M| 171 | 2.518946e+02 | 5.172728e+02 | 105.35% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 18800 | 395 |835877 | 15M| 171 | 2.540751e+02 | 5.172728e+02 | 103.59% 18900 | 395 |840782 | 15M| 171 | 2.542032e+02 | 5.172728e+02 | 103.49% 19000 | 399 |844319 | 15M| 171 | 2.563334e+02 | 5.172728e+02 | 101.80% 19100 | 401 |849030 | 15M| 171 | 2.563334e+02 | 5.172728e+02 | 101.80% 19200 | 407 |853060 | 15M| 171 | 2.563334e+02 | 5.172728e+02 | 101.80% 19300 | 411 |856388 | 15M| 171 | 2.563334e+02 | 5.172728e+02 | 101.80% 19400 | 413 |860086 | 15M| 171 | 2.619593e+02 | 5.172728e+02 | 97.46% 19500 | 417 |863775 | 15M| 171 | 2.669336e+02 | 5.172728e+02 | 93.78% 19600 | 421 |867038 | 15M| 171 | 2.698110e+02 | 5.172728e+02 | 91.72% 19700 | 425 |869999 | 16M| 171 | 2.700568e+02 | 5.172728e+02 | 91.54% 19800 | 429 |872656 | 16M| 171 | 2.745378e+02 | 5.172728e+02 | 88.42% 19900 | 433 |877510 | 16M| 171 | 2.745378e+02 | 5.172728e+02 | 88.42% 20000 | 437 |882145 | 16M| 171 | 2.745378e+02 | 5.172728e+02 | 88.42% 20100 | 441 |887401 | 16M| 171 | 2.745451e+02 | 5.172728e+02 | 88.41% 20200 | 447 |890900 | 16M| 171 | 2.748722e+02 | 5.172728e+02 | 88.19% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 20300 | 451 |893519 | 16M| 171 | 2.765440e+02 | 5.172728e+02 | 87.05% 20400 | 455 |897931 | 16M| 171 | 2.773014e+02 | 5.172728e+02 | 86.54% 20500 | 457 |901519 | 16M| 171 | 2.773014e+02 | 5.172728e+02 | 86.54% 20600 | 461 |904511 | 16M| 171 | 2.773205e+02 | 5.172728e+02 | 86.53% 20700 | 467 |907088 | 16M| 171 | 2.784354e+02 | 5.172728e+02 | 85.78% 20800 | 469 |909727 | 16M| 171 | 2.834097e+02 | 5.172728e+02 | 82.52% 20900 | 473 |911611 | 16M| 171 | 2.834097e+02 | 5.172728e+02 | 82.52% 21000 | 477 |914767 | 16M| 171 | 2.836652e+02 | 5.172728e+02 | 82.35% 21100 | 483 |917883 | 16M| 171 | 2.836652e+02 | 5.172728e+02 | 82.35% 21200 | 487 |920711 | 16M| 171 | 2.843439e+02 | 5.172728e+02 | 81.92% 21300 | 491 |924999 | 16M| 171 | 2.843439e+02 | 5.172728e+02 | 81.92% 21400 | 491 |928600 | 16M| 171 | 2.862674e+02 | 5.172728e+02 | 80.70% 21500 | 497 |931397 | 16M| 171 | 2.862674e+02 | 5.172728e+02 | 80.70% 21600 | 499 |935014 | 16M| 171 | 2.894510e+02 | 5.172728e+02 | 78.71% 21700 | 503 |936931 | 16M| 171 | 2.894510e+02 | 5.172728e+02 | 78.71% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 21800 | 507 |939146 | 16M| 171 | 2.894510e+02 | 5.172728e+02 | 78.71% 21900 | 511 |941357 | 16M| 171 | 2.894510e+02 | 5.172728e+02 | 78.71% 22000 | 517 |944596 | 16M| 171 | 2.894510e+02 | 5.172728e+02 | 78.71% 22100 | 521 |946455 | 16M| 171 | 2.894510e+02 | 5.172728e+02 | 78.71% 22200 | 525 |949403 | 16M| 171 | 2.934905e+02 | 5.172728e+02 | 76.25% p 22298 | 304 |953313 | 15M| 171 | 2.955563e+02 | 4.673067e+02 | 58.11% 22300 | 306 |953406 | 15M| 171 | 2.955563e+02 | 4.673067e+02 | 58.11% 22400 | 306 |957418 | 15M| 171 | 2.984991e+02 | 4.673067e+02 | 56.55% 22500 | 306 |961874 | 15M| 171 | 2.984991e+02 | 4.673067e+02 | 56.55% 22600 | 308 |965396 | 15M| 171 | 3.005500e+02 | 4.673067e+02 | 55.48% 22700 | 306 |968403 | 15M| 171 | 3.032229e+02 | 4.673067e+02 | 54.11% 22800 | 302 |972350 | 15M| 171 | 3.032229e+02 | 4.673067e+02 | 54.11% C 22898 | 274 |975181 | 15M| 171 | 3.079126e+02 | 4.625631e+02 | 50.23% 22900 | 274 |975222 | 15M| 171 | 3.079126e+02 | 4.625631e+02 | 50.23% 23000 | 272 |977557 | 15M| 171 | 3.088112e+02 | 4.625631e+02 | 49.79% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 23100 | 272 |980305 | 15M| 171 | 3.138737e+02 | 4.625631e+02 | 47.37% 23200 | 266 |983103 | 15M| 171 | 3.138737e+02 | 4.625631e+02 | 47.37% 23300 | 266 |986158 | 15M| 171 | 3.138737e+02 | 4.625631e+02 | 47.37% 23400 | 266 |990079 | 15M| 171 | 3.138737e+02 | 4.625631e+02 | 47.37% 23500 | 264 |992872 | 15M| 171 | 3.138737e+02 | 4.625631e+02 | 47.37% 23600 | 264 |995249 | 15M| 171 | 3.167977e+02 | 4.625631e+02 | 46.01% 23700 | 262 |997630 | 15M| 171 | 3.169686e+02 | 4.625631e+02 | 45.93% 23800 | 260 | 1018k| 15M| 171 | 3.199307e+02 | 4.625631e+02 | 44.58% 23900 | 258 | 1020k| 15M| 171 | 3.199307e+02 | 4.625631e+02 | 44.58% 24000 | 256 | 1023k| 15M| 171 | 3.267626e+02 | 4.625631e+02 | 41.56% 24100 | 258 | 1026k| 15M| 171 | 3.267626e+02 | 4.625631e+02 | 41.56% 24200 | 254 | 1029k| 15M| 171 | 3.267626e+02 | 4.625631e+02 | 41.56% 24300 | 256 | 1032k| 15M| 171 | 3.267626e+02 | 4.625631e+02 | 41.56% 24400 | 250 | 1035k| 15M| 171 | 3.282516e+02 | 4.625631e+02 | 40.92% 24500 | 244 | 1038k| 15M| 171 | 3.282516e+02 | 4.625631e+02 | 40.92% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 24600 | 244 | 1040k| 15M| 171 | 3.282516e+02 | 4.625631e+02 | 40.92% 24700 | 244 | 1043k| 15M| 171 | 3.282516e+02 | 4.625631e+02 | 40.92% 24800 | 242 | 1046k| 15M| 171 | 3.350059e+02 | 4.625631e+02 | 38.08% 24900 | 244 | 1049k| 15M| 171 | 3.378691e+02 | 4.625631e+02 | 36.91% 25000 | 246 | 1052k| 15M| 171 | 3.399578e+02 | 4.625631e+02 | 36.06% 25100 | 244 | 1055k| 15M| 171 | 3.399578e+02 | 4.625631e+02 | 36.06% 25200 | 246 | 1057k| 15M| 171 | 3.441771e+02 | 4.625631e+02 | 34.40% 25300 | 246 | 1059k| 15M| 171 | 3.441771e+02 | 4.625631e+02 | 34.40% 25400 | 244 | 1063k| 15M| 171 | 3.464499e+02 | 4.625631e+02 | 33.52% 25500 | 242 | 1066k| 15M| 171 | 3.483395e+02 | 4.625631e+02 | 32.79% 25600 | 240 | 1068k| 15M| 171 | 3.483395e+02 | 4.625631e+02 | 32.79% 25700 | 242 | 1072k| 15M| 171 | 3.518914e+02 | 4.625631e+02 | 31.45% 25800 | 244 | 1075k| 15M| 171 | 3.527462e+02 | 4.625631e+02 | 31.13% 25900 | 248 | 1078k| 15M| 171 | 3.548024e+02 | 4.625631e+02 | 30.37% 26000 | 248 | 1080k| 15M| 171 | 3.548024e+02 | 4.625631e+02 | 30.37% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 26100 | 244 | 1083k| 15M| 171 | 3.573729e+02 | 4.625631e+02 | 29.43% 26200 | 242 | 1085k| 15M| 171 | 3.573729e+02 | 4.625631e+02 | 29.43% 26300 | 244 | 1089k| 15M| 171 | 3.573729e+02 | 4.625631e+02 | 29.43% 26400 | 240 | 1092k| 15M| 171 | 3.609828e+02 | 4.625631e+02 | 28.14% 26500 | 238 | 1094k| 15M| 171 | 3.609828e+02 | 4.625631e+02 | 28.14% 26600 | 236 | 1097k| 15M| 171 | 3.617433e+02 | 4.625631e+02 | 27.87% 26700 | 234 | 1099k| 15M| 171 | 3.650519e+02 | 4.625631e+02 | 26.71% 26800 | 236 | 1102k| 15M| 171 | 3.662990e+02 | 4.625631e+02 | 26.28% 26900 | 238 | 1105k| 15M| 171 | 3.662990e+02 | 4.625631e+02 | 26.28% 27000 | 238 | 1108k| 15M| 171 | 3.687973e+02 | 4.625631e+02 | 25.42% 27100 | 238 | 1110k| 15M| 171 | 3.687973e+02 | 4.625631e+02 | 25.42% 27200 | 238 | 1112k| 15M| 171 | 3.693022e+02 | 4.625631e+02 | 25.25% 27300 | 234 | 1114k| 15M| 171 | 3.743815e+02 | 4.625631e+02 | 23.55% 27400 | 224 | 1118k| 15M| 171 | 3.796435e+02 | 4.625631e+02 | 21.84% 27500 | 228 | 1120k| 15M| 171 | 3.807921e+02 | 4.625631e+02 | 21.47% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 27600 | 226 | 1123k| 15M| 171 | 3.807921e+02 | 4.625631e+02 | 21.47% 27700 | 228 | 1125k| 15M| 171 | 3.809032e+02 | 4.625631e+02 | 21.44% 27800 | 218 | 1137k| 14M| 171 | 3.851444e+02 | 4.625631e+02 | 20.10% 27900 | 212 | 1139k| 14M| 171 | 3.874283e+02 | 4.625631e+02 | 19.39% 28000 | 206 | 1141k| 14M| 171 | 3.898179e+02 | 4.625631e+02 | 18.66% 28100 | 208 | 1142k| 14M| 220 | 3.898179e+02 | 4.625631e+02 | 18.66% 28200 | 210 | 1143k| 14M| 267 | 3.898179e+02 | 4.625631e+02 | 18.66% 28300 | 212 | 1145k| 15M| 267 | 3.898179e+02 | 4.625631e+02 | 18.66% 28400 | 212 | 1145k| 15M| 273 | 3.898179e+02 | 4.625631e+02 | 18.66% 28500 | 214 | 1147k| 15M| 273 | 3.898179e+02 | 4.625631e+02 | 18.66% 28600 | 218 | 1150k| 15M| 273 | 3.898179e+02 | 4.625631e+02 | 18.66% * 28636 | 87 | 1151k| 14M| 273 | 3.898179e+02 | 4.549568e+02 | 16.71% 28700 | 87 | 1152k| 14M| 282 | 3.898179e+02 | 4.549568e+02 | 16.71% 28800 | 87 | 1155k| 14M| 292 | 3.898179e+02 | 4.549568e+02 | 16.71% 28900 | 89 | 1157k| 14M| 292 | 3.898179e+02 | 4.549568e+02 | 16.71% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 29000 | 87 | 1158k| 14M| 292 | 3.925347e+02 | 4.549568e+02 | 15.90% 29100 | 87 | 1160k| 14M| 292 | 3.925347e+02 | 4.549568e+02 | 15.90% 29200 | 87 | 1161k| 14M| 292 | 3.925347e+02 | 4.549568e+02 | 15.90% * 29287 | 83 | 1163k| 14M| 292 | 3.925347e+02 | 4.548697e+02 | 15.88% 29300 | 84 | 1163k| 14M| 292 | 3.925347e+02 | 4.548697e+02 | 15.88% 29400 | 86 | 1164k| 14M| 292 | 3.925347e+02 | 4.548697e+02 | 15.88% * 29475 | 79 | 1165k| 14M| 292 | 3.925347e+02 | 4.548647e+02 | 15.88% 29500 | 74 | 1165k| 14M| 292 | 3.945182e+02 | 4.548647e+02 | 15.30% 29600 | 58 | 1168k| 13M| 292 | 3.991140e+02 | 4.548647e+02 | 13.97% 29700 | 42 | 1172k| 13M| 292 | 4.101743e+02 | 4.548647e+02 | 10.90% SCIP Status : problem is solved [optimal solution found] Solving Time (sec) : 223.21 Solving Nodes : 29794 Primal Bound : +4.54864697032780e+02 (18 solutions) Dual Bound : +4.54864697032780e+02 Gap : 0.00 % SCIP Status : problem is solved [optimal solution found] Solving Time : 223.21 Original Problem : Problem name : gamsmodel Variables : 2101 (1040 binary, 0 integer, 0 implicit integer, 1061 continuous) Constraints : 1103 initial, 1103 maximal Presolved Problem : Problem name : t_gamsmodel Variables : 1945 (964 binary, 0 integer, 0 implicit integer, 981 continuous) Constraints : 1023 initial, 1819 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 : 0.98 100 0 0 1 0 0 0 0 varbound : 0.00 0 0 0 2 0 4 0 0 setppc : 0.00 0 0 0 0 0 0 0 0 linear : 0.05 52 4 0 2068 0 76 0 135 logicor : 0.00 0 0 0 0 0 0 0 0 bounddisjunction : 0.00 0 0 0 0 0 0 0 0 root node : - 8 - - 12 - - - - Constraints : Number #Separate #Propagate #EnfoLP #EnfoPS Cutoffs DomReds Cuts Conss Children integral : 0 0 0 22570 0 36 7829 0 0 30670 varbound : 26 14 115496 4 0 0 18080 0 0 0 setppc : 13 14 115496 4 0 0 654086 0 0 0 linear : 984 14 115496 4 0 3894 1997257 5 0 0 logicor : 0+ 0 18957 0 0 124 6699 0 0 0 bounddisjunction : 0+ 0 35571 0 0 181 35101 0 0 0 countsols : 0 0 0 4 0 0 0 0 0 0 Constraint Timings : TotalTime Separate Propagate EnfoLP EnfoPS integral : 46.36 0.00 0.00 46.36 0.00 varbound : 0.07 0.00 0.07 0.00 0.00 setppc : 0.70 0.00 0.70 0.00 0.00 linear : 9.14 0.03 9.11 0.00 0.00 logicor : 0.19 0.00 0.19 0.00 0.00 bounddisjunction : 0.71 0.00 0.71 0.00 0.00 countsols : 0.00 0.00 0.00 0.00 0.00 Propagators : Time Calls Cutoffs DomReds rootredcost : 0.06 13 0 1 pseudoobj : 2.45 111775 0 0 Conflict Analysis : Time Calls Success Conflicts Literals Reconvs ReconvLits LP Iters propagation : 0.85 4123 4123 10624 46.0 426 32.1 - infeasible LP : 0.68 7778 4 4 18.8 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 : - - - 7045 42.6 - - - applied locally : - - - 9 105.2 - - - Separators : Time Calls Cutoffs DomReds Cuts Conss cut pool : 0.00 13 - - 224 - (maximal pool size: 1011) redcost : 0.70 21231 0 1381 0 0 impliedbounds : 0.02 14 0 0 196 0 intobj : 0.00 0 0 0 0 0 gomory : 0.19 14 0 0 15 0 strongcg : 0.13 14 0 0 3 0 cmir : 2.62 10 0 0 817 0 flowcover : 0.86 10 0 0 58 0 clique : 0.00 14 0 0 12 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 : 46.34 22566 36 7829 0 0 30670 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 - 4 pseudo solutions : 0.00 - 0 oneopt : 0.06 13 0 feaspump : 0.13 1 0 coefdiving : 1.18 12 2 pscostdiving : 0.92 12 2 fracdiving : 0.29 12 0 veclendiving : 0.58 12 0 linesearchdiving : 0.42 12 0 guideddiving : 0.23 12 0 rootsoldiving : 7.17 8 4 objpscostdiving : 0.19 8 0 simplerounding : 0.03 0 0 rounding : 0.17 2020 0 shifting : 1.59 615 0 intshifting : 0.36 10 0 fixandinfer : 0.00 0 0 intdiving : 0.00 0 0 actconsdiving : 0.00 0 0 octane : 0.00 0 0 rens : 0.08 1 0 rins : 0.00 0 0 localbranching : 0.00 0 0 mutation : 0.00 0 0 crossover : 1.04 23 6 dins : 0.00 0 0 LP : Time Calls Iterations Iter/call Iter/sec primal LP : 0.06 0 0 0.00 0.00 dual LP : 133.39 32940 1102715 33.48 8266.85 barrier LP : 0.00 0 0 0.00 - diving/probing LP: 10.59 2284 71071 31.12 6711.14 strong branching : 45.92 9489 652332 68.75 14205.84 (at root node) : - 30 3581 119.37 - conflict analysis: 0.00 0 0 0.00 - B&B Tree : number of runs : 1 nodes : 29794 nodes (total) : 29794 nodes left : 0 max depth : 292 max depth (total): 292 backtracks : 1239 (4.2%) delayed cutoffs : 0 repropagations : 15888 (13288 domain reductions, 0 cutoffs) avg switch length: 6.37 switching time : 3.41 Solution : Solutions found : 18 (13 improvements) Primal Bound : +4.54864697032780e+02 (in run 1, after 29475 nodes, 221.55 seconds, depth 257, found by ) Dual Bound : +4.54864697032780e+02 Gap : 0.00 % Root Dual Bound : -3.77698127259558e+03 Solving LP with fixed discrete variables... GAMS/SCIP finished. --- Restarting execution --- neos2.gms(124) 0 Mb --- Reading solution for model m --- neos2.gms(124) 3 Mb *** Status: Normal completion --- Job neos2.gms Stop 10/03/08 02:38:34 elapsed 0:03:45.666