--- Job ran12x21 Start 10/03/08 04:07:38 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 --- ran12x21.gms(106) 2 Mb --- GDXin=/home/stefan/work/gams/models/LINlib/ran12x21.gdx --- ran12x21.gms(148) 3 Mb --- Starting execution: elapsed 0:00:00.039 --- ran12x21.gms(123) 4 Mb --- Generating MIP model m --- ran12x21.gms(124) 4 Mb --- 286 rows 505 columns 1,513 non-zeroes --- 252 discrete-columns --- Executing SCIP: elapsed 0:00:00.049 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, 252 chg bounds, 0 chg sides, 0 chg coeffs, 0 upgd conss, 0 impls, 0 clqs (round 2) 0 del vars, 0 del conss, 252 chg bounds, 0 chg sides, 0 chg coeffs, 252 upgd conss, 0 impls, 0 clqs (0.0s) probing: 101/252 (40.1%) - 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, 252 tightened bounds, 0 added holes, 0 changed sides, 0 changed coefficients 252 implications, 0 cliques presolved problem has 504 variables (252 bin, 0 int, 0 impl, 252 cont) and 285 constraints 252 constraints of type 33 constraints of type Presolving Time: 0.01 node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 292 |1141k| 0 | 3.157377e+03 | -- | Inf r 1 | 0 | 292 |1150k| 0 | 3.157377e+03 | 4.080000e+03 | 29.22% 1 | 0 | 376 |1381k| 0 | 3.313918e+03 | 4.080000e+03 | 23.12% 1 | 0 | 452 |1463k| 0 | 3.368497e+03 | 4.080000e+03 | 21.12% 1 | 0 | 537 |1518k| 0 | 3.396283e+03 | 4.080000e+03 | 20.13% 1 | 0 | 620 |1557k| 0 | 3.423713e+03 | 4.080000e+03 | 19.17% 1 | 0 | 721 |1600k| 0 | 3.434447e+03 | 4.080000e+03 | 18.80% 1 | 0 | 787 |1648k| 0 | 3.437421e+03 | 4.080000e+03 | 18.69% 1 | 0 | 858 |1685k| 0 | 3.440466e+03 | 4.080000e+03 | 18.59% 1 | 0 | 945 |1725k| 0 | 3.443140e+03 | 4.080000e+03 | 18.50% 1 | 0 | 1022 |1760k| 0 | 3.446691e+03 | 4.080000e+03 | 18.37% 1 | 0 | 1068 |1781k| 0 | 3.447516e+03 | 4.080000e+03 | 18.35% 1 | 0 | 1079 |1788k| 0 | 3.447566e+03 | 4.080000e+03 | 18.34% 1 | 0 | 1113 |1796k| 0 | 3.448689e+03 | 4.080000e+03 | 18.31% E 1 | 0 | 1219 |1812k| 0 | 3.448689e+03 | 3.832000e+03 | 11.11% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 1219 |1812k| 0 | 3.448689e+03 | 3.832000e+03 | 11.11% 1 | 2 | 1219 |1812k| 0 | 3.448689e+03 | 3.832000e+03 | 11.11% 100 | 101 | 8247 |2499k| 24 | 3.470382e+03 | 3.832000e+03 | 10.42% 200 | 175 | 11922 |2602k| 32 | 3.470382e+03 | 3.832000e+03 | 10.42% C 201 | 151 | 11942 |2578k| 32 | 3.470382e+03 | 3.768000e+03 | 8.58% 300 | 202 | 15218 |2664k| 38 | 3.470382e+03 | 3.768000e+03 | 8.58% 400 | 258 | 18865 |2748k| 44 | 3.476339e+03 | 3.768000e+03 | 8.39% 500 | 312 | 22245 |2831k| 44 | 3.481728e+03 | 3.768000e+03 | 8.22% 600 | 374 | 25800 |2915k| 44 | 3.486561e+03 | 3.768000e+03 | 8.07% 700 | 432 | 29090 |3005k| 44 | 3.486561e+03 | 3.768000e+03 | 8.07% 800 | 482 | 32105 |3086k| 44 | 3.486561e+03 | 3.768000e+03 | 8.07% 900 | 538 | 34772 |3166k| 44 | 3.486561e+03 | 3.768000e+03 | 8.07% C 918 | 332 | 35244 |2822k| 44 | 3.486561e+03 | 3.687000e+03 | 5.75% 1000 | 370 | 37883 |2882k| 44 | 3.486561e+03 | 3.687000e+03 | 5.75% 1100 | 410 | 41044 |2952k| 44 | 3.487662e+03 | 3.687000e+03 | 5.72% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1200 | 448 | 43815 |3031k| 44 | 3.487662e+03 | 3.687000e+03 | 5.72% 1300 | 504 | 46626 |3114k| 44 | 3.487662e+03 | 3.687000e+03 | 5.72% 1400 | 560 | 51473 |3257k| 44 | 3.489059e+03 | 3.687000e+03 | 5.67% 1500 | 620 | 58067 |3399k| 44 | 3.489059e+03 | 3.687000e+03 | 5.67% 1600 | 684 | 63493 |3518k| 44 | 3.490122e+03 | 3.687000e+03 | 5.64% 1700 | 746 | 68570 |3650k| 44 | 3.490122e+03 | 3.687000e+03 | 5.64% 1800 | 802 | 73257 |3744k| 44 | 3.490122e+03 | 3.687000e+03 | 5.64% 1900 | 866 | 80828 |3853k| 44 | 3.491893e+03 | 3.687000e+03 | 5.59% 2000 | 950 | 86257 |3991k| 44 | 3.493577e+03 | 3.687000e+03 | 5.54% 2100 | 1010 | 89200 |4074k| 56 | 3.493577e+03 | 3.687000e+03 | 5.54% 2200 | 1058 | 93650 |4180k| 56 | 3.496983e+03 | 3.687000e+03 | 5.43% 2300 | 1106 | 98209 |4286k| 56 | 3.496983e+03 | 3.687000e+03 | 5.43% v 2304 | 992 | 98230 |4093k| 56 | 3.496983e+03 | 3.671000e+03 | 4.98% 2400 | 1044 |102388 |4192k| 56 | 3.498507e+03 | 3.671000e+03 | 4.93% 2500 | 1092 |106676 |4280k| 56 | 3.499008e+03 | 3.671000e+03 | 4.92% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 2600 | 1140 |110961 |4384k| 56 | 3.500895e+03 | 3.671000e+03 | 4.86% 2700 | 1194 |115661 |4482k| 56 | 3.500895e+03 | 3.671000e+03 | 4.86% 2800 | 1216 |119464 |4546k| 56 | 3.503183e+03 | 3.671000e+03 | 4.79% 2900 | 1252 |122875 |4634k| 56 | 3.503938e+03 | 3.671000e+03 | 4.77% 3000 | 1296 |126638 |4733k| 56 | 3.506419e+03 | 3.671000e+03 | 4.69% 3100 | 1340 |132752 |4826k| 56 | 3.507471e+03 | 3.671000e+03 | 4.66% 3200 | 1382 |136746 |4920k| 56 | 3.507471e+03 | 3.671000e+03 | 4.66% 3300 | 1420 |140012 |5009k| 56 | 3.508682e+03 | 3.671000e+03 | 4.63% C 3364 | 1355 |142823 |4899k| 56 | 3.510021e+03 | 3.664000e+03 | 4.39% 3400 | 1369 |143796 |4927k| 56 | 3.510021e+03 | 3.664000e+03 | 4.39% 3500 | 1421 |147050 |5026k| 56 | 3.510463e+03 | 3.664000e+03 | 4.37% 3600 | 1473 |150220 |5110k| 56 | 3.510911e+03 | 3.664000e+03 | 4.36% 3700 | 1525 |154462 |5206k| 56 | 3.511269e+03 | 3.664000e+03 | 4.35% 3800 | 1577 |158580 |5286k| 56 | 3.511307e+03 | 3.664000e+03 | 4.35% 3900 | 1619 |161906 |5367k| 56 | 3.511516e+03 | 3.664000e+03 | 4.34% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 4000 | 1653 |165545 |5440k| 56 | 3.511516e+03 | 3.664000e+03 | 4.34% 4100 | 1697 |169316 |5516k| 56 | 3.511526e+03 | 3.664000e+03 | 4.34% 4200 | 1723 |172987 |5577k| 56 | 3.511624e+03 | 3.664000e+03 | 4.34% 4300 | 1755 |177096 |5655k| 56 | 3.513424e+03 | 3.664000e+03 | 4.29% 4400 | 1791 |179963 |5726k| 56 | 3.513634e+03 | 3.664000e+03 | 4.28% 4500 | 1833 |183135 |5803k| 56 | 3.513634e+03 | 3.664000e+03 | 4.28% 4600 | 1853 |186689 |5860k| 56 | 3.513769e+03 | 3.664000e+03 | 4.28% 4700 | 1883 |191542 |5928k| 56 | 3.514930e+03 | 3.664000e+03 | 4.24% 4800 | 1923 |194724 |5996k| 56 | 3.514930e+03 | 3.664000e+03 | 4.24% 4900 | 1943 |198147 |6057k| 59 | 3.515183e+03 | 3.664000e+03 | 4.23% 5000 | 1977 |202932 |6120k| 59 | 3.515184e+03 | 3.664000e+03 | 4.23% 5100 | 2011 |205803 |6184k| 59 | 3.515184e+03 | 3.664000e+03 | 4.23% 5200 | 2055 |209594 |6246k| 59 | 3.515504e+03 | 3.664000e+03 | 4.22% 5300 | 2087 |213902 |6339k| 59 | 3.515813e+03 | 3.664000e+03 | 4.21% 5400 | 2125 |217577 |6429k| 59 | 3.516501e+03 | 3.664000e+03 | 4.19% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 5500 | 2145 |220469 |6486k| 59 | 3.516647e+03 | 3.664000e+03 | 4.19% 5600 | 2167 |223403 |6530k| 59 | 3.516933e+03 | 3.664000e+03 | 4.18% 5700 | 2193 |225757 |6585k| 59 | 3.517231e+03 | 3.664000e+03 | 4.17% 5800 | 2225 |229622 |6675k| 59 | 3.517659e+03 | 3.664000e+03 | 4.16% 5900 | 2249 |232118 |6719k| 59 | 3.517826e+03 | 3.664000e+03 | 4.16% 6000 | 2263 |234856 |6774k| 59 | 3.518158e+03 | 3.664000e+03 | 4.15% 6100 | 2287 |238010 |6827k| 59 | 3.518579e+03 | 3.664000e+03 | 4.13% 6200 | 2303 |240652 |6866k| 59 | 3.519097e+03 | 3.664000e+03 | 4.12% 6300 | 2331 |243252 |6930k| 59 | 3.519097e+03 | 3.664000e+03 | 4.12% 6400 | 2347 |245745 |6976k| 59 | 3.519097e+03 | 3.664000e+03 | 4.12% 6500 | 2383 |249109 |7050k| 59 | 3.519409e+03 | 3.664000e+03 | 4.11% 6600 | 2395 |252142 |7097k| 59 | 3.520277e+03 | 3.664000e+03 | 4.08% 6700 | 2415 |255117 |7159k| 59 | 3.520277e+03 | 3.664000e+03 | 4.08% 6800 | 2433 |258163 |7210k| 59 | 3.520505e+03 | 3.664000e+03 | 4.08% 6900 | 2457 |261491 |7277k| 59 | 3.520558e+03 | 3.664000e+03 | 4.07% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 7000 | 2503 |264781 |7327k| 59 | 3.520558e+03 | 3.664000e+03 | 4.07% 7100 | 2519 |267670 |7372k| 59 | 3.522591e+03 | 3.664000e+03 | 4.01% 7200 | 2541 |270511 |7437k| 59 | 3.522814e+03 | 3.664000e+03 | 4.01% 7300 | 2563 |273122 |7478k| 59 | 3.523150e+03 | 3.664000e+03 | 4.00% 7400 | 2583 |276770 |7545k| 59 | 3.523752e+03 | 3.664000e+03 | 3.98% 7500 | 2599 |279646 |7603k| 59 | 3.524286e+03 | 3.664000e+03 | 3.96% 7600 | 2625 |282857 |7667k| 59 | 3.525152e+03 | 3.664000e+03 | 3.94% 7700 | 2651 |287409 |7731k| 59 | 3.525991e+03 | 3.664000e+03 | 3.91% 7800 | 2695 |290846 |7809k| 59 | 3.527098e+03 | 3.664000e+03 | 3.88% 7900 | 2723 |293465 |7861k| 59 | 3.527242e+03 | 3.664000e+03 | 3.88% 8000 | 2747 |296860 |7912k| 59 | 3.527475e+03 | 3.664000e+03 | 3.87% 8100 | 2775 |300148 |7975k| 59 | 3.527960e+03 | 3.664000e+03 | 3.86% 8200 | 2789 |303082 |8020k| 59 | 3.528299e+03 | 3.664000e+03 | 3.85% 8300 | 2819 |305689 |8064k| 59 | 3.528299e+03 | 3.664000e+03 | 3.85% 8400 | 2843 |308314 |8115k| 59 | 3.528653e+03 | 3.664000e+03 | 3.84% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 8500 | 2875 |311468 |8174k| 59 | 3.528822e+03 | 3.664000e+03 | 3.83% 8600 | 2903 |314302 |8229k| 59 | 3.528822e+03 | 3.664000e+03 | 3.83% 8700 | 2919 |317585 |8286k| 59 | 3.529165e+03 | 3.664000e+03 | 3.82% 8800 | 2933 |319701 |8312k| 59 | 3.529165e+03 | 3.664000e+03 | 3.82% 8900 | 2963 |323153 |8393k| 59 | 3.529311e+03 | 3.664000e+03 | 3.82% 9000 | 2985 |326604 |8455k| 59 | 3.531252e+03 | 3.664000e+03 | 3.76% 9100 | 3007 |329404 |8503k| 59 | 3.531252e+03 | 3.664000e+03 | 3.76% 9200 | 3023 |331695 |8538k| 59 | 3.531443e+03 | 3.664000e+03 | 3.75% 9300 | 3045 |334254 |8573k| 59 | 3.532078e+03 | 3.664000e+03 | 3.73% 9400 | 3075 |337817 |8633k| 59 | 3.532676e+03 | 3.664000e+03 | 3.72% 9500 | 3101 |340960 |8675k| 59 | 3.532676e+03 | 3.664000e+03 | 3.72% 9600 | 3113 |343001 |8707k| 59 | 3.532676e+03 | 3.664000e+03 | 3.72% 9700 | 3135 |345555 |8745k| 59 | 3.532745e+03 | 3.664000e+03 | 3.72% 9800 | 3167 |349248 |8812k| 59 | 3.533163e+03 | 3.664000e+03 | 3.70% 9900 | 3191 |352410 |8853k| 59 | 3.533171e+03 | 3.664000e+03 | 3.70% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 10000 | 3211 |355219 |8891k| 59 | 3.533171e+03 | 3.664000e+03 | 3.70% 10100 | 3231 |357565 |8925k| 59 | 3.533171e+03 | 3.664000e+03 | 3.70% 10200 | 3271 |361381 |9009k| 59 | 3.533948e+03 | 3.664000e+03 | 3.68% 10300 | 3289 |364186 |9046k| 59 | 3.533948e+03 | 3.664000e+03 | 3.68% 10400 | 3315 |366880 |9106k| 59 | 3.533983e+03 | 3.664000e+03 | 3.68% 10500 | 3333 |369719 |9154k| 59 | 3.534013e+03 | 3.664000e+03 | 3.68% 10600 | 3353 |372101 |9198k| 59 | 3.534047e+03 | 3.664000e+03 | 3.68% 10700 | 3377 |374721 |9238k| 59 | 3.534048e+03 | 3.664000e+03 | 3.68% 10800 | 3415 |378297 |9304k| 59 | 3.534190e+03 | 3.664000e+03 | 3.67% 10900 | 3447 |381477 |9359k| 59 | 3.534191e+03 | 3.664000e+03 | 3.67% 11000 | 3485 |383669 |9408k| 59 | 3.534191e+03 | 3.664000e+03 | 3.67% 11100 | 3515 |386517 |9449k| 59 | 3.534324e+03 | 3.664000e+03 | 3.67% 11200 | 3529 |389671 |9486k| 59 | 3.534324e+03 | 3.664000e+03 | 3.67% 11300 | 3549 |392434 |9525k| 59 | 3.534472e+03 | 3.664000e+03 | 3.66% 11400 | 3575 |394816 |9581k| 59 | 3.534617e+03 | 3.664000e+03 | 3.66% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 11500 | 3591 |397445 |9621k| 59 | 3.535053e+03 | 3.664000e+03 | 3.65% 11600 | 3611 |400089 |9661k| 59 | 3.535081e+03 | 3.664000e+03 | 3.65% 11700 | 3635 |402515 |9706k| 59 | 3.535081e+03 | 3.664000e+03 | 3.65% 11800 | 3657 |405430 |9749k| 59 | 3.535772e+03 | 3.664000e+03 | 3.63% 11900 | 3677 |408104 |9787k| 59 | 3.536063e+03 | 3.664000e+03 | 3.62% 12000 | 3703 |411251 |9831k| 59 | 3.536554e+03 | 3.664000e+03 | 3.60% 12100 | 3727 |413359 |9882k| 59 | 3.536554e+03 | 3.664000e+03 | 3.60% 12200 | 3747 |416169 |9936k| 59 | 3.536639e+03 | 3.664000e+03 | 3.60% 12300 | 3769 |418658 |9986k| 59 | 3.536725e+03 | 3.664000e+03 | 3.60% 12400 | 3805 |421301 | 10M| 59 | 3.536925e+03 | 3.664000e+03 | 3.59% 12500 | 3843 |425127 | 10M| 59 | 3.537202e+03 | 3.664000e+03 | 3.58% 12600 | 3873 |427636 | 10M| 59 | 3.537665e+03 | 3.664000e+03 | 3.57% 12700 | 3893 |430418 | 10M| 59 | 3.538196e+03 | 3.664000e+03 | 3.56% 12800 | 3909 |433060 | 10M| 59 | 3.538196e+03 | 3.664000e+03 | 3.56% 12900 | 3937 |435948 | 10M| 59 | 3.539074e+03 | 3.664000e+03 | 3.53% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 13000 | 3957 |438695 | 10M| 59 | 3.539919e+03 | 3.664000e+03 | 3.51% 13100 | 3977 |442491 | 10M| 59 | 3.540404e+03 | 3.664000e+03 | 3.49% 13200 | 3995 |445037 | 10M| 59 | 3.540915e+03 | 3.664000e+03 | 3.48% 13300 | 4017 |447495 | 10M| 59 | 3.540915e+03 | 3.664000e+03 | 3.48% 13400 | 4033 |450215 | 10M| 59 | 3.541619e+03 | 3.664000e+03 | 3.46% 13500 | 4051 |452409 | 10M| 59 | 3.541803e+03 | 3.664000e+03 | 3.45% 13600 | 4079 |455127 | 10M| 59 | 3.541803e+03 | 3.664000e+03 | 3.45% 13700 | 4111 |457901 | 10M| 59 | 3.541874e+03 | 3.664000e+03 | 3.45% 13800 | 4131 |461150 | 10M| 59 | 3.541890e+03 | 3.664000e+03 | 3.45% 13900 | 4153 |464881 | 10M| 59 | 3.542065e+03 | 3.664000e+03 | 3.44% 14000 | 4165 |467150 | 10M| 59 | 3.542173e+03 | 3.664000e+03 | 3.44% 14100 | 4179 |469189 | 10M| 59 | 3.542541e+03 | 3.664000e+03 | 3.43% 14200 | 4205 |471968 | 10M| 59 | 3.543492e+03 | 3.664000e+03 | 3.40% 14300 | 4237 |474328 | 10M| 59 | 3.543887e+03 | 3.664000e+03 | 3.39% 14400 | 4253 |476793 | 10M| 59 | 3.543893e+03 | 3.664000e+03 | 3.39% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 14500 | 4269 |479660 | 10M| 59 | 3.544269e+03 | 3.664000e+03 | 3.38% 14600 | 4289 |482333 | 11M| 59 | 3.544269e+03 | 3.664000e+03 | 3.38% 14700 | 4319 |485246 | 11M| 59 | 3.544422e+03 | 3.664000e+03 | 3.37% 14800 | 4333 |487918 | 11M| 59 | 3.544448e+03 | 3.664000e+03 | 3.37% 14900 | 4363 |490991 | 11M| 59 | 3.544527e+03 | 3.664000e+03 | 3.37% 15000 | 4389 |493875 | 11M| 59 | 3.544527e+03 | 3.664000e+03 | 3.37% 15100 | 4423 |495963 | 11M| 59 | 3.544645e+03 | 3.664000e+03 | 3.37% 15200 | 4441 |498995 | 11M| 59 | 3.544930e+03 | 3.664000e+03 | 3.36% 15300 | 4467 |502419 | 11M| 59 | 3.545064e+03 | 3.664000e+03 | 3.35% 15400 | 4481 |505098 | 11M| 59 | 3.545355e+03 | 3.664000e+03 | 3.35% 15500 | 4491 |507330 | 11M| 59 | 3.545355e+03 | 3.664000e+03 | 3.35% 15600 | 4507 |509974 | 11M| 59 | 3.545514e+03 | 3.664000e+03 | 3.34% 15700 | 4513 |511775 | 11M| 59 | 3.545863e+03 | 3.664000e+03 | 3.33% 15800 | 4539 |514698 | 11M| 59 | 3.545977e+03 | 3.664000e+03 | 3.33% 15900 | 4557 |517262 | 11M| 59 | 3.545977e+03 | 3.664000e+03 | 3.33% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 16000 | 4565 |519386 | 11M| 59 | 3.545977e+03 | 3.664000e+03 | 3.33% 16100 | 4597 |521815 | 11M| 59 | 3.547403e+03 | 3.664000e+03 | 3.29% 16200 | 4611 |524548 | 11M| 59 | 3.547477e+03 | 3.664000e+03 | 3.28% 16300 | 4629 |527054 | 11M| 59 | 3.547616e+03 | 3.664000e+03 | 3.28% 16400 | 4645 |530293 | 11M| 59 | 3.547922e+03 | 3.664000e+03 | 3.27% 16500 | 4665 |533079 | 11M| 59 | 3.548263e+03 | 3.664000e+03 | 3.26% 16600 | 4691 |535551 | 11M| 59 | 3.548414e+03 | 3.664000e+03 | 3.26% 16700 | 4705 |538215 | 11M| 59 | 3.548534e+03 | 3.664000e+03 | 3.25% 16800 | 4729 |540753 | 11M| 59 | 3.548936e+03 | 3.664000e+03 | 3.24% 16900 | 4745 |543475 | 11M| 59 | 3.549341e+03 | 3.664000e+03 | 3.23% 17000 | 4769 |545953 | 11M| 59 | 3.549514e+03 | 3.664000e+03 | 3.23% 17100 | 4783 |548538 | 11M| 59 | 3.549852e+03 | 3.664000e+03 | 3.22% 17200 | 4807 |551638 | 12M| 59 | 3.549936e+03 | 3.664000e+03 | 3.21% 17300 | 4813 |554342 | 12M| 59 | 3.550056e+03 | 3.664000e+03 | 3.21% 17400 | 4833 |556012 | 12M| 59 | 3.550056e+03 | 3.664000e+03 | 3.21% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 17500 | 4855 |558089 | 12M| 59 | 3.550119e+03 | 3.664000e+03 | 3.21% 17600 | 4875 |560759 | 12M| 59 | 3.550120e+03 | 3.664000e+03 | 3.21% 17700 | 4895 |563654 | 12M| 59 | 3.550598e+03 | 3.664000e+03 | 3.19% 17800 | 4911 |566065 | 12M| 59 | 3.551018e+03 | 3.664000e+03 | 3.18% 17900 | 4927 |568427 | 12M| 59 | 3.551088e+03 | 3.664000e+03 | 3.18% 18000 | 4941 |569677 | 12M| 59 | 3.551088e+03 | 3.664000e+03 | 3.18% 18100 | 4963 |571690 | 12M| 59 | 3.551090e+03 | 3.664000e+03 | 3.18% 18200 | 4977 |574280 | 12M| 59 | 3.551090e+03 | 3.664000e+03 | 3.18% 18300 | 4987 |576391 | 12M| 59 | 3.551100e+03 | 3.664000e+03 | 3.18% 18400 | 4999 |579029 | 12M| 59 | 3.551114e+03 | 3.664000e+03 | 3.18% 18500 | 5003 |582084 | 12M| 59 | 3.551746e+03 | 3.664000e+03 | 3.16% 18600 | 5039 |585451 | 12M| 59 | 3.552188e+03 | 3.664000e+03 | 3.15% 18700 | 5061 |588529 | 12M| 59 | 3.552295e+03 | 3.664000e+03 | 3.14% 18800 | 5083 |591000 | 12M| 59 | 3.552352e+03 | 3.664000e+03 | 3.14% 18900 | 5109 |593321 | 12M| 59 | 3.552374e+03 | 3.664000e+03 | 3.14% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 19000 | 5135 |595652 | 12M| 59 | 3.552735e+03 | 3.664000e+03 | 3.13% 19100 | 5153 |597924 | 12M| 59 | 3.553041e+03 | 3.664000e+03 | 3.12% 19200 | 5179 |600404 | 12M| 59 | 3.553066e+03 | 3.664000e+03 | 3.12% 19300 | 5177 |603313 | 12M| 59 | 3.553272e+03 | 3.664000e+03 | 3.12% 19400 | 5195 |605544 | 12M| 59 | 3.553384e+03 | 3.664000e+03 | 3.11% 19500 | 5213 |608047 | 12M| 59 | 3.553648e+03 | 3.664000e+03 | 3.11% 19600 | 5225 |610232 | 12M| 59 | 3.553666e+03 | 3.664000e+03 | 3.10% 19700 | 5245 |612763 | 12M| 59 | 3.554596e+03 | 3.664000e+03 | 3.08% 19800 | 5271 |616015 | 12M| 59 | 3.554873e+03 | 3.664000e+03 | 3.07% 19900 | 5293 |618636 | 12M| 59 | 3.555040e+03 | 3.664000e+03 | 3.06% 20000 | 5301 |622216 | 12M| 59 | 3.555048e+03 | 3.664000e+03 | 3.06% 20100 | 5327 |624932 | 12M| 59 | 3.555166e+03 | 3.664000e+03 | 3.06% 20200 | 5347 |627206 | 13M| 59 | 3.555252e+03 | 3.664000e+03 | 3.06% 20300 | 5371 |629515 | 13M| 59 | 3.555552e+03 | 3.664000e+03 | 3.05% 20400 | 5389 |631890 | 13M| 59 | 3.555695e+03 | 3.664000e+03 | 3.05% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 20500 | 5405 |633599 | 13M| 59 | 3.555695e+03 | 3.664000e+03 | 3.05% 20600 | 5427 |635798 | 13M| 59 | 3.556098e+03 | 3.664000e+03 | 3.03% 20700 | 5435 |638292 | 13M| 59 | 3.556323e+03 | 3.664000e+03 | 3.03% 20800 | 5455 |640591 | 13M| 59 | 3.556568e+03 | 3.664000e+03 | 3.02% 20900 | 5479 |642959 | 13M| 59 | 3.556568e+03 | 3.664000e+03 | 3.02% 21000 | 5487 |645236 | 13M| 59 | 3.556580e+03 | 3.664000e+03 | 3.02% 21100 | 5517 |647886 | 13M| 59 | 3.556680e+03 | 3.664000e+03 | 3.02% 21200 | 5523 |650640 | 13M| 59 | 3.557175e+03 | 3.664000e+03 | 3.00% 21300 | 5535 |652448 | 13M| 59 | 3.557175e+03 | 3.664000e+03 | 3.00% 21400 | 5555 |654275 | 13M| 59 | 3.557309e+03 | 3.664000e+03 | 3.00% 21500 | 5555 |656803 | 13M| 59 | 3.557309e+03 | 3.664000e+03 | 3.00% 21600 | 5559 |658784 | 13M| 59 | 3.557461e+03 | 3.664000e+03 | 2.99% 21700 | 5579 |660966 | 13M| 59 | 3.558214e+03 | 3.664000e+03 | 2.97% 21800 | 5595 |663221 | 13M| 59 | 3.558269e+03 | 3.664000e+03 | 2.97% 21900 | 5619 |665663 | 13M| 59 | 3.558481e+03 | 3.664000e+03 | 2.97% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 22000 | 5639 |667790 | 13M| 59 | 3.558481e+03 | 3.664000e+03 | 2.97% 22100 | 5649 |670360 | 13M| 59 | 3.558594e+03 | 3.664000e+03 | 2.96% 22200 | 5671 |673374 | 13M| 59 | 3.558594e+03 | 3.664000e+03 | 2.96% 22300 | 5683 |675509 | 13M| 59 | 3.558757e+03 | 3.664000e+03 | 2.96% 22400 | 5689 |677201 | 13M| 59 | 3.558801e+03 | 3.664000e+03 | 2.96% 22500 | 5703 |679645 | 13M| 59 | 3.558976e+03 | 3.664000e+03 | 2.95% 22600 | 5717 |682017 | 13M| 59 | 3.558976e+03 | 3.664000e+03 | 2.95% 22700 | 5743 |684855 | 13M| 59 | 3.559095e+03 | 3.664000e+03 | 2.95% 22800 | 5767 |686698 | 13M| 59 | 3.559194e+03 | 3.664000e+03 | 2.94% 22900 | 5789 |689433 | 13M| 59 | 3.559430e+03 | 3.664000e+03 | 2.94% 23000 | 5793 |691021 | 13M| 59 | 3.559430e+03 | 3.664000e+03 | 2.94% 23100 | 5805 |693476 | 13M| 59 | 3.559512e+03 | 3.664000e+03 | 2.94% 23200 | 5819 |696087 | 13M| 59 | 3.559512e+03 | 3.664000e+03 | 2.94% 23300 | 5837 |698970 | 13M| 59 | 3.559942e+03 | 3.664000e+03 | 2.92% 23400 | 5843 |701909 | 13M| 59 | 3.559982e+03 | 3.664000e+03 | 2.92% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 23500 | 5847 |704220 | 13M| 59 | 3.560173e+03 | 3.664000e+03 | 2.92% 23600 | 5859 |706222 | 13M| 59 | 3.560175e+03 | 3.664000e+03 | 2.92% 23700 | 5867 |707713 | 14M| 59 | 3.560405e+03 | 3.664000e+03 | 2.91% 23800 | 5865 |709896 | 14M| 59 | 3.560584e+03 | 3.664000e+03 | 2.90% 23900 | 5883 |711699 | 14M| 59 | 3.560653e+03 | 3.664000e+03 | 2.90% 24000 | 5889 |713760 | 14M| 59 | 3.560821e+03 | 3.664000e+03 | 2.90% 24100 | 5899 |716172 | 14M| 59 | 3.560821e+03 | 3.664000e+03 | 2.90% 24200 | 5917 |718436 | 14M| 59 | 3.560821e+03 | 3.664000e+03 | 2.90% 24300 | 5941 |721094 | 14M| 59 | 3.560843e+03 | 3.664000e+03 | 2.90% 24400 | 5955 |723634 | 14M| 59 | 3.560843e+03 | 3.664000e+03 | 2.90% 24500 | 5963 |725965 | 14M| 59 | 3.561140e+03 | 3.664000e+03 | 2.89% 24600 | 5967 |727844 | 14M| 59 | 3.561233e+03 | 3.664000e+03 | 2.89% 24700 | 5975 |730737 | 14M| 59 | 3.561298e+03 | 3.664000e+03 | 2.88% 24800 | 5981 |732983 | 14M| 59 | 3.561592e+03 | 3.664000e+03 | 2.88% 24900 | 6001 |735591 | 14M| 59 | 3.561770e+03 | 3.664000e+03 | 2.87% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 25000 | 6017 |737952 | 14M| 59 | 3.561790e+03 | 3.664000e+03 | 2.87% 25100 | 6027 |739770 | 14M| 59 | 3.561928e+03 | 3.664000e+03 | 2.87% 25200 | 6039 |741658 | 14M| 59 | 3.561928e+03 | 3.664000e+03 | 2.87% 25300 | 6047 |744542 | 14M| 59 | 3.562326e+03 | 3.664000e+03 | 2.85% 25400 | 6061 |746814 | 14M| 59 | 3.562328e+03 | 3.664000e+03 | 2.85% 25500 | 6065 |749317 | 14M| 59 | 3.562349e+03 | 3.664000e+03 | 2.85% 25600 | 6095 |753271 | 14M| 59 | 3.562535e+03 | 3.664000e+03 | 2.85% 25700 | 6107 |755377 | 14M| 59 | 3.562547e+03 | 3.664000e+03 | 2.85% 25800 | 6117 |757558 | 14M| 59 | 3.562870e+03 | 3.664000e+03 | 2.84% 25900 | 6115 |759732 | 14M| 59 | 3.563078e+03 | 3.664000e+03 | 2.83% 26000 | 6115 |762390 | 14M| 59 | 3.563133e+03 | 3.664000e+03 | 2.83% 26100 | 6117 |764520 | 14M| 59 | 3.563232e+03 | 3.664000e+03 | 2.83% 26200 | 6123 |766579 | 14M| 59 | 3.563350e+03 | 3.664000e+03 | 2.82% 26300 | 6135 |768555 | 14M| 59 | 3.563487e+03 | 3.664000e+03 | 2.82% 26400 | 6149 |771363 | 14M| 59 | 3.563506e+03 | 3.664000e+03 | 2.82% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 26500 | 6145 |773104 | 14M| 59 | 3.563585e+03 | 3.664000e+03 | 2.82% 26600 | 6153 |775543 | 14M| 59 | 3.563585e+03 | 3.664000e+03 | 2.82% 26700 | 6161 |777565 | 14M| 59 | 3.563601e+03 | 3.664000e+03 | 2.82% 26800 | 6175 |779515 | 14M| 59 | 3.563639e+03 | 3.664000e+03 | 2.82% 26900 | 6183 |781757 | 14M| 59 | 3.563687e+03 | 3.664000e+03 | 2.81% 27000 | 6201 |783759 | 14M| 59 | 3.563835e+03 | 3.664000e+03 | 2.81% 27100 | 6207 |785751 | 14M| 59 | 3.563835e+03 | 3.664000e+03 | 2.81% 27200 | 6225 |788365 | 14M| 59 | 3.563989e+03 | 3.664000e+03 | 2.81% 27300 | 6239 |790837 | 14M| 59 | 3.564301e+03 | 3.664000e+03 | 2.80% 27400 | 6241 |793326 | 14M| 59 | 3.564311e+03 | 3.664000e+03 | 2.80% 27500 | 6245 |796162 | 14M| 59 | 3.564563e+03 | 3.664000e+03 | 2.79% 27600 | 6257 |798824 | 15M| 59 | 3.564754e+03 | 3.664000e+03 | 2.78% 27700 | 6259 |800656 | 15M| 59 | 3.564840e+03 | 3.664000e+03 | 2.78% 27800 | 6271 |802853 | 15M| 59 | 3.564868e+03 | 3.664000e+03 | 2.78% 27900 | 6283 |804762 | 15M| 59 | 3.565015e+03 | 3.664000e+03 | 2.78% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 28000 | 6287 |807388 | 15M| 59 | 3.565575e+03 | 3.664000e+03 | 2.76% 28100 | 6305 |810504 | 15M| 59 | 3.565846e+03 | 3.664000e+03 | 2.75% 28200 | 6331 |813936 | 15M| 59 | 3.565938e+03 | 3.664000e+03 | 2.75% 28300 | 6353 |815814 | 15M| 59 | 3.565938e+03 | 3.664000e+03 | 2.75% 28400 | 6359 |817983 | 15M| 59 | 3.566027e+03 | 3.664000e+03 | 2.75% 28500 | 6383 |820474 | 15M| 59 | 3.566158e+03 | 3.664000e+03 | 2.74% 28600 | 6391 |822660 | 15M| 59 | 3.566251e+03 | 3.664000e+03 | 2.74% 28700 | 6395 |824795 | 15M| 59 | 3.566292e+03 | 3.664000e+03 | 2.74% 28800 | 6399 |828184 | 15M| 59 | 3.566491e+03 | 3.664000e+03 | 2.73% 28900 | 6425 |830788 | 15M| 59 | 3.566623e+03 | 3.664000e+03 | 2.73% 29000 | 6419 |833386 | 15M| 59 | 3.566623e+03 | 3.664000e+03 | 2.73% 29100 | 6421 |835899 | 15M| 59 | 3.566978e+03 | 3.664000e+03 | 2.72% 29200 | 6415 |837779 | 15M| 59 | 3.566996e+03 | 3.664000e+03 | 2.72% 29300 | 6423 |840672 | 15M| 59 | 3.567095e+03 | 3.664000e+03 | 2.72% 29400 | 6429 |842794 | 15M| 59 | 3.567283e+03 | 3.664000e+03 | 2.71% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 29500 | 6441 |844941 | 15M| 59 | 3.567290e+03 | 3.664000e+03 | 2.71% 29600 | 6447 |847415 | 15M| 59 | 3.567473e+03 | 3.664000e+03 | 2.71% 29700 | 6453 |849875 | 15M| 59 | 3.567578e+03 | 3.664000e+03 | 2.70% 29800 | 6449 |852031 | 15M| 59 | 3.567911e+03 | 3.664000e+03 | 2.69% 29900 | 6447 |853583 | 15M| 59 | 3.568095e+03 | 3.664000e+03 | 2.69% 30000 | 6453 |855665 | 15M| 59 | 3.568776e+03 | 3.664000e+03 | 2.67% 30100 | 6457 |857868 | 15M| 59 | 3.568902e+03 | 3.664000e+03 | 2.66% 30200 | 6443 |860357 | 15M| 59 | 3.569049e+03 | 3.664000e+03 | 2.66% 30300 | 6445 |862764 | 15M| 59 | 3.569135e+03 | 3.664000e+03 | 2.66% 30400 | 6457 |864757 | 15M| 59 | 3.569135e+03 | 3.664000e+03 | 2.66% 30500 | 6457 |867039 | 15M| 59 | 3.569388e+03 | 3.664000e+03 | 2.65% 30600 | 6467 |869866 | 15M| 59 | 3.569388e+03 | 3.664000e+03 | 2.65% 30700 | 6471 |872273 | 15M| 59 | 3.569537e+03 | 3.664000e+03 | 2.65% 30800 | 6487 |875514 | 15M| 59 | 3.569697e+03 | 3.664000e+03 | 2.64% 30900 | 6489 |877988 | 15M| 59 | 3.569769e+03 | 3.664000e+03 | 2.64% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 31000 | 6505 |880626 | 15M| 59 | 3.570046e+03 | 3.664000e+03 | 2.63% 31100 | 6523 |883784 | 15M| 59 | 3.570418e+03 | 3.664000e+03 | 2.62% 31200 | 6527 |885602 | 15M| 59 | 3.570418e+03 | 3.664000e+03 | 2.62% 31300 | 6525 |887578 | 15M| 59 | 3.570418e+03 | 3.664000e+03 | 2.62% 31400 | 6533 |889581 | 15M| 59 | 3.570512e+03 | 3.664000e+03 | 2.62% 31500 | 6533 |891769 | 15M| 59 | 3.570526e+03 | 3.664000e+03 | 2.62% 31600 | 6525 |894218 | 15M| 59 | 3.570834e+03 | 3.664000e+03 | 2.61% 31700 | 6545 |896483 | 15M| 59 | 3.570907e+03 | 3.664000e+03 | 2.61% 31800 | 6559 |897643 | 15M| 59 | 3.570907e+03 | 3.664000e+03 | 2.61% 31900 | 6551 |899792 | 15M| 59 | 3.571093e+03 | 3.664000e+03 | 2.60% 32000 | 6557 |901899 | 15M| 59 | 3.571382e+03 | 3.664000e+03 | 2.59% 32100 | 6555 |904604 | 15M| 59 | 3.571829e+03 | 3.664000e+03 | 2.58% 32200 | 6583 |906629 | 15M| 59 | 3.572014e+03 | 3.664000e+03 | 2.58% 32300 | 6579 |908194 | 15M| 59 | 3.572270e+03 | 3.664000e+03 | 2.57% 32400 | 6577 |910342 | 15M| 59 | 3.572315e+03 | 3.664000e+03 | 2.57% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 32500 | 6577 |912682 | 16M| 59 | 3.572315e+03 | 3.664000e+03 | 2.57% 32600 | 6591 |914814 | 16M| 59 | 3.572499e+03 | 3.664000e+03 | 2.56% 32700 | 6605 |917596 | 16M| 59 | 3.572662e+03 | 3.664000e+03 | 2.56% 32800 | 6607 |920093 | 16M| 59 | 3.572715e+03 | 3.664000e+03 | 2.56% 32900 | 6607 |922132 | 16M| 59 | 3.572715e+03 | 3.664000e+03 | 2.56% 33000 | 6615 |924457 | 16M| 59 | 3.572782e+03 | 3.664000e+03 | 2.55% 33100 | 6609 |927623 | 16M| 59 | 3.572850e+03 | 3.664000e+03 | 2.55% 33200 | 6615 |930098 | 16M| 59 | 3.573016e+03 | 3.664000e+03 | 2.55% 33300 | 6621 |932993 | 16M| 59 | 3.573179e+03 | 3.664000e+03 | 2.54% 33400 | 6637 |935009 | 16M| 59 | 3.573179e+03 | 3.664000e+03 | 2.54% 33500 | 6653 |938206 | 16M| 59 | 3.573713e+03 | 3.664000e+03 | 2.53% 33600 | 6655 |940590 | 16M| 59 | 3.573807e+03 | 3.664000e+03 | 2.52% 33700 | 6671 |942911 | 16M| 59 | 3.573824e+03 | 3.664000e+03 | 2.52% 33800 | 6675 |945538 | 16M| 59 | 3.573960e+03 | 3.664000e+03 | 2.52% 33900 | 6669 |948039 | 16M| 59 | 3.574384e+03 | 3.664000e+03 | 2.51% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 34000 | 6683 |950399 | 16M| 59 | 3.574384e+03 | 3.664000e+03 | 2.51% 34100 | 6693 |952675 | 16M| 59 | 3.574441e+03 | 3.664000e+03 | 2.51% 34200 | 6693 |955536 | 16M| 59 | 3.574527e+03 | 3.664000e+03 | 2.50% 34300 | 6697 |958051 | 16M| 59 | 3.574558e+03 | 3.664000e+03 | 2.50% 34400 | 6693 |959908 | 16M| 59 | 3.574636e+03 | 3.664000e+03 | 2.50% 34500 | 6691 |962244 | 16M| 59 | 3.574866e+03 | 3.664000e+03 | 2.49% 34600 | 6695 |964894 | 16M| 59 | 3.575041e+03 | 3.664000e+03 | 2.49% 34700 | 6697 |967633 | 16M| 59 | 3.575122e+03 | 3.664000e+03 | 2.49% 34800 | 6701 |969990 | 16M| 59 | 3.575234e+03 | 3.664000e+03 | 2.48% 34900 | 6703 |972296 | 16M| 59 | 3.575252e+03 | 3.664000e+03 | 2.48% 35000 | 6731 |975927 | 16M| 59 | 3.575418e+03 | 3.664000e+03 | 2.48% 35100 | 6745 |978324 | 16M| 59 | 3.575470e+03 | 3.664000e+03 | 2.48% 35200 | 6753 |980626 | 16M| 59 | 3.575508e+03 | 3.664000e+03 | 2.47% 35300 | 6767 |983348 | 16M| 59 | 3.575695e+03 | 3.664000e+03 | 2.47% 35400 | 6765 |985563 | 16M| 59 | 3.576120e+03 | 3.664000e+03 | 2.46% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 35500 | 6761 |988077 | 16M| 59 | 3.576296e+03 | 3.664000e+03 | 2.45% 35600 | 6759 |990664 | 16M| 59 | 3.576484e+03 | 3.664000e+03 | 2.45% 35700 | 6763 |992669 | 16M| 59 | 3.576516e+03 | 3.664000e+03 | 2.45% 35800 | 6755 |994780 | 16M| 59 | 3.576530e+03 | 3.664000e+03 | 2.45% 35900 | 6763 |997017 | 16M| 59 | 3.576547e+03 | 3.664000e+03 | 2.45% 36000 | 6761 |999470 | 16M| 59 | 3.576820e+03 | 3.664000e+03 | 2.44% 36100 | 6755 | 1001k| 16M| 59 | 3.576937e+03 | 3.664000e+03 | 2.43% 36200 | 6767 | 1004k| 16M| 59 | 3.576965e+03 | 3.664000e+03 | 2.43% 36300 | 6783 | 1007k| 16M| 59 | 3.577070e+03 | 3.664000e+03 | 2.43% 36400 | 6795 | 1009k| 16M| 59 | 3.577070e+03 | 3.664000e+03 | 2.43% 36500 | 6779 | 1011k| 16M| 59 | 3.577279e+03 | 3.664000e+03 | 2.42% 36600 | 6779 | 1013k| 16M| 59 | 3.577323e+03 | 3.664000e+03 | 2.42% 36700 | 6783 | 1016k| 16M| 59 | 3.577369e+03 | 3.664000e+03 | 2.42% 36800 | 6797 | 1018k| 16M| 59 | 3.577559e+03 | 3.664000e+03 | 2.42% 36900 | 6799 | 1020k| 16M| 59 | 3.577659e+03 | 3.664000e+03 | 2.41% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 37000 | 6815 | 1022k| 16M| 59 | 3.577729e+03 | 3.664000e+03 | 2.41% 37100 | 6815 | 1024k| 16M| 59 | 3.577767e+03 | 3.664000e+03 | 2.41% 37200 | 6819 | 1027k| 16M| 59 | 3.577890e+03 | 3.664000e+03 | 2.41% 37300 | 6823 | 1029k| 16M| 59 | 3.577943e+03 | 3.664000e+03 | 2.41% 37400 | 6829 | 1032k| 16M| 59 | 3.578016e+03 | 3.664000e+03 | 2.40% 37500 | 6829 | 1034k| 16M| 59 | 3.578161e+03 | 3.664000e+03 | 2.40% 37600 | 6827 | 1037k| 16M| 59 | 3.578251e+03 | 3.664000e+03 | 2.40% 37700 | 6829 | 1039k| 16M| 59 | 3.578463e+03 | 3.664000e+03 | 2.39% 37800 | 6829 | 1042k| 17M| 59 | 3.578463e+03 | 3.664000e+03 | 2.39% 37900 | 6819 | 1044k| 17M| 59 | 3.578763e+03 | 3.664000e+03 | 2.38% 38000 | 6833 | 1047k| 17M| 59 | 3.578816e+03 | 3.664000e+03 | 2.38% 38100 | 6825 | 1049k| 17M| 59 | 3.578951e+03 | 3.664000e+03 | 2.38% 38200 | 6829 | 1052k| 17M| 59 | 3.579016e+03 | 3.664000e+03 | 2.37% 38300 | 6827 | 1054k| 17M| 59 | 3.579290e+03 | 3.664000e+03 | 2.37% 38400 | 6849 | 1057k| 17M| 59 | 3.579343e+03 | 3.664000e+03 | 2.37% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 38500 | 6855 | 1059k| 17M| 59 | 3.579403e+03 | 3.664000e+03 | 2.36% 38600 | 6869 | 1061k| 17M| 59 | 3.579510e+03 | 3.664000e+03 | 2.36% 38700 | 6863 | 1064k| 17M| 59 | 3.579517e+03 | 3.664000e+03 | 2.36% 38800 | 6859 | 1068k| 17M| 59 | 3.579601e+03 | 3.664000e+03 | 2.36% 38900 | 6855 | 1070k| 17M| 59 | 3.579601e+03 | 3.664000e+03 | 2.36% 39000 | 6849 | 1072k| 17M| 59 | 3.579642e+03 | 3.664000e+03 | 2.36% 39100 | 6851 | 1075k| 17M| 59 | 3.579713e+03 | 3.664000e+03 | 2.35% 39200 | 6873 | 1077k| 17M| 59 | 3.579776e+03 | 3.664000e+03 | 2.35% 39300 | 6873 | 1079k| 17M| 59 | 3.579804e+03 | 3.664000e+03 | 2.35% 39400 | 6873 | 1081k| 17M| 59 | 3.579840e+03 | 3.664000e+03 | 2.35% 39500 | 6863 | 1083k| 17M| 59 | 3.579844e+03 | 3.664000e+03 | 2.35% 39600 | 6859 | 1086k| 17M| 59 | 3.579914e+03 | 3.664000e+03 | 2.35% 39700 | 6851 | 1088k| 17M| 59 | 3.579938e+03 | 3.664000e+03 | 2.35% 39800 | 6849 | 1091k| 17M| 59 | 3.580139e+03 | 3.664000e+03 | 2.34% 39900 | 6875 | 1093k| 17M| 59 | 3.580161e+03 | 3.664000e+03 | 2.34% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 40000 | 6873 | 1095k| 17M| 59 | 3.580316e+03 | 3.664000e+03 | 2.34% 40100 | 6863 | 1098k| 17M| 59 | 3.580378e+03 | 3.664000e+03 | 2.34% 40200 | 6881 | 1101k| 17M| 59 | 3.580698e+03 | 3.664000e+03 | 2.33% 40300 | 6879 | 1103k| 17M| 59 | 3.580779e+03 | 3.664000e+03 | 2.32% 40400 | 6889 | 1106k| 17M| 59 | 3.581111e+03 | 3.664000e+03 | 2.31% 40500 | 6895 | 1108k| 17M| 59 | 3.581201e+03 | 3.664000e+03 | 2.31% 40600 | 6885 | 1110k| 17M| 59 | 3.581341e+03 | 3.664000e+03 | 2.31% 40700 | 6885 | 1113k| 17M| 59 | 3.581341e+03 | 3.664000e+03 | 2.31% 40800 | 6867 | 1115k| 17M| 59 | 3.581454e+03 | 3.664000e+03 | 2.30% 40900 | 6879 | 1117k| 17M| 59 | 3.581465e+03 | 3.664000e+03 | 2.30% 41000 | 6875 | 1119k| 17M| 59 | 3.581521e+03 | 3.664000e+03 | 2.30% 41100 | 6883 | 1122k| 17M| 59 | 3.581634e+03 | 3.664000e+03 | 2.30% 41200 | 6879 | 1124k| 17M| 59 | 3.581645e+03 | 3.664000e+03 | 2.30% 41300 | 6873 | 1127k| 17M| 59 | 3.581821e+03 | 3.664000e+03 | 2.29% 41400 | 6867 | 1129k| 17M| 59 | 3.581821e+03 | 3.664000e+03 | 2.29% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 41500 | 6863 | 1131k| 17M| 59 | 3.582056e+03 | 3.664000e+03 | 2.29% 41600 | 6865 | 1134k| 17M| 59 | 3.582160e+03 | 3.664000e+03 | 2.28% 41700 | 6857 | 1136k| 17M| 59 | 3.582253e+03 | 3.664000e+03 | 2.28% 41800 | 6845 | 1138k| 17M| 59 | 3.582299e+03 | 3.664000e+03 | 2.28% 41900 | 6847 | 1141k| 17M| 59 | 3.582363e+03 | 3.664000e+03 | 2.28% 42000 | 6843 | 1143k| 17M| 59 | 3.582537e+03 | 3.664000e+03 | 2.27% 42100 | 6837 | 1146k| 17M| 59 | 3.582798e+03 | 3.664000e+03 | 2.27% 42200 | 6841 | 1150k| 17M| 59 | 3.582867e+03 | 3.664000e+03 | 2.26% 42300 | 6839 | 1152k| 17M| 59 | 3.582955e+03 | 3.664000e+03 | 2.26% 42400 | 6835 | 1154k| 17M| 59 | 3.583088e+03 | 3.664000e+03 | 2.26% 42500 | 6831 | 1156k| 17M| 59 | 3.583154e+03 | 3.664000e+03 | 2.26% 42600 | 6817 | 1159k| 17M| 59 | 3.583154e+03 | 3.664000e+03 | 2.26% 42700 | 6825 | 1161k| 17M| 59 | 3.583195e+03 | 3.664000e+03 | 2.26% 42800 | 6829 | 1164k| 17M| 59 | 3.583236e+03 | 3.664000e+03 | 2.25% 42900 | 6841 | 1166k| 17M| 59 | 3.583624e+03 | 3.664000e+03 | 2.24% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 43000 | 6845 | 1168k| 17M| 59 | 3.583639e+03 | 3.664000e+03 | 2.24% 43100 | 6845 | 1170k| 17M| 59 | 3.583680e+03 | 3.664000e+03 | 2.24% 43200 | 6827 | 1173k| 17M| 59 | 3.583761e+03 | 3.664000e+03 | 2.24% 43300 | 6853 | 1175k| 17M| 59 | 3.583793e+03 | 3.664000e+03 | 2.24% 43400 | 6855 | 1177k| 17M| 59 | 3.583825e+03 | 3.664000e+03 | 2.24% 43500 | 6849 | 1180k| 17M| 59 | 3.583919e+03 | 3.664000e+03 | 2.23% 43600 | 6847 | 1183k| 17M| 59 | 3.584150e+03 | 3.664000e+03 | 2.23% 43700 | 6827 | 1186k| 17M| 59 | 3.584265e+03 | 3.664000e+03 | 2.22% 43800 | 6819 | 1188k| 17M| 59 | 3.584466e+03 | 3.664000e+03 | 2.22% 43900 | 6807 | 1190k| 17M| 59 | 3.584533e+03 | 3.664000e+03 | 2.22% 44000 | 6811 | 1193k| 17M| 59 | 3.584610e+03 | 3.664000e+03 | 2.21% 44100 | 6795 | 1195k| 17M| 59 | 3.584669e+03 | 3.664000e+03 | 2.21% 44200 | 6791 | 1198k| 17M| 59 | 3.584698e+03 | 3.664000e+03 | 2.21% 44300 | 6785 | 1200k| 17M| 59 | 3.584784e+03 | 3.664000e+03 | 2.21% 44400 | 6771 | 1203k| 17M| 59 | 3.585053e+03 | 3.664000e+03 | 2.20% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 44500 | 6755 | 1206k| 17M| 59 | 3.585076e+03 | 3.664000e+03 | 2.20% 44600 | 6749 | 1208k| 17M| 59 | 3.585080e+03 | 3.664000e+03 | 2.20% 44700 | 6741 | 1211k| 17M| 59 | 3.585299e+03 | 3.664000e+03 | 2.20% 44800 | 6731 | 1213k| 17M| 59 | 3.585622e+03 | 3.664000e+03 | 2.19% 44900 | 6739 | 1216k| 17M| 59 | 3.585830e+03 | 3.664000e+03 | 2.18% 45000 | 6739 | 1218k| 17M| 59 | 3.585993e+03 | 3.664000e+03 | 2.18% 45100 | 6747 | 1222k| 17M| 59 | 3.586334e+03 | 3.664000e+03 | 2.17% 45200 | 6733 | 1224k| 17M| 59 | 3.586550e+03 | 3.664000e+03 | 2.16% 45300 | 6715 | 1227k| 17M| 59 | 3.586692e+03 | 3.664000e+03 | 2.16% 45400 | 6707 | 1229k| 17M| 59 | 3.586715e+03 | 3.664000e+03 | 2.15% 45500 | 6717 | 1232k| 17M| 59 | 3.586744e+03 | 3.664000e+03 | 2.15% 45600 | 6705 | 1234k| 17M| 59 | 3.586773e+03 | 3.664000e+03 | 2.15% 45700 | 6711 | 1236k| 17M| 59 | 3.586867e+03 | 3.664000e+03 | 2.15% 45800 | 6733 | 1240k| 17M| 59 | 3.587237e+03 | 3.664000e+03 | 2.14% 45900 | 6731 | 1242k| 17M| 59 | 3.587237e+03 | 3.664000e+03 | 2.14% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 46000 | 6715 | 1245k| 17M| 59 | 3.587257e+03 | 3.664000e+03 | 2.14% 46100 | 6701 | 1247k| 17M| 59 | 3.587325e+03 | 3.664000e+03 | 2.14% 46200 | 6689 | 1250k| 17M| 59 | 3.587638e+03 | 3.664000e+03 | 2.13% 46300 | 6675 | 1252k| 17M| 59 | 3.587676e+03 | 3.664000e+03 | 2.13% 46400 | 6675 | 1255k| 17M| 59 | 3.587751e+03 | 3.664000e+03 | 2.13% 46500 | 6673 | 1257k| 17M| 59 | 3.587752e+03 | 3.664000e+03 | 2.13% 46600 | 6687 | 1260k| 17M| 59 | 3.587853e+03 | 3.664000e+03 | 2.12% 46700 | 6679 | 1262k| 18M| 59 | 3.587957e+03 | 3.664000e+03 | 2.12% 46800 | 6673 | 1265k| 18M| 59 | 3.588125e+03 | 3.664000e+03 | 2.11% 46900 | 6665 | 1267k| 18M| 59 | 3.588212e+03 | 3.664000e+03 | 2.11% 47000 | 6649 | 1270k| 18M| 59 | 3.588260e+03 | 3.664000e+03 | 2.11% 47100 | 6655 | 1272k| 18M| 59 | 3.588426e+03 | 3.664000e+03 | 2.11% 47200 | 6633 | 1275k| 18M| 59 | 3.588602e+03 | 3.664000e+03 | 2.10% 47300 | 6625 | 1278k| 18M| 59 | 3.588890e+03 | 3.664000e+03 | 2.09% 47400 | 6641 | 1280k| 18M| 59 | 3.589068e+03 | 3.664000e+03 | 2.09% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 47500 | 6619 | 1283k| 18M| 59 | 3.589201e+03 | 3.664000e+03 | 2.08% 47600 | 6605 | 1285k| 18M| 59 | 3.589364e+03 | 3.664000e+03 | 2.08% 47700 | 6599 | 1288k| 18M| 59 | 3.589387e+03 | 3.664000e+03 | 2.08% 47800 | 6575 | 1290k| 18M| 59 | 3.589411e+03 | 3.664000e+03 | 2.08% 47900 | 6571 | 1293k| 18M| 59 | 3.589514e+03 | 3.664000e+03 | 2.08% 48000 | 6563 | 1295k| 18M| 59 | 3.589608e+03 | 3.664000e+03 | 2.07% 48100 | 6553 | 1298k| 18M| 59 | 3.589718e+03 | 3.664000e+03 | 2.07% 48200 | 6543 | 1301k| 18M| 59 | 3.589939e+03 | 3.664000e+03 | 2.06% 48300 | 6533 | 1303k| 18M| 59 | 3.590009e+03 | 3.664000e+03 | 2.06% 48400 | 6521 | 1306k| 18M| 59 | 3.590224e+03 | 3.664000e+03 | 2.05% 48500 | 6511 | 1309k| 18M| 59 | 3.590296e+03 | 3.664000e+03 | 2.05% 48600 | 6525 | 1311k| 18M| 59 | 3.590296e+03 | 3.664000e+03 | 2.05% 48700 | 6529 | 1314k| 18M| 59 | 3.590369e+03 | 3.664000e+03 | 2.05% 48800 | 6523 | 1316k| 18M| 59 | 3.590448e+03 | 3.664000e+03 | 2.05% 48900 | 6517 | 1319k| 18M| 59 | 3.590457e+03 | 3.664000e+03 | 2.05% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 49000 | 6535 | 1321k| 18M| 59 | 3.590595e+03 | 3.664000e+03 | 2.04% 49100 | 6533 | 1323k| 18M| 59 | 3.590733e+03 | 3.664000e+03 | 2.04% 49200 | 6531 | 1325k| 18M| 59 | 3.591112e+03 | 3.664000e+03 | 2.03% 49300 | 6519 | 1328k| 18M| 59 | 3.591128e+03 | 3.664000e+03 | 2.03% 49400 | 6519 | 1331k| 18M| 59 | 3.591251e+03 | 3.664000e+03 | 2.03% 49500 | 6521 | 1334k| 18M| 59 | 3.591278e+03 | 3.664000e+03 | 2.02% 49600 | 6519 | 1336k| 18M| 59 | 3.591342e+03 | 3.664000e+03 | 2.02% 49700 | 6513 | 1339k| 18M| 59 | 3.591372e+03 | 3.664000e+03 | 2.02% 49800 | 6503 | 1341k| 18M| 59 | 3.591596e+03 | 3.664000e+03 | 2.02% 49900 | 6483 | 1344k| 18M| 59 | 3.591694e+03 | 3.664000e+03 | 2.01% 50000 | 6477 | 1346k| 18M| 59 | 3.591757e+03 | 3.664000e+03 | 2.01% 50100 | 6481 | 1349k| 18M| 59 | 3.591965e+03 | 3.664000e+03 | 2.01% 50200 | 6481 | 1351k| 18M| 59 | 3.592079e+03 | 3.664000e+03 | 2.00% 50300 | 6479 | 1353k| 18M| 59 | 3.592160e+03 | 3.664000e+03 | 2.00% 50400 | 6481 | 1356k| 18M| 59 | 3.592348e+03 | 3.664000e+03 | 1.99% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 50500 | 6479 | 1359k| 18M| 59 | 3.592364e+03 | 3.664000e+03 | 1.99% 50600 | 6463 | 1362k| 18M| 59 | 3.592529e+03 | 3.664000e+03 | 1.99% 50700 | 6461 | 1364k| 18M| 59 | 3.592668e+03 | 3.664000e+03 | 1.99% 50800 | 6457 | 1366k| 18M| 59 | 3.592937e+03 | 3.664000e+03 | 1.98% 50900 | 6445 | 1368k| 18M| 59 | 3.593037e+03 | 3.664000e+03 | 1.98% 51000 | 6431 | 1371k| 18M| 59 | 3.593083e+03 | 3.664000e+03 | 1.97% 51100 | 6427 | 1373k| 18M| 59 | 3.593097e+03 | 3.664000e+03 | 1.97% 51200 | 6405 | 1376k| 18M| 59 | 3.593178e+03 | 3.664000e+03 | 1.97% 51300 | 6399 | 1378k| 18M| 59 | 3.593289e+03 | 3.664000e+03 | 1.97% 51400 | 6385 | 1381k| 18M| 59 | 3.593427e+03 | 3.664000e+03 | 1.96% 51500 | 6383 | 1383k| 18M| 59 | 3.593465e+03 | 3.664000e+03 | 1.96% 51600 | 6367 | 1385k| 18M| 59 | 3.593507e+03 | 3.664000e+03 | 1.96% 51700 | 6357 | 1388k| 18M| 59 | 3.593529e+03 | 3.664000e+03 | 1.96% 51800 | 6339 | 1391k| 18M| 59 | 3.593601e+03 | 3.664000e+03 | 1.96% 51900 | 6333 | 1394k| 18M| 59 | 3.593719e+03 | 3.664000e+03 | 1.96% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 52000 | 6339 | 1396k| 18M| 59 | 3.593719e+03 | 3.664000e+03 | 1.96% 52100 | 6323 | 1398k| 18M| 59 | 3.593813e+03 | 3.664000e+03 | 1.95% 52200 | 6297 | 1402k| 18M| 59 | 3.593982e+03 | 3.664000e+03 | 1.95% 52300 | 6287 | 1405k| 18M| 59 | 3.594114e+03 | 3.664000e+03 | 1.94% 52400 | 6299 | 1406k| 18M| 59 | 3.594114e+03 | 3.664000e+03 | 1.94% 52500 | 6295 | 1408k| 18M| 59 | 3.594191e+03 | 3.664000e+03 | 1.94% 52600 | 6287 | 1411k| 18M| 59 | 3.594409e+03 | 3.664000e+03 | 1.94% 52700 | 6281 | 1414k| 18M| 59 | 3.594630e+03 | 3.664000e+03 | 1.93% 52800 | 6269 | 1416k| 18M| 59 | 3.594711e+03 | 3.664000e+03 | 1.93% 52900 | 6255 | 1418k| 18M| 59 | 3.594971e+03 | 3.664000e+03 | 1.92% 53000 | 6263 | 1421k| 18M| 59 | 3.594978e+03 | 3.664000e+03 | 1.92% 53100 | 6247 | 1424k| 18M| 59 | 3.595145e+03 | 3.664000e+03 | 1.92% 53200 | 6227 | 1426k| 18M| 59 | 3.595326e+03 | 3.664000e+03 | 1.91% 53300 | 6219 | 1429k| 18M| 59 | 3.595378e+03 | 3.664000e+03 | 1.91% 53400 | 6217 | 1431k| 18M| 59 | 3.595378e+03 | 3.664000e+03 | 1.91% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 53500 | 6207 | 1434k| 18M| 59 | 3.595553e+03 | 3.664000e+03 | 1.90% 53600 | 6201 | 1437k| 18M| 59 | 3.595593e+03 | 3.664000e+03 | 1.90% 53700 | 6183 | 1439k| 18M| 59 | 3.595730e+03 | 3.664000e+03 | 1.90% 53800 | 6177 | 1442k| 18M| 59 | 3.595801e+03 | 3.664000e+03 | 1.90% 53900 | 6169 | 1444k| 18M| 59 | 3.595846e+03 | 3.664000e+03 | 1.90% 54000 | 6143 | 1447k| 18M| 59 | 3.595954e+03 | 3.664000e+03 | 1.89% 54100 | 6139 | 1449k| 18M| 59 | 3.596030e+03 | 3.664000e+03 | 1.89% 54200 | 6121 | 1451k| 18M| 59 | 3.596178e+03 | 3.664000e+03 | 1.89% 54300 | 6095 | 1454k| 18M| 59 | 3.596186e+03 | 3.664000e+03 | 1.89% 54400 | 6075 | 1456k| 18M| 59 | 3.596254e+03 | 3.664000e+03 | 1.88% 54500 | 6067 | 1459k| 18M| 59 | 3.596369e+03 | 3.664000e+03 | 1.88% 54600 | 6061 | 1462k| 18M| 59 | 3.596466e+03 | 3.664000e+03 | 1.88% 54700 | 6047 | 1464k| 18M| 59 | 3.596487e+03 | 3.664000e+03 | 1.88% 54800 | 6039 | 1467k| 18M| 59 | 3.596744e+03 | 3.664000e+03 | 1.87% 54900 | 6005 | 1469k| 18M| 59 | 3.596916e+03 | 3.664000e+03 | 1.87% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 55000 | 5989 | 1472k| 18M| 59 | 3.597035e+03 | 3.664000e+03 | 1.86% 55100 | 5967 | 1474k| 18M| 59 | 3.597087e+03 | 3.664000e+03 | 1.86% 55200 | 5949 | 1477k| 18M| 59 | 3.597087e+03 | 3.664000e+03 | 1.86% 55300 | 5933 | 1479k| 18M| 59 | 3.597243e+03 | 3.664000e+03 | 1.86% 55400 | 5897 | 1482k| 18M| 59 | 3.597356e+03 | 3.664000e+03 | 1.85% 55500 | 5885 | 1484k| 17M| 59 | 3.597510e+03 | 3.664000e+03 | 1.85% 55600 | 5861 | 1487k| 17M| 59 | 3.597627e+03 | 3.664000e+03 | 1.84% 55700 | 5839 | 1490k| 17M| 59 | 3.597742e+03 | 3.664000e+03 | 1.84% 55800 | 5833 | 1493k| 17M| 59 | 3.597785e+03 | 3.664000e+03 | 1.84% 55900 | 5821 | 1494k| 17M| 59 | 3.597785e+03 | 3.664000e+03 | 1.84% 56000 | 5783 | 1497k| 17M| 59 | 3.597843e+03 | 3.664000e+03 | 1.84% 56100 | 5777 | 1499k| 17M| 59 | 3.597939e+03 | 3.664000e+03 | 1.84% 56200 | 5751 | 1502k| 17M| 59 | 3.598132e+03 | 3.664000e+03 | 1.83% 56300 | 5723 | 1504k| 17M| 59 | 3.598166e+03 | 3.664000e+03 | 1.83% 56400 | 5711 | 1507k| 17M| 59 | 3.598183e+03 | 3.664000e+03 | 1.83% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 56500 | 5695 | 1509k| 17M| 59 | 3.598299e+03 | 3.664000e+03 | 1.83% 56600 | 5687 | 1511k| 17M| 59 | 3.598510e+03 | 3.664000e+03 | 1.82% 56700 | 5669 | 1514k| 17M| 59 | 3.598646e+03 | 3.664000e+03 | 1.82% 56800 | 5659 | 1516k| 17M| 59 | 3.598809e+03 | 3.664000e+03 | 1.81% 56900 | 5635 | 1519k| 17M| 59 | 3.599057e+03 | 3.664000e+03 | 1.80% 57000 | 5621 | 1521k| 17M| 59 | 3.599403e+03 | 3.664000e+03 | 1.79% 57100 | 5603 | 1524k| 17M| 59 | 3.599404e+03 | 3.664000e+03 | 1.79% 57200 | 5577 | 1526k| 17M| 59 | 3.599634e+03 | 3.664000e+03 | 1.79% 57300 | 5557 | 1529k| 17M| 59 | 3.599740e+03 | 3.664000e+03 | 1.79% 57400 | 5555 | 1530k| 17M| 59 | 3.599815e+03 | 3.664000e+03 | 1.78% 57500 | 5531 | 1533k| 17M| 59 | 3.600017e+03 | 3.664000e+03 | 1.78% 57600 | 5499 | 1535k| 17M| 59 | 3.600085e+03 | 3.664000e+03 | 1.78% 57700 | 5469 | 1538k| 17M| 59 | 3.600089e+03 | 3.664000e+03 | 1.78% 57800 | 5445 | 1540k| 17M| 59 | 3.600214e+03 | 3.664000e+03 | 1.77% 57900 | 5451 | 1543k| 17M| 59 | 3.600320e+03 | 3.664000e+03 | 1.77% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 58000 | 5437 | 1545k| 17M| 59 | 3.600464e+03 | 3.664000e+03 | 1.76% 58100 | 5399 | 1548k| 17M| 59 | 3.600669e+03 | 3.664000e+03 | 1.76% 58200 | 5381 | 1550k| 17M| 59 | 3.600875e+03 | 3.664000e+03 | 1.75% 58300 | 5355 | 1553k| 17M| 59 | 3.600922e+03 | 3.664000e+03 | 1.75% 58400 | 5333 | 1557k| 17M| 59 | 3.601120e+03 | 3.664000e+03 | 1.75% 58500 | 5317 | 1560k| 17M| 59 | 3.601163e+03 | 3.664000e+03 | 1.74% 58600 | 5299 | 1562k| 17M| 59 | 3.601406e+03 | 3.664000e+03 | 1.74% 58700 | 5283 | 1565k| 17M| 59 | 3.601523e+03 | 3.664000e+03 | 1.73% 58800 | 5277 | 1567k| 17M| 59 | 3.601593e+03 | 3.664000e+03 | 1.73% 58900 | 5257 | 1570k| 17M| 59 | 3.601607e+03 | 3.664000e+03 | 1.73% 59000 | 5247 | 1572k| 17M| 59 | 3.601889e+03 | 3.664000e+03 | 1.72% 59100 | 5219 | 1575k| 17M| 59 | 3.602060e+03 | 3.664000e+03 | 1.72% 59200 | 5197 | 1578k| 17M| 59 | 3.602255e+03 | 3.664000e+03 | 1.71% 59300 | 5199 | 1580k| 17M| 59 | 3.602323e+03 | 3.664000e+03 | 1.71% 59400 | 5183 | 1582k| 17M| 59 | 3.602701e+03 | 3.664000e+03 | 1.70% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 59500 | 5159 | 1585k| 17M| 59 | 3.602879e+03 | 3.664000e+03 | 1.70% 59600 | 5143 | 1588k| 17M| 59 | 3.602925e+03 | 3.664000e+03 | 1.70% 59700 | 5109 | 1590k| 17M| 59 | 3.603043e+03 | 3.664000e+03 | 1.69% 59800 | 5097 | 1593k| 17M| 59 | 3.603201e+03 | 3.664000e+03 | 1.69% 59900 | 5087 | 1596k| 17M| 59 | 3.603413e+03 | 3.664000e+03 | 1.68% 60000 | 5069 | 1598k| 17M| 59 | 3.603613e+03 | 3.664000e+03 | 1.68% 60100 | 5065 | 1600k| 17M| 59 | 3.603642e+03 | 3.664000e+03 | 1.67% 60200 | 5033 | 1603k| 17M| 59 | 3.604028e+03 | 3.664000e+03 | 1.66% 60300 | 5013 | 1606k| 17M| 59 | 3.604258e+03 | 3.664000e+03 | 1.66% 60400 | 4981 | 1609k| 17M| 59 | 3.604469e+03 | 3.664000e+03 | 1.65% 60500 | 4961 | 1612k| 17M| 59 | 3.604618e+03 | 3.664000e+03 | 1.65% 60600 | 4927 | 1614k| 17M| 59 | 3.604685e+03 | 3.664000e+03 | 1.65% 60700 | 4931 | 1617k| 17M| 59 | 3.604725e+03 | 3.664000e+03 | 1.64% 60800 | 4905 | 1619k| 16M| 59 | 3.604806e+03 | 3.664000e+03 | 1.64% 60900 | 4873 | 1622k| 16M| 59 | 3.605070e+03 | 3.664000e+03 | 1.63% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 61000 | 4851 | 1624k| 16M| 59 | 3.605164e+03 | 3.664000e+03 | 1.63% 61100 | 4831 | 1627k| 16M| 59 | 3.605202e+03 | 3.664000e+03 | 1.63% 61200 | 4809 | 1629k| 16M| 59 | 3.605324e+03 | 3.664000e+03 | 1.63% 61300 | 4789 | 1633k| 16M| 59 | 3.605372e+03 | 3.664000e+03 | 1.63% 61400 | 4753 | 1635k| 16M| 59 | 3.605433e+03 | 3.664000e+03 | 1.62% 61500 | 4747 | 1638k| 16M| 59 | 3.605686e+03 | 3.664000e+03 | 1.62% 61600 | 4729 | 1641k| 16M| 59 | 3.605911e+03 | 3.664000e+03 | 1.61% 61700 | 4705 | 1644k| 16M| 59 | 3.606211e+03 | 3.664000e+03 | 1.60% 61800 | 4671 | 1646k| 16M| 59 | 3.606411e+03 | 3.664000e+03 | 1.60% 61900 | 4657 | 1649k| 16M| 59 | 3.606642e+03 | 3.664000e+03 | 1.59% 62000 | 4635 | 1652k| 16M| 59 | 3.606664e+03 | 3.664000e+03 | 1.59% 62100 | 4607 | 1655k| 16M| 59 | 3.606787e+03 | 3.664000e+03 | 1.59% 62200 | 4593 | 1657k| 16M| 59 | 3.606874e+03 | 3.664000e+03 | 1.58% 62300 | 4559 | 1660k| 16M| 59 | 3.607029e+03 | 3.664000e+03 | 1.58% 62400 | 4551 | 1663k| 16M| 59 | 3.607223e+03 | 3.664000e+03 | 1.57% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 62500 | 4521 | 1666k| 16M| 59 | 3.607249e+03 | 3.664000e+03 | 1.57% 62600 | 4497 | 1669k| 16M| 59 | 3.607284e+03 | 3.664000e+03 | 1.57% 62700 | 4461 | 1672k| 16M| 59 | 3.607419e+03 | 3.664000e+03 | 1.57% 62800 | 4445 | 1674k| 16M| 59 | 3.607563e+03 | 3.664000e+03 | 1.56% 62900 | 4399 | 1678k| 16M| 59 | 3.607686e+03 | 3.664000e+03 | 1.56% 63000 | 4379 | 1680k| 16M| 59 | 3.607805e+03 | 3.664000e+03 | 1.56% 63100 | 4357 | 1683k| 16M| 59 | 3.607971e+03 | 3.664000e+03 | 1.55% 63200 | 4351 | 1686k| 16M| 59 | 3.608026e+03 | 3.664000e+03 | 1.55% 63300 | 4341 | 1688k| 16M| 59 | 3.608164e+03 | 3.664000e+03 | 1.55% 63400 | 4329 | 1691k| 16M| 59 | 3.608251e+03 | 3.664000e+03 | 1.55% 63500 | 4297 | 1693k| 16M| 59 | 3.608390e+03 | 3.664000e+03 | 1.54% 63600 | 4267 | 1696k| 16M| 59 | 3.608729e+03 | 3.664000e+03 | 1.53% 63700 | 4231 | 1699k| 16M| 59 | 3.608753e+03 | 3.664000e+03 | 1.53% 63800 | 4197 | 1702k| 15M| 59 | 3.608800e+03 | 3.664000e+03 | 1.53% 63900 | 4179 | 1704k| 15M| 59 | 3.608865e+03 | 3.664000e+03 | 1.53% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 64000 | 4163 | 1707k| 15M| 59 | 3.608902e+03 | 3.664000e+03 | 1.53% 64100 | 4141 | 1710k| 15M| 59 | 3.609070e+03 | 3.664000e+03 | 1.52% 64200 | 4119 | 1712k| 15M| 59 | 3.609145e+03 | 3.664000e+03 | 1.52% 64300 | 4097 | 1714k| 15M| 59 | 3.609259e+03 | 3.664000e+03 | 1.52% 64400 | 4077 | 1718k| 15M| 59 | 3.609330e+03 | 3.664000e+03 | 1.51% 64500 | 4045 | 1720k| 15M| 59 | 3.609549e+03 | 3.664000e+03 | 1.51% 64600 | 4011 | 1723k| 15M| 59 | 3.609894e+03 | 3.664000e+03 | 1.50% 64700 | 3991 | 1726k| 15M| 59 | 3.609965e+03 | 3.664000e+03 | 1.50% 64800 | 3957 | 1728k| 15M| 59 | 3.610164e+03 | 3.664000e+03 | 1.49% 64900 | 3939 | 1731k| 15M| 59 | 3.610324e+03 | 3.664000e+03 | 1.49% 65000 | 3911 | 1733k| 15M| 59 | 3.610411e+03 | 3.664000e+03 | 1.48% 65100 | 3875 | 1736k| 15M| 59 | 3.610557e+03 | 3.664000e+03 | 1.48% 65200 | 3831 | 1739k| 15M| 59 | 3.610734e+03 | 3.664000e+03 | 1.48% 65300 | 3803 | 1742k| 15M| 59 | 3.610794e+03 | 3.664000e+03 | 1.47% 65400 | 3753 | 1745k| 15M| 59 | 3.610878e+03 | 3.664000e+03 | 1.47% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 65500 | 3723 | 1748k| 15M| 59 | 3.611020e+03 | 3.664000e+03 | 1.47% 65600 | 3677 | 1750k| 15M| 59 | 3.611174e+03 | 3.664000e+03 | 1.46% 65700 | 3653 | 1753k| 15M| 59 | 3.611355e+03 | 3.664000e+03 | 1.46% 65800 | 3623 | 1756k| 15M| 59 | 3.611380e+03 | 3.664000e+03 | 1.46% 65900 | 3597 | 1758k| 15M| 59 | 3.611555e+03 | 3.664000e+03 | 1.45% 66000 | 3541 | 1762k| 14M| 59 | 3.611614e+03 | 3.664000e+03 | 1.45% 66100 | 3533 | 1764k| 14M| 59 | 3.611719e+03 | 3.664000e+03 | 1.45% 66200 | 3475 | 1767k| 14M| 59 | 3.611846e+03 | 3.664000e+03 | 1.44% 66300 | 3437 | 1770k| 14M| 59 | 3.611975e+03 | 3.664000e+03 | 1.44% 66400 | 3413 | 1772k| 14M| 59 | 3.612128e+03 | 3.664000e+03 | 1.44% 66500 | 3371 | 1775k| 14M| 59 | 3.612322e+03 | 3.664000e+03 | 1.43% 66600 | 3315 | 1778k| 14M| 59 | 3.612457e+03 | 3.664000e+03 | 1.43% 66700 | 3291 | 1781k| 14M| 59 | 3.612541e+03 | 3.664000e+03 | 1.42% 66800 | 3265 | 1783k| 14M| 59 | 3.612608e+03 | 3.664000e+03 | 1.42% 66900 | 3221 | 1786k| 14M| 59 | 3.612801e+03 | 3.664000e+03 | 1.42% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 67000 | 3181 | 1789k| 14M| 59 | 3.612837e+03 | 3.664000e+03 | 1.42% 67100 | 3141 | 1792k| 14M| 59 | 3.612879e+03 | 3.664000e+03 | 1.41% 67200 | 3115 | 1794k| 14M| 59 | 3.613057e+03 | 3.664000e+03 | 1.41% 67300 | 3077 | 1797k| 14M| 59 | 3.613351e+03 | 3.664000e+03 | 1.40% 67400 | 3049 | 1801k| 13M| 59 | 3.613476e+03 | 3.664000e+03 | 1.40% 67500 | 2983 | 1804k| 13M| 59 | 3.613880e+03 | 3.664000e+03 | 1.39% 67600 | 2943 | 1807k| 13M| 59 | 3.614108e+03 | 3.664000e+03 | 1.38% 67700 | 2901 | 1809k| 13M| 59 | 3.614273e+03 | 3.664000e+03 | 1.38% 67800 | 2873 | 1812k| 13M| 59 | 3.614456e+03 | 3.664000e+03 | 1.37% 67900 | 2821 | 1815k| 13M| 59 | 3.614695e+03 | 3.664000e+03 | 1.36% 68000 | 2803 | 1818k| 13M| 59 | 3.614731e+03 | 3.664000e+03 | 1.36% 68100 | 2767 | 1820k| 13M| 59 | 3.614773e+03 | 3.664000e+03 | 1.36% 68200 | 2725 | 1823k| 13M| 59 | 3.614887e+03 | 3.664000e+03 | 1.36% 68300 | 2675 | 1826k| 13M| 59 | 3.614895e+03 | 3.664000e+03 | 1.36% 68400 | 2629 | 1829k| 12M| 59 | 3.614992e+03 | 3.664000e+03 | 1.36% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 68500 | 2607 | 1832k| 12M| 59 | 3.615010e+03 | 3.664000e+03 | 1.36% 68600 | 2561 | 1835k| 12M| 59 | 3.615203e+03 | 3.664000e+03 | 1.35% 68700 | 2517 | 1838k| 12M| 59 | 3.615420e+03 | 3.664000e+03 | 1.34% 68800 | 2479 | 1841k| 12M| 59 | 3.615574e+03 | 3.664000e+03 | 1.34% 68900 | 2445 | 1844k| 12M| 59 | 3.615681e+03 | 3.664000e+03 | 1.34% 69000 | 2405 | 1846k| 12M| 59 | 3.615777e+03 | 3.664000e+03 | 1.33% 69100 | 2383 | 1850k| 12M| 59 | 3.615877e+03 | 3.664000e+03 | 1.33% 69200 | 2357 | 1852k| 12M| 59 | 3.615920e+03 | 3.664000e+03 | 1.33% 69300 | 2313 | 1855k| 12M| 59 | 3.616334e+03 | 3.664000e+03 | 1.32% 69400 | 2265 | 1858k| 12M| 59 | 3.616587e+03 | 3.664000e+03 | 1.31% 69500 | 2235 | 1861k| 11M| 59 | 3.616695e+03 | 3.664000e+03 | 1.31% 69600 | 2189 | 1864k| 11M| 59 | 3.616860e+03 | 3.664000e+03 | 1.30% 69700 | 2147 | 1867k| 11M| 59 | 3.616877e+03 | 3.664000e+03 | 1.30% 69800 | 2121 | 1869k| 11M| 59 | 3.617040e+03 | 3.664000e+03 | 1.30% 69900 | 2093 | 1872k| 11M| 59 | 3.617110e+03 | 3.664000e+03 | 1.30% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 70000 | 2075 | 1874k| 11M| 59 | 3.617217e+03 | 3.664000e+03 | 1.29% 70100 | 2025 | 1877k| 11M| 59 | 3.617618e+03 | 3.664000e+03 | 1.28% 70200 | 1971 | 1881k| 11M| 59 | 3.617888e+03 | 3.664000e+03 | 1.27% 70300 | 1923 | 1884k| 11M| 59 | 3.618221e+03 | 3.664000e+03 | 1.27% 70400 | 1859 | 1888k| 10M| 59 | 3.618815e+03 | 3.664000e+03 | 1.25% 70500 | 1829 | 1890k| 10M| 59 | 3.618839e+03 | 3.664000e+03 | 1.25% 70600 | 1781 | 1894k| 10M| 59 | 3.619059e+03 | 3.664000e+03 | 1.24% 70700 | 1723 | 1897k| 10M| 59 | 3.619313e+03 | 3.664000e+03 | 1.23% 70800 | 1677 | 1900k| 10M| 59 | 3.619603e+03 | 3.664000e+03 | 1.23% 70900 | 1625 | 1904k| 10M| 59 | 3.620010e+03 | 3.664000e+03 | 1.22% 71000 | 1573 | 1907k| 10M| 59 | 3.620168e+03 | 3.664000e+03 | 1.21% 71100 | 1517 | 1910k|9829k| 59 | 3.620323e+03 | 3.664000e+03 | 1.21% 71200 | 1457 | 1913k|9600k| 59 | 3.620862e+03 | 3.664000e+03 | 1.19% 71300 | 1423 | 1917k|9449k| 59 | 3.621455e+03 | 3.664000e+03 | 1.17% 71400 | 1387 | 1919k|9284k| 59 | 3.621541e+03 | 3.664000e+03 | 1.17% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 71500 | 1337 | 1922k|9114k| 59 | 3.621827e+03 | 3.664000e+03 | 1.16% 71600 | 1283 | 1926k|8939k| 59 | 3.622086e+03 | 3.664000e+03 | 1.16% 71700 | 1227 | 1929k|8737k| 59 | 3.622489e+03 | 3.664000e+03 | 1.15% 71800 | 1167 | 1932k|8542k| 59 | 3.623105e+03 | 3.664000e+03 | 1.13% 71900 | 1117 | 1936k|8349k| 59 | 3.623570e+03 | 3.664000e+03 | 1.12% 72000 | 1057 | 1939k|8132k| 59 | 3.623957e+03 | 3.664000e+03 | 1.10% 72100 | 1001 | 1942k|7868k| 59 | 3.624096e+03 | 3.664000e+03 | 1.10% 72200 | 953 | 1945k|7695k| 59 | 3.624163e+03 | 3.664000e+03 | 1.10% 72300 | 889 | 1949k|7409k| 59 | 3.624622e+03 | 3.664000e+03 | 1.09% 72400 | 825 | 1953k|7178k| 59 | 3.625377e+03 | 3.664000e+03 | 1.07% 72500 | 747 | 1957k|6843k| 59 | 3.625818e+03 | 3.664000e+03 | 1.05% 72600 | 679 | 1960k|6539k| 59 | 3.626370e+03 | 3.664000e+03 | 1.04% 72700 | 589 | 1964k|6108k| 59 | 3.627586e+03 | 3.664000e+03 | 1.00% 72800 | 513 | 1968k|5743k| 59 | 3.628939e+03 | 3.664000e+03 | 0.97% 72900 | 437 | 1972k|5371k| 59 | 3.629580e+03 | 3.664000e+03 | 0.95% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 73000 | 353 | 1976k|4937k| 59 | 3.630281e+03 | 3.664000e+03 | 0.93% 73100 | 265 | 1980k|4487k| 59 | 3.631460e+03 | 3.664000e+03 | 0.90% 73200 | 171 | 1984k|3895k| 59 | 3.633284e+03 | 3.664000e+03 | 0.85% 73300 | 87 | 1989k|3329k| 59 | 3.637761e+03 | 3.664000e+03 | 0.72% SCIP Status : problem is solved [optimal solution found] Solving Time (sec) : 261.49 Solving Nodes : 73387 Primal Bound : +3.66400000000000e+03 (831 solutions) Dual Bound : +3.66400000000000e+03 Gap : 0.00 % SCIP Status : problem is solved [optimal solution found] Solving Time : 261.49 Original Problem : Problem name : gamsmodel Variables : 504 (252 binary, 0 integer, 0 implicit integer, 252 continuous) Constraints : 285 initial, 285 maximal Presolved Problem : Problem name : t_gamsmodel Variables : 504 (252 binary, 0 integer, 0 implicit integer, 252 continuous) Constraints : 285 initial, 291 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 0 252 0 0 0 0 logicor : 0.00 0 0 0 0 0 0 0 0 bounddisjunction : 0.00 0 0 0 0 0 0 0 0 root node : - 1 - - 1 - - - - Constraints : Number #Separate #Propagate #EnfoLP #EnfoPS Cutoffs DomReds Cuts Conss Children integral : 0 0 0 41783 0 301 4945 0 0 73840 varbound : 252 14 205769 0 0 0 345062 0 0 0 linear : 33 14 205769 0 0 12 43958 39 0 0 logicor : 0+ 0 10416 0 0 3 279 0 0 0 bounddisjunction : 0+ 0 9238 0 0 0 89 0 0 0 countsols : 0 0 0 0 0 0 0 0 0 0 Constraint Timings : TotalTime Separate Propagate EnfoLP EnfoPS integral : 25.05 0.00 0.00 25.05 0.00 varbound : 0.74 0.00 0.74 0.00 0.00 linear : 1.51 0.00 1.51 0.00 0.00 logicor : 0.01 0.00 0.01 0.00 0.00 bounddisjunction : 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 : 0.00 4 0 0 pseudoobj : 4.09 207413 0 0 Conflict Analysis : Time Calls Success Conflicts Literals Reconvs ReconvLits LP Iters propagation : 0.00 15 12 25 29.5 3 14.3 - infeasible LP : 0.00 39 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 21.5 - - - applied locally : - - - 4 32.8 - - - Separators : Time Calls Cutoffs DomReds Cuts Conss cut pool : 0.00 13 - - 88 - (maximal pool size: 420) redcost : 1.04 71863 0 302140 0 0 impliedbounds : 0.00 14 0 0 0 0 intobj : 0.00 0 0 0 0 0 gomory : 0.08 14 0 0 28 0 strongcg : 0.12 14 0 0 2 0 cmir : 0.98 10 0 0 421 0 flowcover : 0.15 10 0 0 148 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 : 25.03 41783 301 4945 0 0 73840 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 - 0 pseudo solutions : 0.00 - 0 feaspump : 0.00 0 0 oneopt : 0.05 5 0 crossover : 1.33 13 10 linesearchdiving : 1.73 155 62 guideddiving : 2.83 155 30 pscostdiving : 1.66 155 50 rootsoldiving : 0.98 78 4 objpscostdiving : 6.97 78 23 coefdiving : 1.80 156 71 fracdiving : 2.61 156 33 veclendiving : 1.73 156 37 simplerounding : 0.28 42131 510 rounding : 0.12 2848 0 shifting : 0.34 871 0 intshifting : 0.40 29 0 fixandinfer : 0.00 0 0 intdiving : 0.00 0 0 actconsdiving : 0.00 0 0 octane : 0.00 0 0 rens : 1.05 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 : 0.01 0 0 0.00 - dual LP : 191.82 78283 1821926 23.27 9498.10 barrier LP : 0.00 0 0 0.00 - diving/probing LP: 19.39 12723 170955 13.44 8816.66 strong branching : 24.44 6712 301132 44.86 12321.28 (at root node) : - 35 5424 154.97 - conflict analysis: 0.00 0 0 0.00 - B&B Tree : number of runs : 1 nodes : 73387 nodes (total) : 73387 nodes left : 0 max depth : 59 max depth (total): 59 backtracks : 18024 (24.6%) delayed cutoffs : 0 repropagations : 5 (3 domain reductions, 0 cutoffs) avg switch length: 10.57 switching time : 4.34 Solution : Solutions found : 831 (6 improvements) Primal Bound : +3.66400000000000e+03 (in run 1, after 3364 nodes, 27.19 seconds, depth 10, found by ) Dual Bound : +3.66400000000000e+03 Gap : 0.00 % Root Dual Bound : +3.44868921757016e+03 Solving LP with fixed discrete variables... GAMS/SCIP finished. --- Restarting execution --- ran12x21.gms(124) 0 Mb --- Reading solution for model m *** Status: Normal completion --- Job ran12x21.gms Stop 10/03/08 04:12:03 elapsed 0:04:24.389