--- Job ran10x26 Start 10/03/08 04:05:11 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 --- ran10x26.gms(106) 2 Mb --- GDXin=/home/stefan/work/gams/models/LINlib/ran10x26.gdx --- ran10x26.gms(148) 3 Mb --- Starting execution: elapsed 0:00:00.007 --- ran10x26.gms(123) 4 Mb --- Generating MIP model m --- ran10x26.gms(124) 4 Mb --- 297 rows 521 columns 1,561 non-zeroes --- 260 discrete-columns --- Executing SCIP: elapsed 0:00:00.016 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, 260 chg bounds, 0 chg sides, 0 chg coeffs, 0 upgd conss, 0 impls, 0 clqs (round 2) 0 del vars, 0 del conss, 260 chg bounds, 0 chg sides, 0 chg coeffs, 260 upgd conss, 0 impls, 0 clqs (0.0s) probing: 101/260 (38.8%) - 0 fixings, 0 aggregations, 0 implications, 0 bound changes (0.0s) probing aborted: 100/100 successive totally useless probings presolving (3 rounds): 0 deleted vars, 0 deleted constraints, 260 tightened bounds, 0 added holes, 0 changed sides, 0 changed coefficients 260 implications, 0 cliques presolved problem has 520 variables (260 bin, 0 int, 0 impl, 260 cont) and 296 constraints 260 constraints of type 36 constraints of type Presolving Time: 0.02 node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 300 |1175k| 0 | 3.857023e+03 | -- | Inf r 1 | 0 | 300 |1184k| 0 | 3.857023e+03 | 4.745000e+03 | 23.02% 1 | 0 | 347 |1407k| 0 | 3.974415e+03 | 4.745000e+03 | 19.39% 1 | 0 | 374 |1492k| 0 | 4.011890e+03 | 4.745000e+03 | 18.27% 1 | 0 | 418 |1542k| 0 | 4.036275e+03 | 4.745000e+03 | 17.56% 1 | 0 | 474 |1593k| 0 | 4.051092e+03 | 4.745000e+03 | 17.13% 1 | 0 | 540 |1643k| 0 | 4.057655e+03 | 4.745000e+03 | 16.94% 1 | 0 | 598 |1687k| 0 | 4.065792e+03 | 4.745000e+03 | 16.71% 1 | 0 | 637 |1719k| 0 | 4.070448e+03 | 4.745000e+03 | 16.57% 1 | 0 | 700 |1754k| 0 | 4.076509e+03 | 4.745000e+03 | 16.40% 1 | 0 | 770 |1801k| 0 | 4.081967e+03 | 4.745000e+03 | 16.24% 1 | 0 | 832 |1845k| 0 | 4.085137e+03 | 4.745000e+03 | 16.15% 1 | 0 | 872 |1856k| 0 | 4.085695e+03 | 4.745000e+03 | 16.14% 1 | 0 | 894 |1863k| 0 | 4.085834e+03 | 4.745000e+03 | 16.13% 1 | 0 | 896 |1870k| 0 | 4.085836e+03 | 4.745000e+03 | 16.13% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap E 1 | 0 | 896 |1886k| 0 | 4.085836e+03 | 4.419000e+03 | 8.15% 1 | 0 | 896 |1886k| 0 | 4.085836e+03 | 4.419000e+03 | 8.15% 1 | 2 | 896 |1886k| 0 | 4.085836e+03 | 4.419000e+03 | 8.15% v 56 | 51 | 5251 |2552k| 19 | 4.099288e+03 | 4.416000e+03 | 7.73% 100 | 95 | 8846 |2583k| 19 | 4.105079e+03 | 4.416000e+03 | 7.57% 200 | 187 | 12710 |2671k| 37 | 4.107843e+03 | 4.416000e+03 | 7.50% C 256 | 225 | 14594 |2723k| 37 | 4.113400e+03 | 4.407000e+03 | 7.14% 300 | 265 | 16085 |2754k| 39 | 4.113400e+03 | 4.407000e+03 | 7.14% 400 | 331 | 19508 |2845k| 39 | 4.113400e+03 | 4.407000e+03 | 7.14% 500 | 387 | 22747 |2929k| 40 | 4.113546e+03 | 4.407000e+03 | 7.13% 600 | 449 | 25578 |3018k| 46 | 4.113546e+03 | 4.407000e+03 | 7.13% 700 | 511 | 28796 |3088k| 46 | 4.121871e+03 | 4.407000e+03 | 6.92% 800 | 593 | 31728 |3190k| 46 | 4.122656e+03 | 4.407000e+03 | 6.90% 900 | 653 | 34426 |3279k| 46 | 4.122656e+03 | 4.407000e+03 | 6.90% 1000 | 717 | 36989 |3363k| 46 | 4.127925e+03 | 4.407000e+03 | 6.76% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1100 | 777 | 39772 |3450k| 47 | 4.129119e+03 | 4.407000e+03 | 6.73% 1200 | 835 | 42572 |3534k| 47 | 4.129157e+03 | 4.407000e+03 | 6.73% 1300 | 907 | 46072 |3609k| 51 | 4.129157e+03 | 4.407000e+03 | 6.73% r 1324 | 750 | 46520 |3371k| 51 | 4.129157e+03 | 4.369000e+03 | 5.81% 1400 | 802 | 49431 |3430k| 51 | 4.129157e+03 | 4.369000e+03 | 5.81% 1500 | 884 | 55536 |3552k| 51 | 4.131322e+03 | 4.369000e+03 | 5.75% 1600 | 956 | 60137 |3665k| 51 | 4.131494e+03 | 4.369000e+03 | 5.75% 1700 | 1022 | 65174 |3776k| 51 | 4.133127e+03 | 4.369000e+03 | 5.71% 1800 | 1082 | 70347 |3889k| 51 | 4.133678e+03 | 4.369000e+03 | 5.69% C 1826 | 571 | 71415 |3022k| 51 | 4.133678e+03 | 4.270000e+03 | 3.30% 1900 | 597 | 74559 |3092k| 51 | 4.134336e+03 | 4.270000e+03 | 3.28% 2000 | 647 | 79894 |3195k| 51 | 4.134336e+03 | 4.270000e+03 | 3.28% 2100 | 707 | 83714 |3296k| 51 | 4.134362e+03 | 4.270000e+03 | 3.28% 2200 | 745 | 87640 |3379k| 51 | 4.136304e+03 | 4.270000e+03 | 3.23% 2300 | 789 | 91698 |3503k| 51 | 4.138214e+03 | 4.270000e+03 | 3.18% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 2400 | 831 | 95660 |3576k| 53 | 4.138518e+03 | 4.270000e+03 | 3.18% 2500 | 865 | 99879 |3657k| 53 | 4.140776e+03 | 4.270000e+03 | 3.12% 2600 | 895 |103253 |3742k| 53 | 4.140944e+03 | 4.270000e+03 | 3.12% 2700 | 921 |105903 |3804k| 55 | 4.141557e+03 | 4.270000e+03 | 3.10% 2800 | 947 |109136 |3871k| 55 | 4.145812e+03 | 4.270000e+03 | 3.00% 2900 | 989 |112009 |3939k| 55 | 4.145812e+03 | 4.270000e+03 | 3.00% 3000 | 1015 |114721 |3993k| 55 | 4.145915e+03 | 4.270000e+03 | 2.99% 3100 | 1049 |117479 |4038k| 58 | 4.145994e+03 | 4.270000e+03 | 2.99% 3200 | 1089 |120582 |4135k| 58 | 4.148122e+03 | 4.270000e+03 | 2.94% 3300 | 1109 |123964 |4190k| 58 | 4.149934e+03 | 4.270000e+03 | 2.89% 3400 | 1135 |127039 |4241k| 58 | 4.150038e+03 | 4.270000e+03 | 2.89% 3500 | 1157 |131085 |4302k| 58 | 4.150203e+03 | 4.270000e+03 | 2.89% 3600 | 1175 |134294 |4362k| 58 | 4.151432e+03 | 4.270000e+03 | 2.86% 3700 | 1195 |136944 |4410k| 58 | 4.151432e+03 | 4.270000e+03 | 2.86% 3800 | 1241 |140299 |4480k| 58 | 4.151550e+03 | 4.270000e+03 | 2.85% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 3900 | 1271 |142817 |4526k| 58 | 4.152569e+03 | 4.270000e+03 | 2.83% 4000 | 1293 |146147 |4584k| 58 | 4.152569e+03 | 4.270000e+03 | 2.83% 4100 | 1311 |149639 |4617k| 58 | 4.152569e+03 | 4.270000e+03 | 2.83% 4200 | 1325 |153240 |4661k| 58 | 4.153274e+03 | 4.270000e+03 | 2.81% 4300 | 1343 |156415 |4730k| 58 | 4.153274e+03 | 4.270000e+03 | 2.81% 4400 | 1375 |159985 |4789k| 58 | 4.153274e+03 | 4.270000e+03 | 2.81% 4500 | 1391 |163113 |4833k| 58 | 4.154730e+03 | 4.270000e+03 | 2.77% 4600 | 1403 |165440 |4879k| 58 | 4.154966e+03 | 4.270000e+03 | 2.77% 4700 | 1413 |167896 |4926k| 58 | 4.155516e+03 | 4.270000e+03 | 2.75% 4800 | 1425 |171084 |4982k| 58 | 4.156486e+03 | 4.270000e+03 | 2.73% 4900 | 1451 |174321 |5023k| 58 | 4.156486e+03 | 4.270000e+03 | 2.73% 5000 | 1459 |177522 |5076k| 58 | 4.157477e+03 | 4.270000e+03 | 2.71% 5100 | 1481 |180174 |5112k| 58 | 4.158485e+03 | 4.270000e+03 | 2.68% 5200 | 1499 |182910 |5144k| 58 | 4.158485e+03 | 4.270000e+03 | 2.68% 5300 | 1521 |185425 |5185k| 59 | 4.159451e+03 | 4.270000e+03 | 2.66% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 5400 | 1539 |187487 |5210k| 59 | 4.159495e+03 | 4.270000e+03 | 2.66% 5500 | 1559 |190540 |5263k| 59 | 4.159653e+03 | 4.270000e+03 | 2.65% 5600 | 1575 |193221 |5307k| 59 | 4.161292e+03 | 4.270000e+03 | 2.61% 5700 | 1579 |196300 |5343k| 59 | 4.162015e+03 | 4.270000e+03 | 2.59% 5800 | 1583 |199394 |5386k| 59 | 4.162159e+03 | 4.270000e+03 | 2.59% 5900 | 1593 |201996 |5414k| 59 | 4.162159e+03 | 4.270000e+03 | 2.59% 6000 | 1607 |204722 |5443k| 59 | 4.162642e+03 | 4.270000e+03 | 2.58% 6100 | 1619 |207663 |5479k| 59 | 4.162947e+03 | 4.270000e+03 | 2.57% 6200 | 1617 |210219 |5496k| 59 | 4.163946e+03 | 4.270000e+03 | 2.55% 6300 | 1631 |214356 |5549k| 59 | 4.164779e+03 | 4.270000e+03 | 2.53% 6400 | 1641 |216411 |5569k| 59 | 4.164779e+03 | 4.270000e+03 | 2.53% 6500 | 1647 |219137 |5599k| 59 | 4.165013e+03 | 4.270000e+03 | 2.52% 6600 | 1657 |222037 |5618k| 59 | 4.165020e+03 | 4.270000e+03 | 2.52% 6700 | 1665 |225077 |5661k| 59 | 4.165416e+03 | 4.270000e+03 | 2.51% 6800 | 1677 |227983 |5693k| 59 | 4.165631e+03 | 4.270000e+03 | 2.51% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 6900 | 1687 |231086 |5723k| 59 | 4.165631e+03 | 4.270000e+03 | 2.51% 7000 | 1691 |234215 |5745k| 60 | 4.166266e+03 | 4.270000e+03 | 2.49% 7100 | 1703 |237558 |5784k| 60 | 4.166668e+03 | 4.270000e+03 | 2.48% 7200 | 1711 |239911 |5808k| 60 | 4.167306e+03 | 4.270000e+03 | 2.46% 7300 | 1717 |242814 |5836k| 60 | 4.167810e+03 | 4.270000e+03 | 2.45% 7400 | 1725 |245684 |5869k| 60 | 4.167810e+03 | 4.270000e+03 | 2.45% 7500 | 1747 |248447 |5901k| 60 | 4.168815e+03 | 4.270000e+03 | 2.43% 7600 | 1753 |250807 |5928k| 60 | 4.168815e+03 | 4.270000e+03 | 2.43% 7700 | 1769 |253942 |5962k| 60 | 4.170371e+03 | 4.270000e+03 | 2.39% 7800 | 1779 |256744 |5989k| 60 | 4.172015e+03 | 4.270000e+03 | 2.35% 7900 | 1785 |259670 |6022k| 60 | 4.172490e+03 | 4.270000e+03 | 2.34% 8000 | 1785 |262583 |6047k| 60 | 4.173342e+03 | 4.270000e+03 | 2.32% 8100 | 1813 |266166 |6086k| 60 | 4.173443e+03 | 4.270000e+03 | 2.31% 8200 | 1823 |268977 |6114k| 60 | 4.173703e+03 | 4.270000e+03 | 2.31% 8300 | 1833 |271802 |6143k| 60 | 4.173703e+03 | 4.270000e+03 | 2.31% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 8400 | 1843 |274352 |6187k| 60 | 4.173880e+03 | 4.270000e+03 | 2.30% 8500 | 1867 |276765 |6214k| 61 | 4.173943e+03 | 4.270000e+03 | 2.30% 8600 | 1879 |278902 |6237k| 61 | 4.174595e+03 | 4.270000e+03 | 2.29% 8700 | 1877 |281374 |6251k| 61 | 4.174672e+03 | 4.270000e+03 | 2.28% 8800 | 1879 |283717 |6273k| 61 | 4.175237e+03 | 4.270000e+03 | 2.27% 8900 | 1887 |286628 |6290k| 61 | 4.175359e+03 | 4.270000e+03 | 2.27% 9000 | 1897 |288866 |6312k| 61 | 4.175671e+03 | 4.270000e+03 | 2.26% 9100 | 1897 |291504 |6324k| 61 | 4.175774e+03 | 4.270000e+03 | 2.26% 9200 | 1907 |293815 |6354k| 61 | 4.175779e+03 | 4.270000e+03 | 2.26% 9300 | 1911 |296903 |6378k| 61 | 4.176180e+03 | 4.270000e+03 | 2.25% 9400 | 1913 |299380 |6388k| 61 | 4.176180e+03 | 4.270000e+03 | 2.25% 9500 | 1913 |301453 |6400k| 61 | 4.177018e+03 | 4.270000e+03 | 2.23% 9600 | 1913 |303525 |6419k| 61 | 4.177226e+03 | 4.270000e+03 | 2.22% 9700 | 1919 |305472 |6434k| 61 | 4.177226e+03 | 4.270000e+03 | 2.22% 9800 | 1929 |307581 |6462k| 61 | 4.177255e+03 | 4.270000e+03 | 2.22% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 9900 | 1923 |310166 |6486k| 61 | 4.177255e+03 | 4.270000e+03 | 2.22% 10000 | 1913 |312433 |6501k| 61 | 4.178375e+03 | 4.270000e+03 | 2.19% 10100 | 1915 |314345 |6521k| 61 | 4.178758e+03 | 4.270000e+03 | 2.18% 10200 | 1919 |317166 |6551k| 61 | 4.178799e+03 | 4.270000e+03 | 2.18% 10300 | 1929 |319800 |6576k| 61 | 4.179180e+03 | 4.270000e+03 | 2.17% 10400 | 1929 |322202 |6588k| 61 | 4.179180e+03 | 4.270000e+03 | 2.17% 10500 | 1923 |325070 |6601k| 61 | 4.179718e+03 | 4.270000e+03 | 2.16% 10600 | 1935 |327534 |6619k| 61 | 4.179936e+03 | 4.270000e+03 | 2.15% 10700 | 1935 |330325 |6639k| 61 | 4.179936e+03 | 4.270000e+03 | 2.15% 10800 | 1943 |332427 |6664k| 61 | 4.180221e+03 | 4.270000e+03 | 2.15% 10900 | 1951 |334744 |6696k| 61 | 4.180634e+03 | 4.270000e+03 | 2.14% 11000 | 1961 |337244 |6722k| 61 | 4.180671e+03 | 4.270000e+03 | 2.14% 11100 | 1975 |339904 |6734k| 61 | 4.180830e+03 | 4.270000e+03 | 2.13% 11200 | 1975 |343251 |6741k| 61 | 4.180952e+03 | 4.270000e+03 | 2.13% 11300 | 1985 |345657 |6762k| 61 | 4.180952e+03 | 4.270000e+03 | 2.13% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 11400 | 1999 |347959 |6792k| 61 | 4.181342e+03 | 4.270000e+03 | 2.12% 11500 | 2011 |350418 |6805k| 61 | 4.181695e+03 | 4.270000e+03 | 2.11% 11600 | 2013 |352625 |6827k| 61 | 4.181695e+03 | 4.270000e+03 | 2.11% 11700 | 2015 |354949 |6837k| 61 | 4.181913e+03 | 4.270000e+03 | 2.11% 11800 | 2019 |357301 |6856k| 61 | 4.181913e+03 | 4.270000e+03 | 2.11% 11900 | 2031 |359639 |6875k| 61 | 4.183001e+03 | 4.270000e+03 | 2.08% 12000 | 2037 |362406 |6898k| 61 | 4.184046e+03 | 4.270000e+03 | 2.05% 12100 | 2049 |365343 |6925k| 61 | 4.184192e+03 | 4.270000e+03 | 2.05% 12200 | 2061 |368603 |6955k| 61 | 4.184785e+03 | 4.270000e+03 | 2.04% 12300 | 2055 |370847 |6960k| 61 | 4.184964e+03 | 4.270000e+03 | 2.03% 12400 | 2059 |373869 |6984k| 61 | 4.184964e+03 | 4.270000e+03 | 2.03% 12500 | 2051 |376601 |7000k| 61 | 4.185112e+03 | 4.270000e+03 | 2.03% 12600 | 2037 |379443 |7004k| 61 | 4.185201e+03 | 4.270000e+03 | 2.03% 12700 | 2035 |381573 |7012k| 61 | 4.185201e+03 | 4.270000e+03 | 2.03% 12800 | 2033 |383747 |7025k| 63 | 4.185482e+03 | 4.270000e+03 | 2.02% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 12900 | 2037 |385947 |7037k| 63 | 4.185536e+03 | 4.270000e+03 | 2.02% 13000 | 2035 |387827 |7046k| 63 | 4.185536e+03 | 4.270000e+03 | 2.02% 13100 | 2039 |390150 |7063k| 63 | 4.185634e+03 | 4.270000e+03 | 2.02% 13200 | 2049 |392321 |7099k| 63 | 4.185634e+03 | 4.270000e+03 | 2.02% 13300 | 2029 |395192 |7094k| 63 | 4.185828e+03 | 4.270000e+03 | 2.01% 13400 | 2021 |397965 |7102k| 63 | 4.186551e+03 | 4.270000e+03 | 1.99% 13500 | 2011 |400654 |7099k| 63 | 4.186939e+03 | 4.270000e+03 | 1.98% 13600 | 2005 |403293 |7110k| 63 | 4.187447e+03 | 4.270000e+03 | 1.97% 13700 | 1993 |406124 |7109k| 63 | 4.188016e+03 | 4.270000e+03 | 1.96% 13800 | 1973 |409056 |7106k| 63 | 4.189054e+03 | 4.270000e+03 | 1.93% 13900 | 1947 |411709 |7095k| 63 | 4.189333e+03 | 4.270000e+03 | 1.93% 14000 | 1951 |414242 |7124k| 63 | 4.189806e+03 | 4.270000e+03 | 1.91% 14100 | 1937 |417020 |7115k| 63 | 4.191191e+03 | 4.270000e+03 | 1.88% 14200 | 1933 |419582 |7116k| 63 | 4.191320e+03 | 4.270000e+03 | 1.88% 14300 | 1925 |421312 |7127k| 63 | 4.191320e+03 | 4.270000e+03 | 1.88% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 14400 | 1931 |424248 |7137k| 63 | 4.191704e+03 | 4.270000e+03 | 1.87% 14500 | 1951 |427225 |7168k| 63 | 4.192012e+03 | 4.270000e+03 | 1.86% 14600 | 1963 |430253 |7195k| 63 | 4.192418e+03 | 4.270000e+03 | 1.85% 14700 | 1965 |432921 |7208k| 63 | 4.192909e+03 | 4.270000e+03 | 1.84% 14800 | 1961 |435610 |7218k| 63 | 4.193046e+03 | 4.270000e+03 | 1.84% 14900 | 1951 |438142 |7229k| 63 | 4.193157e+03 | 4.270000e+03 | 1.83% 15000 | 1931 |440443 |7224k| 63 | 4.193381e+03 | 4.270000e+03 | 1.83% 15100 | 1923 |442645 |7230k| 63 | 4.193381e+03 | 4.270000e+03 | 1.83% 15200 | 1907 |445519 |7219k| 63 | 4.193865e+03 | 4.270000e+03 | 1.82% 15300 | 1885 |448307 |7212k| 63 | 4.194988e+03 | 4.270000e+03 | 1.79% 15400 | 1907 |450210 |7240k| 63 | 4.195056e+03 | 4.270000e+03 | 1.79% 15500 | 1901 |452848 |7259k| 63 | 4.195076e+03 | 4.270000e+03 | 1.79% 15600 | 1887 |455512 |7251k| 63 | 4.195183e+03 | 4.270000e+03 | 1.78% 15700 | 1885 |458723 |7242k| 63 | 4.195584e+03 | 4.270000e+03 | 1.77% 15800 | 1909 |461157 |7275k| 63 | 4.195584e+03 | 4.270000e+03 | 1.77% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 15900 | 1909 |463293 |7289k| 63 | 4.195940e+03 | 4.270000e+03 | 1.77% 16000 | 1913 |465322 |7303k| 63 | 4.195940e+03 | 4.270000e+03 | 1.77% 16100 | 1907 |467159 |7301k| 63 | 4.196032e+03 | 4.270000e+03 | 1.76% 16200 | 1899 |469949 |7317k| 63 | 4.196080e+03 | 4.270000e+03 | 1.76% 16300 | 1895 |472339 |7320k| 63 | 4.197553e+03 | 4.270000e+03 | 1.73% 16400 | 1891 |475127 |7324k| 63 | 4.197966e+03 | 4.270000e+03 | 1.72% 16500 | 1899 |477817 |7349k| 63 | 4.198322e+03 | 4.270000e+03 | 1.71% 16600 | 1887 |480088 |7339k| 63 | 4.198322e+03 | 4.270000e+03 | 1.71% 16700 | 1877 |482594 |7331k| 63 | 4.198575e+03 | 4.270000e+03 | 1.70% 16800 | 1903 |485362 |7362k| 63 | 4.198608e+03 | 4.270000e+03 | 1.70% 16900 | 1905 |488157 |7385k| 63 | 4.198703e+03 | 4.270000e+03 | 1.70% 17000 | 1909 |490042 |7396k| 63 | 4.198854e+03 | 4.270000e+03 | 1.69% 17100 | 1905 |492983 |7408k| 63 | 4.199095e+03 | 4.270000e+03 | 1.69% 17200 | 1885 |495643 |7398k| 63 | 4.199286e+03 | 4.270000e+03 | 1.68% 17300 | 1871 |498141 |7381k| 63 | 4.199486e+03 | 4.270000e+03 | 1.68% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 17400 | 1855 |500744 |7374k| 63 | 4.199751e+03 | 4.270000e+03 | 1.67% 17500 | 1845 |503316 |7373k| 63 | 4.200120e+03 | 4.270000e+03 | 1.66% 17600 | 1843 |505357 |7369k| 63 | 4.200450e+03 | 4.270000e+03 | 1.66% 17700 | 1825 |508106 |7361k| 63 | 4.200629e+03 | 4.270000e+03 | 1.65% 17800 | 1795 |510947 |7339k| 63 | 4.201218e+03 | 4.270000e+03 | 1.64% 17900 | 1773 |513756 |7329k| 63 | 4.201655e+03 | 4.270000e+03 | 1.63% 18000 | 1759 |516472 |7321k| 63 | 4.201962e+03 | 4.270000e+03 | 1.62% 18100 | 1759 |518799 |7333k| 63 | 4.201962e+03 | 4.270000e+03 | 1.62% 18200 | 1775 |521115 |7352k| 63 | 4.202082e+03 | 4.270000e+03 | 1.62% 18300 | 1759 |523834 |7353k| 63 | 4.203091e+03 | 4.270000e+03 | 1.59% 18400 | 1739 |526518 |7345k| 63 | 4.204308e+03 | 4.270000e+03 | 1.56% 18500 | 1717 |529086 |7327k| 63 | 4.204794e+03 | 4.270000e+03 | 1.55% 18600 | 1695 |531496 |7304k| 63 | 4.205253e+03 | 4.270000e+03 | 1.54% 18700 | 1683 |534461 |7287k| 63 | 4.205469e+03 | 4.270000e+03 | 1.53% 18800 | 1687 |536852 |7300k| 63 | 4.206160e+03 | 4.270000e+03 | 1.52% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 18900 | 1649 |539139 |7264k| 63 | 4.206679e+03 | 4.270000e+03 | 1.51% 19000 | 1665 |541840 |7272k| 63 | 4.206922e+03 | 4.270000e+03 | 1.50% 19100 | 1659 |544137 |7272k| 63 | 4.207163e+03 | 4.270000e+03 | 1.49% 19200 | 1653 |546377 |7264k| 63 | 4.207389e+03 | 4.270000e+03 | 1.49% 19300 | 1627 |549250 |7238k| 63 | 4.208259e+03 | 4.270000e+03 | 1.47% 19400 | 1591 |551801 |7187k| 63 | 4.208880e+03 | 4.270000e+03 | 1.45% 19500 | 1583 |554842 |7189k| 63 | 4.209063e+03 | 4.270000e+03 | 1.45% 19600 | 1553 |557891 |7158k| 63 | 4.209644e+03 | 4.270000e+03 | 1.43% 19700 | 1519 |560802 |7132k| 63 | 4.210156e+03 | 4.270000e+03 | 1.42% 19800 | 1485 |563580 |7095k| 63 | 4.210574e+03 | 4.270000e+03 | 1.41% 19900 | 1437 |566679 |7041k| 63 | 4.211004e+03 | 4.270000e+03 | 1.40% 20000 | 1407 |569368 |7001k| 63 | 4.211238e+03 | 4.270000e+03 | 1.40% 20100 | 1375 |571961 |6941k| 63 | 4.211660e+03 | 4.270000e+03 | 1.39% 20200 | 1353 |574512 |6920k| 63 | 4.212445e+03 | 4.270000e+03 | 1.37% 20300 | 1339 |577189 |6908k| 63 | 4.212800e+03 | 4.270000e+03 | 1.36% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 20400 | 1347 |579033 |6922k| 63 | 4.213038e+03 | 4.270000e+03 | 1.35% 20500 | 1309 |582137 |6888k| 63 | 4.213276e+03 | 4.270000e+03 | 1.35% 20600 | 1307 |584831 |6872k| 63 | 4.213863e+03 | 4.270000e+03 | 1.33% 20700 | 1321 |587194 |6884k| 63 | 4.214150e+03 | 4.270000e+03 | 1.33% 20800 | 1291 |589530 |6830k| 63 | 4.214962e+03 | 4.270000e+03 | 1.31% 20900 | 1247 |592286 |6745k| 63 | 4.215757e+03 | 4.270000e+03 | 1.29% 21000 | 1225 |595268 |6705k| 63 | 4.216077e+03 | 4.270000e+03 | 1.28% 21100 | 1185 |598151 |6658k| 63 | 4.216419e+03 | 4.270000e+03 | 1.27% 21200 | 1167 |600883 |6618k| 63 | 4.216749e+03 | 4.270000e+03 | 1.26% 21300 | 1167 |603056 |6589k| 63 | 4.216974e+03 | 4.270000e+03 | 1.26% 21400 | 1159 |605505 |6592k| 63 | 4.218078e+03 | 4.270000e+03 | 1.23% 21500 | 1141 |608499 |6551k| 63 | 4.218329e+03 | 4.270000e+03 | 1.22% 21600 | 1129 |610890 |6549k| 63 | 4.218523e+03 | 4.270000e+03 | 1.22% 21700 | 1107 |614069 |6508k| 63 | 4.219241e+03 | 4.270000e+03 | 1.20% 21800 | 1083 |616596 |6470k| 63 | 4.219385e+03 | 4.270000e+03 | 1.20% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 21900 | 1049 |619197 |6389k| 63 | 4.220561e+03 | 4.270000e+03 | 1.17% 22000 | 1031 |621967 |6342k| 63 | 4.221277e+03 | 4.270000e+03 | 1.15% 22100 | 1015 |624729 |6307k| 63 | 4.221652e+03 | 4.270000e+03 | 1.15% 22200 | 991 |627533 |6260k| 63 | 4.222542e+03 | 4.270000e+03 | 1.12% 22300 | 951 |630602 |6192k| 63 | 4.223436e+03 | 4.270000e+03 | 1.10% 22400 | 941 |633592 |6175k| 63 | 4.223674e+03 | 4.270000e+03 | 1.10% 22500 | 871 |637137 |6028k| 63 | 4.224509e+03 | 4.270000e+03 | 1.08% 22600 | 821 |640693 |5937k| 63 | 4.225671e+03 | 4.270000e+03 | 1.05% 22700 | 779 |643456 |5825k| 63 | 4.225986e+03 | 4.270000e+03 | 1.04% 22800 | 709 |646923 |5682k| 63 | 4.226734e+03 | 4.270000e+03 | 1.02% 22900 | 653 |650415 |5542k| 63 | 4.227690e+03 | 4.270000e+03 | 1.00% 23000 | 599 |653644 |5405k| 63 | 4.228918e+03 | 4.270000e+03 | 0.97% 23100 | 525 |657352 |5238k| 63 | 4.230700e+03 | 4.270000e+03 | 0.93% 23200 | 437 |661129 |4939k| 63 | 4.232842e+03 | 4.270000e+03 | 0.88% 23300 | 343 |664887 |4601k| 63 | 4.233565e+03 | 4.270000e+03 | 0.86% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 23400 | 265 |668692 |4248k| 63 | 4.235260e+03 | 4.270000e+03 | 0.82% 23500 | 169 |672620 |3715k| 63 | 4.237952e+03 | 4.270000e+03 | 0.76% 23600 | 73 |676809 |3172k| 63 | 4.243830e+03 | 4.270000e+03 | 0.62% SCIP Status : problem is solved [optimal solution found] Solving Time (sec) : 100.40 Solving Nodes : 23675 Primal Bound : +4.27000000000000e+03 (657 solutions) Dual Bound : +4.27000000000000e+03 Gap : 0.00 % SCIP Status : problem is solved [optimal solution found] Solving Time : 100.40 Original Problem : Problem name : gamsmodel Variables : 520 (260 binary, 0 integer, 0 implicit integer, 260 continuous) Constraints : 296 initial, 296 maximal Presolved Problem : Problem name : t_gamsmodel Variables : 520 (260 binary, 0 integer, 0 implicit integer, 260 continuous) Constraints : 296 initial, 301 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 : 0.01 0 0 0 260 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 : - 5 - - 9 - - - - Constraints : Number #Separate #Propagate #EnfoLP #EnfoPS Cutoffs DomReds Cuts Conss Children integral : 0 0 0 14091 0 126 1923 0 0 24378 varbound : 260 14 70686 0 0 0 120683 0 0 0 linear : 36 14 70686 0 0 10 19280 49 0 0 logicor : 0+ 0 4362 0 0 0 40 0 0 0 bounddisjunction : 0+ 0 4884 0 0 0 75 0 0 0 countsols : 0 0 0 0 0 0 0 0 0 0 Constraint Timings : TotalTime Separate Propagate EnfoLP EnfoPS integral : 13.87 0.00 0.00 13.87 0.00 varbound : 0.35 0.00 0.35 0.00 0.00 linear : 0.58 0.00 0.58 0.00 0.00 logicor : 0.00 0.00 0.00 0.00 0.00 bounddisjunction : 0.01 0.00 0.01 0.00 0.00 countsols : 0.00 0.00 0.00 0.00 0.00 Propagators : Time Calls Cutoffs DomReds rootredcost : 0.01 4 0 3 pseudoobj : 1.23 71034 0 0 Conflict Analysis : Time Calls Success Conflicts Literals Reconvs ReconvLits LP Iters propagation : 0.00 10 10 17 25.2 3 12.7 - infeasible LP : 0.00 27 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 : - - - 12 18.0 - - - applied locally : - - - 1 43.0 - - - Separators : Time Calls Cutoffs DomReds Cuts Conss cut pool : 0.01 13 - - 86 - (maximal pool size: 419) redcost : 0.21 23705 0 107349 0 0 impliedbounds : 0.00 15 0 0 0 0 intobj : 0.00 0 0 0 0 0 gomory : 0.13 15 0 0 28 0 strongcg : 0.09 15 0 0 0 0 cmir : 0.69 10 0 0 375 0 flowcover : 0.15 10 0 0 157 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 : 13.86 14091 126 1923 0 0 24378 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 : 0.01 5 0 crossover : 0.57 10 7 objpscostdiving : 1.63 25 11 coefdiving : 0.95 50 137 fracdiving : 1.00 50 1 veclendiving : 0.86 50 32 pscostdiving : 0.70 50 65 linesearchdiving : 0.81 50 16 guideddiving : 0.90 50 13 rootsoldiving : 0.46 26 0 simplerounding : 0.13 14225 374 rounding : 0.10 1657 0 shifting : 0.13 491 0 intshifting : 0.34 25 0 fixandinfer : 0.00 0 0 intdiving : 0.00 0 0 actconsdiving : 0.00 0 0 octane : 0.00 0 0 rens : 1.40 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 : 69.31 25575 616648 24.11 8896.96 barrier LP : 0.00 0 0 0.00 - diving/probing LP: 7.15 4077 63501 15.58 8881.26 strong branching : 13.60 3365 156181 46.41 11483.90 (at root node) : - 33 4353 131.91 - conflict analysis: 0.00 0 0 0.00 - B&B Tree : number of runs : 1 nodes : 23675 nodes (total) : 23675 nodes left : 0 max depth : 63 max depth (total): 63 backtracks : 5447 (23.0%) delayed cutoffs : 0 repropagations : 791 (4 domain reductions, 0 cutoffs) avg switch length: 10.43 switching time : 1.32 Solution : Solutions found : 657 (6 improvements) Primal Bound : +4.27000000000000e+03 (in run 1, after 1826 nodes, 18.78 seconds, depth 40, found by ) Dual Bound : +4.27000000000000e+03 Gap : 0.00 % Root Dual Bound : +4.08583588976258e+03 Solving LP with fixed discrete variables... GAMS/SCIP finished. --- Restarting execution --- ran10x26.gms(124) 0 Mb --- Reading solution for model m *** Status: Normal completion --- Job ran10x26.gms Stop 10/03/08 04:06:53 elapsed 0:01:41.649