--- Job rout Start 10/03/08 05:36:50 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 --- rout.gms(106) 2 Mb --- GDXin=/home/stefan/work/gams/models/LINlib/rout.gdx --- rout.gms(148) 3 Mb --- Starting execution: elapsed 0:00:00.017 --- rout.gms(123) 4 Mb --- Generating MIP model m --- rout.gms(124) 4 Mb --- 292 rows 557 columns 2,433 non-zeroes --- 315 discrete-columns --- Executing SCIP: elapsed 0:00:00.027 SCIP version 1.10.0 [LP solver: Clp 1.8stable] Copyright (c) 2002-2008 Konrad-Zuse-Zentrum fuer Informationstechnik Berlin (ZIB) Optionfile /home/stefan/work/gams/benchmarks/LINLib.MIP/scip.opt successfully read. Starting MIP solve... presolving: (round 1) 1 del vars, 1 del conss, 242 chg bounds, 0 chg sides, 0 chg coeffs, 0 upgd conss, 0 impls, 14 clqs (round 2) 1 del vars, 1 del conss, 242 chg bounds, 0 chg sides, 0 chg coeffs, 254 upgd conss, 0 impls, 14 clqs presolving (3 rounds): 1 deleted vars, 1 deleted constraints, 242 tightened bounds, 0 added holes, 0 changed sides, 0 changed coefficients 5460 implications, 14 cliques presolved problem has 555 variables (300 bin, 15 int, 0 impl, 240 cont) and 290 constraints 240 constraints of type 14 constraints of type 36 constraints of type transformed objective value is always integral (scale: 0.01) Presolving Time: 0.12 node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1 | 0 | 277 |1659k| 0 | 9.818643e+02 | -- | Inf 1 | 0 | 1397 |1887k| 0 | 9.821729e+02 | -- | Inf 1 | 0 | 1613 |1971k| 0 | 9.821729e+02 | -- | Inf 1 | 0 | 1799 |2044k| 0 | 9.821729e+02 | -- | Inf 1 | 0 | 1833 |2101k| 0 | 9.821729e+02 | -- | Inf 1 | 0 | 1910 |2136k| 0 | 9.821729e+02 | -- | Inf 1 | 0 | 2056 |2170k| 0 | 9.821729e+02 | -- | Inf E 1 | 0 | 2056 |2180k| 0 | 9.821729e+02 | 1.823810e+03 | 85.69% 1 | 0 | 2056 |2180k| 0 | 9.821729e+02 | 1.823810e+03 | 85.69% 1 | 0 | 2116 |2203k| 0 | 9.821729e+02 | 1.823810e+03 | 85.69% 1 | 2 | 2116 |2203k| 0 | 9.821729e+02 | 1.823810e+03 | 85.69% S 77 | 74 | 11283 |2270k| 16 | 9.865972e+02 | 1.374280e+03 | 39.29% l 91 | 40 | 11987 |2267k| 17 | 9.865972e+02 | 1.115040e+03 | 13.02% 100 | 47 | 12511 |2271k| 17 | 9.865972e+02 | 1.115040e+03 | 13.02% 200 | 99 | 17872 |2386k| 17 | 1.000021e+03 | 1.115040e+03 | 11.50% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 300 | 139 | 22268 |2499k| 19 | 1.006192e+03 | 1.115040e+03 | 10.82% 400 | 167 | 25550 |2594k| 22 | 1.007076e+03 | 1.115040e+03 | 10.72% 500 | 201 | 28687 |2694k| 22 | 1.007076e+03 | 1.115040e+03 | 10.72% 600 | 232 | 32211 |2793k| 24 | 1.008202e+03 | 1.115040e+03 | 10.60% 700 | 253 | 36246 |2868k| 27 | 1.008202e+03 | 1.115040e+03 | 10.60% 800 | 275 | 39514 |2927k| 27 | 1.008202e+03 | 1.115040e+03 | 10.60% 900 | 304 | 42092 |3008k| 27 | 1.008202e+03 | 1.115040e+03 | 10.60% 1000 | 332 | 44793 |3097k| 31 | 1.008479e+03 | 1.115040e+03 | 10.57% 1100 | 364 | 47879 |3189k| 32 | 1.010551e+03 | 1.115040e+03 | 10.34% 1200 | 450 | 56365 |3391k| 32 | 1.011398e+03 | 1.115040e+03 | 10.25% 1300 | 518 | 63232 |3564k| 32 | 1.011861e+03 | 1.115040e+03 | 10.20% 1400 | 580 | 70117 |3723k| 32 | 1.013275e+03 | 1.115040e+03 | 10.04% 1500 | 644 | 75032 |3903k| 32 | 1.015256e+03 | 1.115040e+03 | 9.83% 1600 | 698 | 81669 |4022k| 32 | 1.015452e+03 | 1.115040e+03 | 9.81% 1700 | 756 | 86892 |4162k| 32 | 1.017570e+03 | 1.115040e+03 | 9.58% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 1800 | 802 | 92476 |4269k| 32 | 1.019659e+03 | 1.115040e+03 | 9.35% 1900 | 854 | 99086 |4407k| 32 | 1.019659e+03 | 1.115040e+03 | 9.35% v 1958 | 597 |102169 |3576k| 32 | 1.021216e+03 | 1.079190e+03 | 5.68% 2000 | 601 |103659 |3615k| 32 | 1.021216e+03 | 1.079190e+03 | 5.68% 2100 | 617 |107154 |3706k| 32 | 1.021216e+03 | 1.079190e+03 | 5.68% 2200 | 641 |111001 |3832k| 32 | 1.022098e+03 | 1.079190e+03 | 5.59% 2300 | 667 |114809 |3967k| 32 | 1.022098e+03 | 1.079190e+03 | 5.59% 2400 | 691 |119380 |4081k| 32 | 1.022098e+03 | 1.079190e+03 | 5.59% 2500 | 723 |124464 |4235k| 32 | 1.024259e+03 | 1.079190e+03 | 5.36% 2600 | 741 |128411 |4378k| 32 | 1.025263e+03 | 1.079190e+03 | 5.26% 2700 | 765 |132079 |4516k| 32 | 1.025744e+03 | 1.079190e+03 | 5.21% 2800 | 815 |137252 |4709k| 32 | 1.026504e+03 | 1.079190e+03 | 5.13% 2900 | 843 |141639 |4812k| 32 | 1.026723e+03 | 1.079190e+03 | 5.11% 3000 | 867 |145144 |4912k| 32 | 1.027182e+03 | 1.079190e+03 | 5.06% 3100 | 889 |149323 |5038k| 32 | 1.027724e+03 | 1.079190e+03 | 5.01% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 3200 | 913 |153697 |5185k| 32 | 1.027799e+03 | 1.079190e+03 | 5.00% 3300 | 933 |157688 |5291k| 32 | 1.027932e+03 | 1.079190e+03 | 4.99% 3400 | 939 |160943 |5351k| 32 | 1.028724e+03 | 1.079190e+03 | 4.91% 3500 | 963 |165175 |5457k| 32 | 1.029355e+03 | 1.079190e+03 | 4.84% 3600 | 986 |168723 |5546k| 32 | 1.029487e+03 | 1.079190e+03 | 4.83% 3700 | 998 |172622 |5625k| 32 | 1.029513e+03 | 1.079190e+03 | 4.83% l 3729 | 966 |174146 |5551k| 32 | 1.029623e+03 | 1.077560e+03 | 4.66% 3800 | 973 |176270 |5595k| 32 | 1.029835e+03 | 1.077560e+03 | 4.63% 3900 | 991 |179820 |5700k| 32 | 1.030117e+03 | 1.077560e+03 | 4.61% 4000 | 1003 |183021 |5779k| 32 | 1.030117e+03 | 1.077560e+03 | 4.61% 4100 | 1035 |188329 |5901k| 32 | 1.030839e+03 | 1.077560e+03 | 4.53% 4200 | 1049 |191515 |5975k| 32 | 1.031142e+03 | 1.077560e+03 | 4.50% 4300 | 1057 |193868 |6012k| 32 | 1.031433e+03 | 1.077560e+03 | 4.47% 4400 | 1061 |196587 |6073k| 32 | 1.031433e+03 | 1.077560e+03 | 4.47% 4500 | 1065 |200022 |6124k| 32 | 1.031593e+03 | 1.077560e+03 | 4.46% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 4600 | 1071 |202887 |6170k| 32 | 1.031653e+03 | 1.077560e+03 | 4.45% 4700 | 1081 |206113 |6207k| 35 | 1.032104e+03 | 1.077560e+03 | 4.40% 4800 | 1081 |209219 |6229k| 36 | 1.032179e+03 | 1.077560e+03 | 4.40% 4900 | 1087 |212461 |6296k| 36 | 1.032783e+03 | 1.077560e+03 | 4.34% 5000 | 1097 |216458 |6377k| 36 | 1.033233e+03 | 1.077560e+03 | 4.29% 5100 | 1095 |220408 |6428k| 36 | 1.034006e+03 | 1.077560e+03 | 4.21% 5200 | 1099 |223253 |6467k| 36 | 1.034006e+03 | 1.077560e+03 | 4.21% 5300 | 1103 |226273 |6496k| 36 | 1.034112e+03 | 1.077560e+03 | 4.20% 5400 | 1109 |230532 |6558k| 36 | 1.034993e+03 | 1.077560e+03 | 4.11% 5500 | 1125 |234243 |6617k| 36 | 1.034993e+03 | 1.077560e+03 | 4.11% 5600 | 1135 |237976 |6705k| 36 | 1.035515e+03 | 1.077560e+03 | 4.06% 5700 | 1131 |240651 |6721k| 36 | 1.035656e+03 | 1.077560e+03 | 4.05% 5800 | 1145 |244193 |6803k| 36 | 1.036213e+03 | 1.077560e+03 | 3.99% 5900 | 1153 |247296 |6838k| 36 | 1.036220e+03 | 1.077560e+03 | 3.99% 6000 | 1155 |250067 |6876k| 36 | 1.036673e+03 | 1.077560e+03 | 3.94% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 6100 | 1172 |253503 |6976k| 36 | 1.037058e+03 | 1.077560e+03 | 3.91% 6200 | 1172 |256687 |7006k| 36 | 1.037275e+03 | 1.077560e+03 | 3.88% 6300 | 1176 |260115 |7051k| 36 | 1.037602e+03 | 1.077560e+03 | 3.85% 6400 | 1190 |264324 |7135k| 36 | 1.038260e+03 | 1.077560e+03 | 3.79% 6500 | 1192 |267475 |7177k| 36 | 1.038654e+03 | 1.077560e+03 | 3.75% 6600 | 1201 |270887 |7213k| 36 | 1.038921e+03 | 1.077560e+03 | 3.72% 6700 | 1202 |274202 |7239k| 36 | 1.039523e+03 | 1.077560e+03 | 3.66% 6800 | 1208 |276981 |7299k| 36 | 1.039531e+03 | 1.077560e+03 | 3.66% 6900 | 1205 |280318 |7317k| 36 | 1.039619e+03 | 1.077560e+03 | 3.65% 7000 | 1207 |284652 |7365k| 36 | 1.040333e+03 | 1.077560e+03 | 3.58% 7100 | 1199 |287524 |7378k| 36 | 1.040489e+03 | 1.077560e+03 | 3.56% 7200 | 1201 |290904 |7415k| 36 | 1.040658e+03 | 1.077560e+03 | 3.55% 7300 | 1200 |294991 |7440k| 36 | 1.041639e+03 | 1.077560e+03 | 3.45% 7400 | 1196 |298271 |7451k| 36 | 1.041777e+03 | 1.077560e+03 | 3.43% 7500 | 1193 |301365 |7479k| 36 | 1.041798e+03 | 1.077560e+03 | 3.43% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 7600 | 1197 |305833 |7509k| 36 | 1.041922e+03 | 1.077560e+03 | 3.42% 7700 | 1203 |308856 |7551k| 36 | 1.041982e+03 | 1.077560e+03 | 3.41% 7800 | 1195 |312255 |7583k| 36 | 1.042020e+03 | 1.077560e+03 | 3.41% 7900 | 1204 |316613 |7647k| 36 | 1.042065e+03 | 1.077560e+03 | 3.41% 8000 | 1205 |320044 |7685k| 36 | 1.042071e+03 | 1.077560e+03 | 3.41% 8100 | 1204 |323723 |7712k| 36 | 1.042071e+03 | 1.077560e+03 | 3.41% 8200 | 1203 |327588 |7739k| 36 | 1.042249e+03 | 1.077560e+03 | 3.39% 8300 | 1201 |331260 |7758k| 36 | 1.042284e+03 | 1.077560e+03 | 3.38% 8400 | 1195 |334695 |7779k| 36 | 1.042393e+03 | 1.077560e+03 | 3.37% 8500 | 1193 |338851 |7817k| 36 | 1.043152e+03 | 1.077560e+03 | 3.30% 8600 | 1193 |342667 |7846k| 36 | 1.043152e+03 | 1.077560e+03 | 3.30% 8700 | 1188 |345613 |7855k| 36 | 1.043530e+03 | 1.077560e+03 | 3.26% 8800 | 1189 |349749 |7869k| 37 | 1.044167e+03 | 1.077560e+03 | 3.20% 8900 | 1185 |353702 |7886k| 37 | 1.044324e+03 | 1.077560e+03 | 3.18% 9000 | 1177 |356719 |7898k| 37 | 1.044595e+03 | 1.077560e+03 | 3.16% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 9100 | 1163 |359539 |7886k| 37 | 1.044896e+03 | 1.077560e+03 | 3.13% 9200 | 1151 |364275 |7867k| 37 | 1.045324e+03 | 1.077560e+03 | 3.08% 9300 | 1138 |368199 |7860k| 37 | 1.045863e+03 | 1.077560e+03 | 3.03% 9400 | 1128 |371427 |7880k| 37 | 1.045863e+03 | 1.077560e+03 | 3.03% 9500 | 1130 |375497 |7893k| 37 | 1.046669e+03 | 1.077560e+03 | 2.95% 9600 | 1121 |378776 |7885k| 37 | 1.046828e+03 | 1.077560e+03 | 2.94% 9700 | 1121 |381961 |7896k| 37 | 1.047048e+03 | 1.077560e+03 | 2.91% 9800 | 1103 |385189 |7885k| 37 | 1.047414e+03 | 1.077560e+03 | 2.88% 9900 | 1093 |388490 |7873k| 37 | 1.047595e+03 | 1.077560e+03 | 2.86% 10000 | 1078 |391738 |7837k| 37 | 1.047613e+03 | 1.077560e+03 | 2.86% 10100 | 1063 |395033 |7821k| 37 | 1.048175e+03 | 1.077560e+03 | 2.80% 10200 | 1050 |397958 |7792k| 37 | 1.048354e+03 | 1.077560e+03 | 2.79% 10300 | 1040 |400679 |7798k| 37 | 1.048646e+03 | 1.077560e+03 | 2.76% 10400 | 1040 |405264 |7809k| 37 | 1.048719e+03 | 1.077560e+03 | 2.75% 10500 | 1035 |406642 |7805k| 37 | 1.048779e+03 | 1.077560e+03 | 2.74% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 10600 | 1022 |409580 |7784k| 37 | 1.049027e+03 | 1.077560e+03 | 2.72% 10700 | 1014 |413195 |7765k| 37 | 1.049071e+03 | 1.077560e+03 | 2.72% 10800 | 1006 |415344 |7776k| 37 | 1.049150e+03 | 1.077560e+03 | 2.71% 10900 | 989 |418141 |7749k| 37 | 1.049466e+03 | 1.077560e+03 | 2.68% 11000 | 983 |421168 |7722k| 37 | 1.049497e+03 | 1.077560e+03 | 2.67% 11100 | 975 |424119 |7704k| 37 | 1.049901e+03 | 1.077560e+03 | 2.63% 11200 | 961 |426816 |7687k| 37 | 1.050169e+03 | 1.077560e+03 | 2.61% 11300 | 956 |428602 |7684k| 37 | 1.050389e+03 | 1.077560e+03 | 2.59% 11400 | 940 |431600 |7645k| 37 | 1.050907e+03 | 1.077560e+03 | 2.54% 11500 | 923 |433891 |7601k| 37 | 1.051017e+03 | 1.077560e+03 | 2.53% 11600 | 919 |435503 |7590k| 37 | 1.051017e+03 | 1.077560e+03 | 2.53% 11700 | 905 |437942 |7544k| 37 | 1.051017e+03 | 1.077560e+03 | 2.53% 11800 | 907 |440327 |7568k| 37 | 1.051035e+03 | 1.077560e+03 | 2.52% 11900 | 907 |441876 |7583k| 37 | 1.051099e+03 | 1.077560e+03 | 2.52% 12000 | 901 |443655 |7550k| 37 | 1.051137e+03 | 1.077560e+03 | 2.51% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 12100 | 895 |445186 |7528k| 37 | 1.051423e+03 | 1.077560e+03 | 2.49% 12200 | 887 |447331 |7533k| 37 | 1.051459e+03 | 1.077560e+03 | 2.48% 12300 | 883 |449874 |7519k| 37 | 1.051792e+03 | 1.077560e+03 | 2.45% 12400 | 877 |452977 |7479k| 37 | 1.051861e+03 | 1.077560e+03 | 2.44% 12500 | 865 |456075 |7420k| 37 | 1.052155e+03 | 1.077560e+03 | 2.41% 12600 | 861 |458554 |7426k| 37 | 1.052245e+03 | 1.077560e+03 | 2.41% 12700 | 849 |461071 |7392k| 37 | 1.052544e+03 | 1.077560e+03 | 2.38% 12800 | 838 |463723 |7382k| 37 | 1.052919e+03 | 1.077560e+03 | 2.34% 12900 | 838 |464694 |7383k| 37 | 1.053081e+03 | 1.077560e+03 | 2.32% 13000 | 840 |466648 |7377k| 37 | 1.053096e+03 | 1.077560e+03 | 2.32% 13100 | 828 |469258 |7360k| 37 | 1.053096e+03 | 1.077560e+03 | 2.32% 13200 | 822 |471069 |7324k| 37 | 1.053187e+03 | 1.077560e+03 | 2.31% 13300 | 816 |473305 |7301k| 37 | 1.053624e+03 | 1.077560e+03 | 2.27% 13400 | 798 |476266 |7250k| 37 | 1.053739e+03 | 1.077560e+03 | 2.26% 13500 | 796 |479606 |7241k| 37 | 1.054191e+03 | 1.077560e+03 | 2.22% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 13600 | 794 |480913 |7237k| 37 | 1.054219e+03 | 1.077560e+03 | 2.21% 13700 | 784 |483517 |7207k| 37 | 1.054289e+03 | 1.077560e+03 | 2.21% 13800 | 774 |485475 |7176k| 37 | 1.054289e+03 | 1.077560e+03 | 2.21% 13900 | 758 |488618 |7132k| 37 | 1.054547e+03 | 1.077560e+03 | 2.18% 14000 | 753 |490872 |7109k| 37 | 1.054852e+03 | 1.077560e+03 | 2.15% 14100 | 743 |493966 |7071k| 37 | 1.055163e+03 | 1.077560e+03 | 2.12% 14200 | 728 |496355 |7040k| 37 | 1.055269e+03 | 1.077560e+03 | 2.11% 14300 | 722 |500077 |7022k| 37 | 1.055322e+03 | 1.077560e+03 | 2.11% 14400 | 710 |503068 |6949k| 37 | 1.055519e+03 | 1.077560e+03 | 2.09% 14500 | 678 |506644 |6823k| 37 | 1.055643e+03 | 1.077560e+03 | 2.08% 14600 | 654 |510985 |6731k| 37 | 1.055820e+03 | 1.077560e+03 | 2.06% 14700 | 638 |513105 |6691k| 37 | 1.055847e+03 | 1.077560e+03 | 2.06% 14800 | 602 |517262 |6560k| 37 | 1.055997e+03 | 1.077560e+03 | 2.04% 14900 | 582 |520334 |6446k| 37 | 1.056032e+03 | 1.077560e+03 | 2.04% 15000 | 550 |523890 |6300k| 37 | 1.056250e+03 | 1.077560e+03 | 2.02% node | left |LP iter| mem |mdpt | dualbound | primalbound | gap 15100 | 527 |527855 |6190k| 37 | 1.057453e+03 | 1.077560e+03 | 1.90% 15200 | 477 |532354 |5944k| 37 | 1.058036e+03 | 1.077560e+03 | 1.85% 15300 | 438 |536873 |5754k| 37 | 1.058485e+03 | 1.077560e+03 | 1.80% 15400 | 390 |540693 |5465k| 37 | 1.058706e+03 | 1.077560e+03 | 1.78% 15500 | 362 |543914 |5306k| 37 | 1.059086e+03 | 1.077560e+03 | 1.74% 15600 | 318 |548132 |5029k| 37 | 1.059706e+03 | 1.077560e+03 | 1.68% 15700 | 280 |551984 |4799k| 37 | 1.060359e+03 | 1.077560e+03 | 1.62% 15800 | 232 |556225 |4513k| 37 | 1.061099e+03 | 1.077560e+03 | 1.55% 15900 | 180 |560953 |4175k| 37 | 1.062056e+03 | 1.077560e+03 | 1.46% 16000 | 112 |566120 |3640k| 37 | 1.063223e+03 | 1.077560e+03 | 1.35% 16100 | 54 |570458 |3187k| 37 | 1.064259e+03 | 1.077560e+03 | 1.25% SCIP Status : problem is solved [optimal solution found] Solving Time (sec) : 74.82 Solving Nodes : 16180 Primal Bound : +1.07756000000002e+03 (30 solutions) Dual Bound : +1.07756000000002e+03 Gap : 0.00 % SCIP Status : problem is solved [optimal solution found] Solving Time : 74.82 Original Problem : Problem name : gamsmodel Variables : 556 (300 binary, 15 integer, 0 implicit integer, 241 continuous) Constraints : 291 initial, 291 maximal Presolved Problem : Problem name : t_gamsmodel Variables : 555 (300 binary, 15 integer, 0 implicit integer, 240 continuous) Constraints : 290 initial, 963 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 : 0.11 0 0 0 0 0 0 0 0 varbound : 0.00 0 0 0 0 0 0 0 0 setppc : 0.00 0 0 0 0 0 0 0 0 linear : 0.01 0 1 0 242 0 1 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 : - 0 - - 24 - - - - Constraints : Number #Separate #Propagate #EnfoLP #EnfoPS Cutoffs DomReds Cuts Conss Children integral : 0 0 0 9610 0 142 1337 0 0 16628 varbound : 240 7 73177 0 0 4 209481 0 0 0 setppc : 14 7 73316 0 0 28 75782 0 0 0 linear : 36 7 73291 0 0 762 77326 27 0 0 logicor : 0+ 0 17301 0 0 138 5743 0 0 0 bounddisjunction : 0+ 0 21510 0 0 150 3726 0 0 0 countsols : 0 0 0 0 0 0 0 0 0 0 Constraint Timings : TotalTime Separate Propagate EnfoLP EnfoPS integral : 9.60 0.00 0.00 9.60 0.00 varbound : 0.30 0.00 0.30 0.00 0.00 setppc : 0.15 0.00 0.15 0.00 0.00 linear : 2.64 0.00 2.64 0.00 0.00 logicor : 0.17 0.00 0.17 0.00 0.00 bounddisjunction : 0.21 0.00 0.21 0.00 0.00 countsols : 0.00 0.00 0.00 0.00 0.00 Propagators : Time Calls Cutoffs DomReds rootredcost : 0.02 4 0 0 pseudoobj : 1.07 72572 39 33 Conflict Analysis : Time Calls Success Conflicts Literals Reconvs ReconvLits LP Iters propagation : 0.06 1078 1072 3013 22.2 30 23.7 - infeasible LP : 0.01 2272 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 : - - - 1880 16.4 - - - applied locally : - - - 74 44.2 - - - Separators : Time Calls Cutoffs DomReds Cuts Conss cut pool : 0.00 6 - - 28 - (maximal pool size: 318) redcost : 0.35 15035 0 147682 0 0 impliedbounds : 0.00 7 0 0 0 0 intobj : 0.00 0 0 0 0 0 gomory : 0.08 7 0 0 11 0 strongcg : 0.05 7 0 0 3 0 cmir : 0.30 7 0 0 277 0 flowcover : 0.12 7 0 0 112 0 clique : 0.00 7 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 : 9.60 9610 142 1337 0 0 16628 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 oneopt : 0.02 5 0 feaspump : 0.07 1 0 crossover : 0.36 10 4 guideddiving : 1.55 55 0 veclendiving : 1.67 55 1 objpscostdiving : 1.28 28 8 rootsoldiving : 0.97 28 14 coefdiving : 1.50 56 0 fracdiving : 1.83 56 0 pscostdiving : 1.68 56 0 linesearchdiving : 0.88 56 2 simplerounding : 0.00 0 0 rounding : 0.08 1379 0 shifting : 0.20 389 0 intshifting : 0.02 19 0 fixandinfer : 0.00 0 0 intdiving : 0.00 0 0 actconsdiving : 0.00 0 0 octane : 0.00 0 0 rens : 0.14 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 : 44.73 16774 518478 30.91 11591.28 barrier LP : 0.00 0 0 0.00 - diving/probing LP: 10.33 8992 55303 6.15 5353.63 strong branching : 9.41 3233 141397 43.74 15026.25 (at root node) : - 19 2923 153.84 - conflict analysis: 0.00 0 0 0.00 - B&B Tree : number of runs : 1 nodes : 16180 nodes (total) : 16180 nodes left : 0 max depth : 37 max depth (total): 37 backtracks : 3748 (23.2%) delayed cutoffs : 69 repropagations : 2563 (5870 domain reductions, 48 cutoffs) avg switch length: 7.37 switching time : 1.40 Solution : Solutions found : 30 (5 improvements) Primal Bound : +1.07756000000002e+03 (in run 1, after 3729 nodes, 29.60 seconds, depth 19, found by ) Dual Bound : +1.07756000000002e+03 Gap : 0.00 % Root Dual Bound : +9.82172857142877e+02 Solving LP with fixed discrete variables... GAMS/SCIP finished. --- Restarting execution --- rout.gms(124) 0 Mb --- Reading solution for model m *** Status: Normal completion --- Job rout.gms Stop 10/03/08 05:38:06 elapsed 0:01:15.860