Gurobi 5.0.1 (linux64) logging started Wed Jan 2 06:26:47 2013 Optimize a model with 20502 rows, 20200 columns and 89398 nonzeros Presolve removed 1489 rows and 200 columns Presolve time: 0.14s Presolved: 19013 rows, 20000 columns, 87389 nonzeros Variable types: 9900 continuous, 10100 integer (10100 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 21406 3.8589373e+02 1.065386e+01 0.000000e+00 5s 23439 3.8752505e+02 0.000000e+00 0.000000e+00 6s Root relaxation: objective 3.875251e+02, 23439 iterations, 6.14 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 387.52505 0 187 - 387.52505 - - 6s 0 0 432.67718 0 202 - 432.67718 - - 10s 0 0 443.26796 0 225 - 443.26796 - - 12s 0 0 446.22065 0 233 - 446.22065 - - 13s 0 0 447.56714 0 213 - 447.56714 - - 14s 0 0 448.89923 0 230 - 448.89923 - - 15s 0 0 450.82950 0 223 - 450.82950 - - 15s 0 0 451.69768 0 226 - 451.69768 - - 16s 0 0 453.07947 0 209 - 453.07947 - - 17s 0 0 453.49752 0 211 - 453.49752 - - 18s 0 0 454.27148 0 224 - 454.27148 - - 19s 0 0 454.68870 0 226 - 454.68870 - - 19s 0 0 454.86959 0 226 - 454.86959 - - 20s 0 0 454.95910 0 234 - 454.95910 - - 20s 0 0 454.95910 0 232 - 454.95910 - - 37s 0 2 454.96478 0 232 - 454.96478 - - 41s 3 5 456.90929 2 223 - 455.90316 - 1010 45s 10 12 459.82566 7 210 - 455.90316 - 898 50s 15 17 463.32926 9 219 - 455.90316 - 1012 55s 28 28 476.67332 20 215 - 455.90316 - 787 60s 43 39 480.78453 33 220 - 455.90316 - 642 65s 56 52 484.18115 45 210 - 455.90316 - 593 70s 72 68 488.66677 60 210 - 455.90316 - 565 75s 83 79 498.55945 68 187 - 455.90316 - 602 81s 88 84 498.82390 71 192 - 455.90316 - 678 87s 94 90 504.07589 76 200 - 455.90316 - 691 90s 98 92 499.53650 79 191 - 455.90316 - 749 95s 102 96 501.49373 81 209 - 455.90316 - 814 100s 105 99 511.22635 83 200 - 455.90316 - 868 105s 118 103 527.77559 86 175 - 455.90316 - 847 110s 136 121 540.02023 98 179 - 455.90316 - 805 115s 158 141 552.43061 115 183 - 455.90316 - 740 120s 180 161 548.15323 132 165 - 455.90316 - 696 125s 197 174 infeasible 141 - 455.90316 - 680 130s 206 179 infeasible 146 - 455.90316 - 704 135s 227 198 572.37432 161 162 - 455.90316 - 684 140s 242 199 459.85183 4 217 - 455.90331 - 684 145s 256 213 464.88067 13 188 - 455.90331 - 680 150s 270 227 470.65277 23 189 - 455.90331 - 676 155s 285 235 470.99379 30 189 - 455.90331 - 672 160s 306 249 477.52585 43 190 - 455.90331 - 655 165s 325 254 infeasible 52 - 455.90331 - 643 170s 334 263 465.44734 7 197 - 456.72733 - 655 175s 340 268 492.77655 10 208 - 456.72733 - 674 182s 343 271 483.51761 11 203 - 456.72733 - 683 185s 357 285 484.05593 22 192 - 456.72733 - 681 190s 371 297 486.05868 31 198 - 456.72733 - 680 195s 380 302 495.30600 36 183 - 456.72733 - 686 200s 390 306 infeasible 41 - 456.72733 - 703 207s 405 319 522.55017 55 185 - 456.72733 - 691 210s 420 324 533.30223 62 174 - 456.72733 - 695 215s 436 330 471.79111 6 219 - 457.06577 - 692 220s 444 338 476.79799 10 187 - 457.06577 - 701 225s 456 346 infeasible 16 - 457.06577 - 708 230s 470 356 infeasible 25 - 457.06577 - 724 238s 478 364 482.15934 28 175 - 457.06577 - 717 240s 502 388 491.22333 44 170 - 457.06577 - 699 245s 512 396 infeasible 50 - 457.06577 - 711 251s 520 400 infeasible 51 - 457.06577 - 717 255s 523 399 464.22165 4 211 - 457.28549 - 739 262s 534 410 476.06818 12 215 - 457.28549 - 737 266s 548 424 476.99524 18 188 - 457.28549 - 732 270s 565 435 491.58133 22 197 - 457.28549 - 725 275s 582 448 494.41783 30 182 - 457.28549 - 721 280s 601 466 555.78793 136 232 - 457.28549 - 706 286s 603 467 483.64601 12 189 - 457.28549 - 704 294s 604 468 484.21392 46 213 - 457.28549 - 703 299s 605 469 532.14433 94 224 - 457.28549 - 702 302s 607 470 482.85219 36 234 - 457.28549 - 699 306s 609 471 472.17476 25 235 - 457.28549 - 697 312s 611 473 485.98142 22 236 - 457.28549 - 695 316s 613 474 504.22714 38 240 - 460.02247 - 692 321s 615 475 566.65950 155 232 - 461.47992 - 690 325s 617 477 481.94503 28 239 - 463.17546 - 688 330s 622 480 482.39540 32 247 - 463.49665 - 682 335s 628 484 566.65950 155 242 - 463.57266 - 676 340s 631 486 497.60673 36 248 - 463.57266 - 673 364s 633 487 532.96253 97 247 - 463.57266 - 671 378s 634 490 493.13399 15 238 - 467.84487 - 769 399s 635 491 477.33850 15 234 - 477.33850 - 772 420s 636 491 482.73332 16 249 - 477.33850 - 775 439s 637 492 497.49115 16 226 - 483.24699 - 781 445s 640 494 485.09700 18 239 - 483.25330 - 785 451s 641 495 531.95066 18 231 - 485.10097 - 800 460s 645 495 489.75131 20 230 - 487.35389 - 803 465s 649 498 498.05970 22 223 - 489.75274 - 808 470s 653 501 508.57858 24 208 - 489.75274 - 816 477s 659 505 502.08968 27 210 - 489.75274 - 814 480s 665 509 505.67267 30 212 - 489.75274 - 814 485s 673 514 506.81981 34 213 - 489.75274 - 817 491s 677 517 508.83335 36 211 - 489.75274 - 821 495s 683 521 514.17996 39 197 - 489.75274 - 820 500s 689 525 515.30628 42 203 - 489.75274 - 821 505s 693 525 544.26835 44 198 - 489.75274 - 825 510s 699 529 522.41174 47 193 - 489.75274 - 828 515s 705 533 529.09016 50 195 - 489.75274 - 835 521s 713 539 524.90801 54 184 - 489.75274 - 832 525s 723 545 533.32980 59 180 - 489.75274 - 829 530s 734 547 524.18415 65 192 - 489.75274 - 826 535s 742 552 524.67648 69 190 - 489.75274 - 826 540s 753 551 infeasible 74 - 489.75274 - 829 545s 761 557 532.07596 78 166 - 489.75274 - 828 550s 769 556 infeasible 82 - 489.75274 - 832 555s 780 555 527.09581 88 181 - 489.75274 - 831 560s 791 555 544.08804 93 177 - 489.75274 - 834 565s 800 561 537.49317 98 174 - 489.75274 - 835 570s 809 567 548.95671 102 169 - 489.75274 - 835 575s 818 573 540.76901 107 168 - 489.75274 - 833 580s 825 577 543.76968 110 165 - 489.75274 - 837 585s 831 581 564.58468 113 174 - 489.75274 - 841 590s 839 587 558.86512 117 179 - 489.75274 - 841 595s 850 594 548.59741 123 175 - 489.75274 - 839 600s 860 601 550.57846 128 179 - 489.75274 - 840 605s 866 605 558.17358 131 182 - 489.75274 - 843 610s 873 609 579.28750 134 183 - 489.75274 - 846 615s 880 612 569.03746 138 177 - 489.75274 - 849 620s 888 617 570.68247 142 167 - 489.75274 - 850 625s 893 615 615.57479 142 154 - 489.75274 - 859 630s 902 621 591.77320 147 150 - 489.75274 - 858 635s 913 626 infeasible 152 - 489.75274 - 859 640s 930 631 596.48354 161 142 - 489.75274 - 854 645s 941 633 infeasible 166 - 489.75274 - 854 650s 951 629 infeasible 171 - 489.75274 - 857 655s 959 631 613.72424 175 142 - 489.75274 - 860 660s 966 635 617.07889 179 157 - 489.75274 - 863 665s 981 629 494.44448 22 227 - 489.75353 - 862 670s 990 635 499.79175 26 210 - 489.75353 - 861 675s 1000 640 infeasible 31 - 489.75353 - 866 682s 1006 644 505.72273 34 193 - 489.75353 - 864 685s 1014 649 513.57227 38 178 - 489.75353 - 865 690s 1029 659 511.63774 46 178 - 489.75353 - 861 695s 1036 660 516.81028 49 182 - 489.75353 - 862 700s 1041 661 infeasible 51 - 489.75353 - 872 708s 1044 663 518.80954 53 185 - 489.75353 - 872 710s 1051 668 531.48253 56 180 - 489.75353 - 873 715s 1056 669 526.65641 59 184 - 489.75353 - 876 720s 1059 671 573.35840 60 190 - 489.75353 - 882 725s 1065 673 574.22814 63 183 - 489.75353 - 886 731s 1073 679 544.54906 67 180 - 489.75353 - 886 735s 1079 679 infeasible 70 - 489.75353 - 889 740s 1084 680 555.94860 73 194 - 489.75353 - 894 745s 1094 679 583.69453 78 192 - 489.75353 - 892 750s 1109 677 499.23573 23 220 - 491.90874 - 887 755s 1118 683 504.33327 27 209 - 491.90874 - 888 760s 1124 685 infeasible 30 - 491.90874 - 892 766s 1130 689 515.00224 33 211 - 491.90874 - 894 770s 1136 693 516.21278 36 193 - 491.90874 - 896 775s 1145 699 505.96112 41 201 - 491.90874 - 896 780s 1155 703 507.56559 46 191 - 491.90874 - 896 785s 1162 708 512.07974 49 199 - 491.90874 - 898 790s 1172 715 519.28491 54 187 - 491.90874 - 899 795s 1175 715 infeasible 56 - 491.90874 - 906 801s 1176 713 infeasible 56 - 491.90874 - 913 805s 1179 715 523.83025 57 197 - 491.90874 - 914 810s 1185 719 524.49297 60 184 - 491.90874 - 915 815s 1191 723 533.07096 63 185 - 491.90874 - 917 820s 1200 727 547.35287 67 186 - 491.90874 - 917 825s 1217 735 542.89913 76 183 - 491.90874 - 911 830s 1236 739 551.20253 85 178 - 491.90874 - 903 835s 1264 736 infeasible 99 - 491.90874 - 890 840s 1279 732 500.56323 22 216 - 492.12477 - 886 845s 1286 737 517.34311 27 207 - 492.12477 - 888 850s 1289 739 513.69620 28 196 - 492.12477 - 891 855s 1299 745 515.51441 34 209 - 492.12477 - 890 860s 1303 746 517.38371 36 207 - 492.12477 - 893 865s 1311 751 522.29795 39 193 - 492.12477 - 893 870s 1315 754 530.59459 41 185 - 492.12477 - 898 876s 1318 756 528.03602 42 205 - 492.12477 - 902 880s 1329 763 535.26617 49 189 - 492.12477 - 900 886s 1334 767 534.13761 48 188 - 492.12477 - 901 890s 1347 775 538.81763 58 178 - 492.12477 - 897 895s 1356 779 infeasible 65 - 492.12477 - 899 901s 1363 782 542.27627 69 169 - 492.12477 - 899 905s 1371 785 551.36327 74 152 - 492.12477 - 900 910s 1378 790 551.99962 75 157 - 492.12477 - 899 915s 1388 797 559.56109 81 147 - 492.12477 - 898 920s 1405 808 576.16375 87 142 - 492.12477 - 894 925s 1418 815 571.30243 93 139 - 492.12477 - 892 930s 1436 819 577.20135 103 152 - 492.12477 - 887 935s 1460 823 583.83445 114 151 - 492.12477 - 879 940s 1483 825 587.32357 121 147 - 492.12477 - 872 945s 1500 818 499.44166 24 228 - 492.56615 - 869 950s 1507 823 500.67245 26 215 - 493.20514 - 870 955s 1514 828 508.28447 31 207 - 493.20514 - 871 960s 1520 832 506.52017 33 208 - 493.20514 - 872 965s 1526 834 infeasible 34 - 493.20514 - 880 974s 1527 834 507.82856 34 212 - 493.20514 - 880 975s 1529 834 infeasible 34 - 493.20514 - 886 980s 1533 836 512.02090 35 211 - 493.20514 - 889 985s 1541 842 512.99992 42 203 - 493.20514 - 889 990s 1548 846 522.28448 47 199 - 493.20514 - 890 995s 1557 852 531.51493 48 195 - 493.20514 - 890 1000s 1570 861 537.08394 58 175 - 493.20514 - 886 1005s 1582 867 540.60079 61 160 - 493.20514 - 884 1010s 1603 877 548.19751 72 157 - 493.20514 - 878 1015s 1608 878 548.73081 74 147 - 493.20514 - 880 1020s 1626 890 563.47423 87 152 - 493.20514 - 876 1025s 1633 895 562.13192 91 148 - 493.20514 - 876 1030s 1655 898 575.29808 101 134 - 493.20514 - 869 1036s 1671 908 574.61674 110 138 - 493.20514 - 865 1040s 1682 906 infeasible 113 - 493.20514 - 868 1045s 1689 907 498.56132 21 225 - 493.30315 - 871 1051s 1695 911 499.48189 23 222 - 493.30315 - 872 1055s 1698 913 504.65261 24 218 - 493.30315 - 874 1060s 1704 917 509.50573 25 202 - 493.30315 - 878 1066s 1708 920 509.25863 25 199 - 493.30315 - 879 1070s 1713 923 509.67468 28 205 - 493.30315 - 881 1075s 1728 933 519.86577 35 177 - 493.30315 - 879 1080s 1732 936 523.66855 35 200 - 493.30315 - 882 1085s 1745 943 528.92390 44 150 - 493.30315 - 880 1090s 1759 952 531.14063 48 150 - 493.30315 - 877 1095s 1781 966 541.52034 58 148 - 493.30315 - 871 1100s 1800 978 553.47005 70 157 - 493.30315 - 867 1105s 1813 987 552.26902 82 149 - 493.30315 - 863 1110s 1822 989 557.89112 87 136 - 493.30315 - 864 1115s 1838 996 568.05522 94 136 - 493.30315 - 861 1120s 1848 1002 579.10890 98 140 - 493.30315 - 861 1125s 1864 1010 607.49914 102 130 - 493.30315 - 860 1130s 1874 1006 495.34439 17 238 - 493.32822 - 861 1135s 1879 1009 504.17195 20 222 - 493.32822 - 863 1140s 1885 1013 506.46158 24 222 - 493.32822 - 865 1146s 1890 1016 506.68307 22 221 - 493.32822 - 867 1150s 1894 1019 509.40527 22 202 - 493.32822 - 870 1155s 1909 1029 515.79572 35 192 - 493.32822 - 867 1160s 1929 1040 520.13973 47 176 - 493.32822 - 862 1165s 1935 1044 549.13908 49 184 - 493.32822 - 864 1170s 1946 1050 527.24873 54 181 - 493.32822 - 863 1176s 1959 1058 526.59097 57 177 - 493.32822 - 863 1180s 1977 1070 530.03014 64 161 - 493.32822 - 859 1185s 1990 1079 538.13896 71 165 - 493.32822 - 858 1190s 1994 1082 543.56157 71 164 - 493.32822 - 862 1196s 2001 1084 538.88168 73 162 - 493.32822 - 862 1200s 2020 1097 548.70493 85 159 - 493.32822 - 858 1205s 2027 1102 548.62183 88 149 - 493.32822 - 859 1210s 2042 1112 549.25429 91 155 - 493.32822 - 858 1215s 2050 1117 563.25546 90 153 - 493.32822 - 860 1220s 2063 1126 552.20253 98 169 - 493.32822 - 860 1225s 2070 1128 585.81853 98 174 - 493.32822 - 861 1230s 2100 1148 560.61428 117 145 - 493.32822 - 852 1235s 2107 1153 infeasible 120 - 493.32822 - 854 1240s 2109 1151 infeasible 117 - 493.32822 - 859 1246s 2111 1149 infeasible 117 - 493.32822 - 865 1252s 2113 1147 infeasible 118 - 493.32822 - 869 1257s 2116 1144 infeasible 120 - 493.32822 - 871 1260s 2123 1145 501.39340 20 216 - 494.25287 - 873 1265s 2128 1150 504.54548 21 216 - 494.25287 - 875 1270s 2134 1156 515.18709 25 222 - 494.25287 - 877 1275s 2143 1165 516.26578 29 197 - 494.25287 - 876 1280s 2153 1174 520.86258 35 208 - 494.25287 - 876 1285s 2165 1186 532.08159 42 207 - 494.25287 - 875 1290s 2172 1193 531.45159 43 202 - 494.25287 - 875 1295s 2188 1207 548.98555 53 165 - 494.25287 - 873 1300s 2200 1219 543.55448 61 164 - 494.25287 - 873 1305s 2210 1223 573.45904 65 162 - 494.25287 - 874 1311s 2214 1227 567.92705 67 171 - 494.25287 - 876 1315s 2227 1238 584.26981 75 165 - 494.25287 - 875 1320s 2241 1252 580.44130 85 161 - 494.25287 - 873 1325s 2258 1267 602.82099 94 159 - 494.25287 - 870 1330s 2269 1272 631.63639 96 161 - 494.25287 - 871 1335s 2284 1281 infeasible 106 - 494.25287 - 869 1340s 2289 1280 515.22904 17 241 - 494.44473 - 872 1345s 2296 1287 525.04079 23 198 - 494.44473 - 872 1350s 2302 1293 529.75993 24 226 - 494.44473 - 874 1356s 2305 1296 528.73020 25 213 - 494.44473 - 877 1361s 2311 1302 534.91747 29 190 - 494.44473 - 878 1365s 2328 1319 549.79194 42 178 - 494.44473 - 875 1370s 2335 1326 546.89747 42 175 - 494.44473 - 876 1375s 2359 1350 552.44350 58 171 - 494.44473 - 871 1380s 2382 1373 575.78758 73 155 - 494.44473 - 867 1385s 2392 1381 578.12480 79 164 - 494.44473 - 866 1390s 2405 1394 606.07698 86 163 - 494.44473 - 866 1396s 2414 1401 589.09143 96 157 - 494.44473 - 865 1400s 2445 1432 596.65453 118 142 - 494.44473 - 857 1405s 2457 1440 633.80691 120 157 - 494.44473 - 857 1410s 2480 1451 infeasible 131 - 494.44473 - 853 1415s 2488 1453 507.20206 26 237 - 494.46076 - 853 1420s 2501 1466 513.58125 36 221 - 494.46076 - 852 1425s 2506 1471 518.51747 37 215 - 494.46076 - 854 1430s 2517 1482 521.81797 45 199 - 494.46076 - 853 1435s 2525 1490 524.73469 47 202 - 494.46076 - 854 1440s 2536 1501 534.36760 53 187 - 494.46076 - 854 1445s 2545 1506 infeasible 60 - 494.46076 - 856 1451s 2548 1505 infeasible 59 - 494.46076 - 859 1456s 2552 1507 503.39883 25 225 - 495.34550 - 860 1460s 2559 1514 510.41948 27 227 - 495.34550 - 861 1465s 2566 1521 516.76471 31 213 - 495.34550 - 862 1470s 2584 1539 525.96204 42 194 - 495.34550 - 860 1475s 2599 1554 531.08967 49 177 - 495.34550 - 859 1480s 2608 1559 infeasible 54 - 495.34550 - 861 1486s 2615 1560 infeasible 55 - 495.34550 - 862 1491s 2622 1567 547.18045 58 173 - 495.34550 - 862 1495s 2628 1569 infeasible 61 - 495.34550 - 866 1502s 2635 1572 566.23645 64 182 - 495.34550 - 866 1505s 2645 1570 507.85003 25 222 - 495.98994 - 866 1510s 2655 1580 513.26155 29 199 - 495.98994 - 866 1515s 2663 1588 518.93928 33 201 - 495.98994 - 867 1520s 2669 1594 522.15502 34 208 - 495.98994 - 869 1525s 2679 1604 525.52181 37 204 - 495.98994 - 869 1530s 2695 1620 533.88032 47 205 - 495.98994 - 867 1535s 2712 1635 539.40223 59 185 - 495.98994 - 865 1540s 2728 1649 547.88031 71 173 - 495.98994 - 864 1545s 2750 1669 578.97989 86 161 - 495.98994 - 862 1550s 2753 1672 576.64168 85 156 - 495.98994 - 864 1555s 2768 1683 574.16997 96 147 - 495.98994 - 863 1560s 2778 1691 578.52872 99 155 - 495.98994 - 863 1565s 2792 1705 591.46652 106 161 - 495.98994 - 862 1570s 2801 1714 609.17806 108 155 - 495.98994 - 864 1575s 2831 1744 605.37838 130 143 - 495.98994 - 856 1580s 2849 1757 609.02371 143 139 - 495.98994 - 853 1585s 2880 1777 622.69695 163 147 - 495.98994 - 848 1590s 2888 1777 526.45315 21 226 - 496.50252 - 849 1595s 2900 1789 518.92670 29 226 - 496.50252 - 848 1600s 2915 1804 526.32020 40 184 - 496.50252 - 847 1605s 2927 1816 532.49273 49 182 - 496.50252 - 846 1610s 2957 1842 543.61731 69 161 - 496.50252 - 841 1615s 2965 1846 infeasible 75 - 496.50252 - 844 1620s 2968 1845 497.83148 24 235 - 496.51067 - 847 1625s 2976 1853 517.39667 28 219 - 496.51067 - 848 1631s 2981 1858 516.54090 28 226 - 496.51067 - 849 1635s 2984 1859 infeasible 30 - 496.51067 - 852 1641s 2986 1861 544.40742 29 208 - 496.51067 - 854 1645s 2989 1860 infeasible 31 - 496.51067 - 858 1652s 2997 1868 541.90291 36 203 - 496.51067 - 857 1655s 3015 1886 549.87140 49 188 - 496.51067 - 855 1660s 3039 1904 565.06636 61 171 - 496.51067 - 851 1665s 3066 1929 574.09486 84 170 - 496.51067 - 847 1670s 3081 1941 584.96599 91 179 - 496.51067 - 846 1675s 3098 1956 595.30188 99 170 - 496.51067 - 845 1680s 3109 1963 598.00121 106 170 - 496.51067 - 844 1685s 3141 1987 infeasible 131 - 496.51067 - 838 1690s 3166 1995 508.38391 28 219 - 496.90161 - 835 1695s 3171 2000 517.39097 30 210 - 496.90161 - 836 1700s 3178 2005 518.96238 32 223 - 496.90161 - 837 1705s 3191 2018 525.44206 38 211 - 496.90161 - 836 1710s 3202 2025 infeasible 44 - 496.90161 - 839 1718s 3205 2028 535.47634 44 198 - 496.90161 - 839 1720s 3209 2028 infeasible 46 - 496.90161 - 843 1727s 3218 2037 535.31307 51 203 - 496.90161 - 842 1730s 3231 2046 infeasible 55 - 496.90161 - 843 1736s 3234 2045 infeasible 58 - 496.90161 - 845 1740s 3240 2047 infeasible 61 - 496.90161 - 847 1745s 3244 2047 infeasible 61 - 496.90161 - 849 1750s 3246 2046 506.44675 24 230 - 496.90971 - 851 1758s 3248 2048 510.39134 26 231 - 496.90971 - 851 1760s 3258 2058 516.07573 32 217 - 496.90971 - 851 1765s 3266 2064 520.78399 35 202 - 496.90971 - 852 1770s 3283 2081 529.82653 43 208 - 496.90971 - 850 1775s 3287 2083 531.76978 45 201 - 496.90971 - 850 1780s 3298 2094 536.46042 54 187 - 496.90971 - 849 1785s 3309 2103 541.13367 58 179 - 496.90971 - 850 1790s 3311 2103 infeasible 58 - 496.90971 - 853 1797s 3314 2100 infeasible 59 - 496.90971 - 856 1802s 3315 2099 infeasible 59 - 496.90971 - 859 1807s 3317 2101 502.12273 25 222 - 497.20763 - 859 1811s 3323 2107 503.03495 30 224 - 497.20763 - 859 1815s 3328 2109 infeasible 34 - 497.20763 - 862 1823s 3329 2110 534.56527 34 228 - 497.20763 - 863 1826s 3334 2115 541.22947 35 205 - 497.20763 - 863 1830s 3341 2122 547.14923 38 208 - 497.20763 - 863 1835s 3349 2130 555.85683 43 199 - 497.20763 - 863 1840s 3355 2136 557.05178 45 197 - 497.20763 - 864 1845s 3362 2143 559.78638 49 198 - 497.20763 - 864 1850s 3373 2154 565.41201 58 201 - 497.20763 - 864 1855s 3377 2158 570.06765 58 183 - 497.20763 - 865 1860s 3380 2161 568.85363 59 177 - 497.20763 - 867 1865s 3396 2175 573.76455 70 172 - 497.20763 - 865 1870s 3413 2186 580.81220 79 161 - 497.20763 - 863 1875s 3430 2199 589.64961 88 156 - 497.20763 - 862 1880s 3449 2216 593.38379 102 160 - 497.20763 - 860 1885s 3471 2234 607.08970 120 140 - 497.20763 - 857 1890s 3489 2252 609.80979 133 144 - 497.20763 - 855 1895s 3508 2271 633.66896 145 137 - 497.20763 - 853 1900s 3527 2290 621.88434 155 141 - 497.20763 - 851 1905s 3549 2306 infeasible 170 - 497.20763 - 848 1910s 3570 2327 644.50131 193 124 - 497.20763 - 844 1915s 3589 2342 665.32581 209 132 - 497.20763 - 840 1920s 3607 2339 infeasible 19 - 497.65149 - 842 1933s 3609 2341 521.37165 21 236 - 497.65149 - 843 1935s 3618 2350 529.72599 25 236 - 497.65149 - 843 1940s 3635 2367 538.64355 36 209 - 497.65149 - 841 1945s 3645 2373 infeasible 39 - 497.65149 - 842 1950s 3657 2383 infeasible 46 - 497.65149 - 842 1956s 3668 2392 infeasible 54 - 497.65149 - 843 1963s 3669 2391 infeasible 55 - 497.65149 - 845 1965s 3673 2391 505.66674 18 233 - 497.68566 - 846 1970s 3675 2393 526.34261 20 205 - 497.68566 - 848 1976s 3680 2398 529.53034 23 206 - 497.68566 - 849 1980s 3691 2407 533.07627 28 224 - 497.68566 - 849 1985s 3693 2407 infeasible 27 - 497.68566 - 852 1992s 3695 2407 infeasible 30 - 497.68566 - 855 2000s 3697 2407 infeasible 29 - 497.68566 - 858 2006s 3698 2408 569.99803 29 216 - 497.68566 - 859 2010s 3702 2412 565.93473 30 201 - 497.68566 - 861 2015s 3712 2422 570.25638 38 180 - 497.68566 - 861 2020s 3726 2436 573.84214 44 196 - 497.68566 - 860 2025s 3737 2447 576.34271 46 190 - 497.68566 - 859 2030s 3755 2465 580.28951 60 171 - 497.68566 - 858 2035s 3764 2472 infeasible 64 - 497.68566 - 858 2040s 3782 2490 596.43729 74 174 - 497.68566 - 856 2045s 3803 2503 608.48898 84 150 - 497.68566 - 854 2050s 3836 2532 616.47078 107 154 - 497.68566 - 849 2055s 3854 2543 647.49405 118 136 - 497.68566 - 848 2060s 3870 2559 630.34268 134 154 - 497.68566 - 847 2065s 3898 2581 641.12883 154 144 - 497.68566 - 843 2070s 3920 2600 646.80675 173 140 - 497.68566 - 840 2075s 3946 2606 502.91090 19 233 - 497.80282 - 836 2080s 3954 2613 513.49703 23 211 - 497.80282 - 837 2085s 3964 2623 520.76772 28 200 - 497.80282 - 838 2091s 3977 2634 522.99062 37 183 - 497.80282 - 836 2095s 3992 2649 531.99806 46 188 - 497.80282 - 835 2100s 4008 2665 547.94163 55 191 - 497.80282 - 834 2105s 4024 2679 544.87850 62 176 - 497.80282 - 834 2110s 4036 2689 infeasible 65 - 497.80282 - 835 2117s 4056 2709 560.28157 78 158 - 497.80282 - 833 2120s 4070 2715 infeasible 87 - 497.80282 - 833 2125s 4071 2714 infeasible 18 - 497.90800 - 835 2130s 4073 2716 529.31557 27 219 - 497.90800 - 836 2135s 4077 2720 520.15911 29 209 - 497.90800 - 837 2140s 4086 2729 527.82490 36 217 - 497.90800 - 837 2145s 4091 2732 infeasible 39 - 497.90800 - 839 2150s 4103 2744 537.54877 48 188 - 497.90800 - 838 2155s 4110 2751 545.06261 49 175 - 497.90800 - 839 2160s 4123 2760 549.16405 56 178 - 497.90800 - 838 2165s 4135 2766 infeasible 63 - 497.90800 - 838 2171s 4140 2763 infeasible 64 - 497.90800 - 840 2175s 4143 2766 513.43992 28 224 - 497.96303 - 842 2181s 4151 2774 520.28224 34 211 - 497.96303 - 842 2185s 4160 2783 527.56534 41 209 - 497.96303 - 842 2190s 4176 2799 530.91970 53 203 - 497.96303 - 841 2195s 4189 2806 infeasible 62 - 497.96303 - 840 2200s 4191 2806 infeasible 63 - 497.96303 - 842 2205s 4195 2806 526.70566 28 231 - 498.02223 - 844 2211s 4198 2809 511.00906 30 227 - 498.02223 - 845 2215s 4209 2820 524.17709 39 214 - 498.02223 - 846 2221s 4211 2820 infeasible 39 - 498.02223 - 849 2229s 4213 2822 520.06031 40 217 - 498.02223 - 849 2230s 4218 2823 infeasible 44 - 498.02223 - 851 2239s 4219 2824 525.27280 43 218 - 498.02223 - 851 2240s 4228 2833 530.42519 48 204 - 498.02223 - 851 2245s 4231 2832 infeasible 49 - 498.02223 - 854 2251s 4235 2832 infeasible 51 - 498.02223 - 856 2257s 4239 2834 infeasible 53 - 498.02223 - 856 2260s 4243 2836 535.46951 54 212 - 498.02223 - 857 2265s 4253 2846 537.83486 59 191 - 498.02223 - 857 2270s 4263 2854 540.24516 64 189 - 498.02223 - 857 2275s 4271 2856 infeasible 64 - 498.02223 - 859 2283s 4275 2860 546.80048 66 184 - 498.02223 - 859 2285s 4278 2859 548.45562 67 176 - 498.02223 - 861 2290s 4282 2859 552.42412 67 181 - 498.02223 - 862 2295s 4288 2861 563.75050 70 192 - 498.02223 - 864 2300s 4292 2859 infeasible 72 - 498.02223 - 865 2305s 4296 2857 infeasible 72 - 498.02223 - 867 2310s 4305 2866 509.93747 30 225 - 498.03174 - 867 2315s 4315 2876 519.34824 35 209 - 498.03174 - 867 2320s 4324 2885 516.14365 37 200 - 498.03174 - 867 2325s 4332 2893 532.25968 38 206 - 498.03174 - 868 2331s 4342 2903 527.23114 44 202 - 498.03174 - 868 2336s 4349 2910 529.99000 47 190 - 498.03174 - 868 2340s 4357 2914 532.50239 51 189 - 498.03174 - 869 2345s 4363 2914 532.56136 52 190 - 498.03174 - 871 2350s 4369 2914 infeasible 55 - 498.03174 - 872 2355s 4376 2915 566.95529 56 194 - 498.03174 - 873 2360s 4383 2920 567.69835 58 195 - 498.03174 - 873 2365s 4390 2917 574.75156 59 195 - 498.03174 - 875 2370s 4397 2919 infeasible 62 - 498.03174 - 876 2375s 4405 2919 499.74801 25 225 - 498.05971 - 877 2380s 4413 2927 511.67559 29 215 - 498.05971 - 876 2385s 4421 2935 521.94019 33 206 - 498.05971 - 877 2390s 4428 2940 524.26391 37 198 - 498.05971 - 878 2395s 4433 2943 infeasible 39 - 498.05971 - 879 2401s 4438 2948 532.77625 41 190 - 498.05971 - 880 2405s 4445 2953 infeasible 43 - 498.05971 - 880 2410s 4458 2964 541.46255 52 179 - 498.05971 - 880 2415s 4463 2963 infeasible 54 - 498.05971 - 882 2420s 4466 2962 508.09671 23 225 - 498.09230 - 883 2425s 4473 2969 516.71562 29 231 - 498.09230 - 883 2430s 4483 2979 523.80355 36 220 - 498.09230 - 883 2435s 4492 2988 527.42888 40 205 - 498.09230 - 883 2440s 4502 2990 infeasible 47 - 498.09230 - 885 2449s 4503 2989 infeasible 47 - 498.09230 - 887 2455s 4506 2990 505.23877 24 232 - 498.20145 - 888 2460s 4514 2998 515.48669 29 222 - 498.20145 - 888 2465s 4523 3007 523.02969 35 203 - 498.20145 - 889 2470s 4540 3022 539.49834 46 201 - 498.20145 - 887 2475s 4554 3034 541.28872 54 192 - 498.20145 - 886 2480s 4563 3037 559.57023 56 211 - 498.20145 - 887 2485s 4578 3048 574.13807 61 187 - 498.20145 - 886 2490s 4592 3046 503.64179 24 204 - 498.56467 - 885 2495s 4603 3055 515.74633 31 209 - 498.56467 - 885 2500s 4614 3066 516.86747 31 200 - 498.56467 - 885 2505s 4629 3079 528.90085 36 198 - 498.56467 - 884 2511s 4637 3087 531.13943 39 194 - 498.56467 - 884 2515s 4652 3102 532.92637 46 190 - 498.56467 - 884 2520s 4667 3117 536.23694 53 195 - 498.56467 - 883 2525s 4674 3124 535.42108 52 185 - 498.56467 - 884 2530s 4687 3135 542.51636 54 180 - 498.56467 - 883 2535s 4700 3146 infeasible 58 - 498.56467 - 883 2540s 4715 3157 infeasible 58 - 498.56467 - 882 2545s 4735 3175 544.99681 66 177 - 498.56467 - 880 2550s 4747 3183 556.91361 63 176 - 498.56467 - 880 2555s 4762 3196 infeasible 72 - 498.56467 - 880 2560s 4769 3203 577.61432 81 159 - 498.56467 - 880 2565s 4783 3217 563.58352 88 167 - 498.56467 - 880 2570s 4811 3245 567.81997 104 169 - 498.56467 - 876 2575s 4839 3273 587.18478 119 162 - 498.56467 - 873 2580s 4859 3291 588.49193 134 159 - 498.56467 - 871 2585s 4873 3303 590.45352 145 156 - 498.56467 - 870 2590s 4901 3323 603.28471 164 158 - 498.56467 - 866 2595s 4930 3348 infeasible 188 - 498.56467 - 862 2600s 4945 3343 infeasible 22 - 498.80906 - 863 2607s 4948 3344 502.55129 27 228 - 498.91231 - 863 2610s 4957 3353 514.35438 34 223 - 498.91231 - 863 2615s 4970 3364 520.60478 41 203 - 498.91231 - 862 2620s 4975 3365 infeasible 42 - 498.91231 - 864 2627s 4979 3369 525.52398 42 202 - 498.91231 - 865 2630s 4985 3375 530.43727 44 200 - 498.91231 - 865 2635s 4994 3384 532.27764 47 196 - 498.91231 - 865 2640s 5003 3389 infeasible 50 - 498.91231 - 866 2647s 5004 3388 infeasible 49 - 498.91231 - 869 2655s 5011 3391 507.46166 29 215 - 499.28971 - 869 2660s 5016 3396 515.55302 31 219 - 499.28971 - 870 2665s 5025 3405 519.36749 35 213 - 499.28971 - 870 2670s 5030 3410 520.60452 35 209 - 499.28971 - 871 2675s 5034 3414 541.70434 36 213 - 499.28971 - 872 2681s 5036 3416 542.02974 36 222 - 499.28971 - 873 2685s 5040 3420 549.12325 36 215 - 499.28971 - 875 2690s 5046 3426 549.96491 39 197 - 499.28971 - 875 2695s 5051 3431 554.80669 42 198 - 499.28971 - 876 2700s 5063 3443 563.30595 49 195 - 499.28971 - 876 2705s 5067 3445 infeasible 48 - 499.28971 - 878 2713s 5071 3449 566.38551 51 193 - 499.28971 - 878 2715s 5080 3458 571.04797 56 187 - 499.28971 - 879 2720s 5092 3470 586.42949 61 160 - 499.28971 - 879 2725s 5094 3472 597.38768 63 168 - 499.28971 - 880 2730s 5100 3476 584.20980 65 164 - 499.28971 - 881 2735s 5105 3481 602.98248 66 171 - 499.28971 - 882 2740s 5113 3485 infeasible 68 - 499.28971 - 882 2745s 5117 3489 597.60654 70 165 - 499.28971 - 884 2751s 5126 3494 595.83844 77 163 - 499.28971 - 884 2755s 5133 3501 611.71595 80 167 - 499.28971 - 885 2761s 5139 3507 601.31152 86 162 - 499.28971 - 885 2765s 5143 3507 infeasible 86 - 499.28971 - 886 2770s 5154 3518 613.36536 98 148 - 499.28971 - 886 2775s 5169 3533 625.39112 102 147 - 499.28971 - 885 2780s 5186 3544 657.15880 116 152 - 499.28971 - 883 2785s 5200 3552 infeasible 123 - 499.28971 - 883 2790s 5210 3558 infeasible 132 - 499.28971 - 883 2795s 5227 3558 503.63480 27 235 - 499.45131 - 882 2800s 5230 3561 507.67906 28 208 - 499.45131 - 883 2805s 5236 3567 521.89207 30 203 - 499.45131 - 884 2811s 5248 3577 520.45689 36 210 - 499.45131 - 883 2815s 5259 3588 529.36031 42 197 - 499.45131 - 883 2820s 5264 3591 infeasible 43 - 499.45131 - 885 2827s 5265 3590 infeasible 43 - 499.45131 - 887 2832s 5273 3598 560.24403 51 187 - 499.45131 - 887 2835s 5285 3610 567.73083 59 189 - 499.45131 - 886 2840s 5290 3615 600.42307 61 166 - 499.45131 - 888 2846s 5300 3623 573.33192 67 173 - 499.45131 - 888 2850s 5322 3641 580.34684 78 165 - 499.45131 - 886 2855s 5343 3656 593.67563 88 161 - 499.45131 - 884 2860s 5366 3675 603.48767 99 152 - 499.45131 - 882 2865s 5394 3701 603.12798 120 163 - 499.45131 - 879 2870s 5406 3709 infeasible 127 - 499.45131 - 879 2875s 5419 3714 663.03540 133 157 - 499.45131 - 879 2881s 5430 3724 655.16285 144 152 - 499.45131 - 878 2885s 5456 3746 667.30864 166 147 - 499.45131 - 875 2890s 5473 3761 682.35294 172 145 - 499.45131 - 873 2895s 5492 3778 683.21383 187 142 - 499.45131 - 871 2900s 5509 3794 687.75792 197 147 - 499.45131 - 869 2905s 5538 3807 513.01834 27 206 - 499.45746 - 866 2910s 5545 3814 513.57800 29 225 - 499.45746 - 867 2915s 5551 3820 523.93863 32 198 - 499.45746 - 868 2920s 5559 3828 526.97466 37 215 - 499.45746 - 868 2925s 5574 3841 532.88100 46 212 - 499.45746 - 867 2930s 5590 3851 infeasible 53 - 499.45746 - 866 2936s 5593 3852 infeasible 55 - 499.45746 - 868 2942s 5601 3854 infeasible 59 - 499.45746 - 869 2946s 5603 3854 infeasible 59 - 499.45746 - 870 2950s 5615 3862 566.43051 64 184 - 499.45746 - 870 2956s 5621 3862 infeasible 68 - 499.45746 - 870 2960s 5628 3863 infeasible 69 - 499.45746 - 871 2966s 5632 3865 504.26887 33 215 - 499.48313 - 872 2970s 5643 3876 517.09159 38 208 - 499.48313 - 872 2975s 5652 3881 infeasible 42 - 499.48313 - 873 2981s 5664 3885 544.94668 44 202 - 499.48313 - 872 2985s 5672 3893 565.61531 46 192 - 499.48313 - 873 2990s 5683 3904 557.07049 54 202 - 499.48313 - 872 2995s 5690 3909 559.74375 57 196 - 499.48313 - 873 3000s 5702 3921 569.94861 62 197 - 499.48313 - 873 3005s 5710 3929 574.24023 63 200 - 499.48313 - 874 3010s 5724 3935 590.52589 71 194 - 499.48313 - 873 3015s 5736 3935 503.93504 25 213 - 499.48775 - 873 3020s 5745 3944 526.52948 29 208 - 499.48775 - 874 3028s 5748 3947 521.00688 31 199 - 499.48775 - 874 3030s 5767 3966 526.01969 46 182 - 499.48775 - 873 3035s 5782 3979 535.62478 55 189 - 499.48775 - 872 3040s 5800 3997 540.78433 63 188 - 499.48775 - 871 3045s 5813 4008 infeasible 71 - 499.48775 - 872 3051s 5814 4007 infeasible 70 - 499.48775 - 873 3055s 5818 4007 506.45563 25 212 - 499.52154 - 875 3060s 5827 4016 517.27904 31 211 - 499.52154 - 875 3065s 5844 4033 530.18405 40 183 - 499.52154 - 875 3071s 5849 4036 524.08373 43 194 - 499.52154 - 875 3075s 5867 4054 530.18085 51 172 - 499.52154 - 874 3080s 5898 4083 540.97952 79 173 - 499.52154 - 871 3085s 5910 4095 545.83288 85 167 - 499.52154 - 871 3090s 5934 4117 555.03184 97 159 - 499.52154 - 869 3095s 5951 4130 581.13906 108 155 - 499.52154 - 868 3100s 5961 4140 598.66105 111 147 - 499.52154 - 868 3105s 5979 4154 infeasible 122 - 499.52154 - 867 3110s 6008 4175 infeasible 147 - 499.52154 - 863 3115s 6032 4188 513.27823 36 214 - 499.67898 - 861 3120s 6041 4193 524.47000 41 217 - 499.67898 - 861 3125s 6051 4203 528.23401 46 204 - 499.67898 - 861 3130s 6068 4218 536.03861 57 196 - 499.67898 - 860 3135s 6083 4227 567.50898 65 188 - 499.67898 - 860 3140s 6097 4225 502.96242 23 233 - 499.69786 - 860 3146s 6104 4232 512.68094 27 233 - 499.69786 - 860 3150s 6112 4240 517.03334 32 225 - 499.69786 - 860 3155s 6128 4256 525.79095 45 200 - 499.69786 - 859 3160s 6140 4268 530.12802 51 188 - 499.69786 - 859 3165s 6144 4268 infeasible 53 - 499.69786 - 860 3170s 6151 4267 infeasible 55 - 499.69786 - 860 3175s 6157 4269 510.12166 25 192 - 499.69987 - 861 3180s 6169 4279 522.21462 30 184 - 499.69987 - 861 3193s 6181 4291 523.36241 36 188 - 499.69987 - 860 3195s 6206 4310 533.01913 55 172 - 499.69987 - 859 3200s 6224 4322 544.53325 64 169 - 499.69987 - 858 3206s 6231 4327 552.63976 66 162 - 499.69987 - 859 3210s 6255 4347 557.24834 81 148 - 499.69987 - 857 3215s 6293 4375 574.56136 109 145 - 499.69987 - 854 3220s 6308 4386 573.73754 117 135 - 499.69987 - 853 3225s 6350 4424 586.97617 156 144 - 499.69987 - 848 3230s 6365 4424 516.33138 33 220 - 499.80228 - 847 3235s 6375 4433 520.45086 36 203 - 499.80228 - 847 3240s 6379 4433 infeasible 39 - 499.80228 - 849 3246s 6381 4431 infeasible 38 - 499.80228 - 850 3250s 6388 4438 515.69768 32 216 - 500.13296 - 850 3255s 6396 4444 522.05608 35 212 - 500.13296 - 850 3260s 6404 4452 528.67722 40 190 - 500.13296 - 851 3265s 6416 4462 530.59290 45 190 - 500.13296 - 850 3270s 6426 4472 544.49354 50 185 - 500.13296 - 850 3275s 6438 4478 545.26804 54 196 - 500.13296 - 850 3280s 6452 4490 557.66615 60 190 - 500.13296 - 850 3286s 6458 4490 563.43438 62 190 - 500.13296 - 851 3290s 6462 4488 529.34064 25 220 - 500.21757 - 852 3296s 6471 4497 539.18650 33 220 - 500.21757 - 852 3300s 6478 4504 543.69325 36 213 - 500.21757 - 852 3305s 6486 4512 553.54149 39 204 - 500.21757 - 853 3310s 6489 4515 553.37252 40 207 - 500.21757 - 854 3315s 6507 4533 559.38887 53 194 - 500.21757 - 853 3320s 6524 4550 567.80232 67 174 - 500.21757 - 852 3328s 6528 4552 567.87318 68 174 - 500.21757 - 852 3330s 6550 4566 581.08314 86 155 - 500.21757 - 851 3335s 6594 4608 604.78201 120 138 - 500.21757 - 846 3340s 6637 4649 628.25526 146 125 - 500.21757 - 841 3345s 6685 4676 504.28420 29 230 - 500.22716 - 836 3350s 6695 4683 518.74026 36 213 - 500.22716 - 836 3355s 6705 4693 528.16931 44 202 - 500.22716 - 836 3360s 6719 4707 532.85159 53 223 - 500.22716 - 836 3365s 6729 4717 541.89653 60 200 - 500.22716 - 836 3370s 6741 4725 550.71322 67 205 - 500.22716 - 836 3375s 6744 4728 550.78023 68 201 - 500.22716 - 837 3380s 6754 4732 556.98642 73 207 - 500.22716 - 837 3385s 6764 4734 infeasible 77 - 500.22716 - 837 3390s 6771 4735 507.87601 29 233 - 500.37812 - 838 3395s 6779 4743 516.88060 33 218 - 500.37812 - 838 3400s 6789 4751 524.24492 38 189 - 500.37812 - 838 3405s 6796 4758 532.79849 40 187 - 500.37812 - 839 3410s 6803 4765 535.49439 45 188 - 500.37812 - 839 3415s 6810 4772 541.68703 47 191 - 500.37812 - 840 3421s 6818 4780 544.98795 48 189 - 500.37812 - 840 3428s 6821 4783 545.79491 50 188 - 500.37812 - 840 3430s 6838 4798 554.04345 61 178 - 500.37812 - 839 3435s 6845 4799 infeasible 64 - 500.37812 - 839 3440s 6849 4799 582.87262 63 169 - 500.37812 - 840 3445s 6856 4798 infeasible 66 - 500.37812 - 840 3450s 6863 4797 501.46531 26 214 - 500.40029 - 840 3456s 6865 4799 507.26882 27 210 - 500.40029 - 840 3460s 6867 4801 508.60822 29 223 - 500.40029 - 841 3466s 6869 4803 507.59229 28 207 - 500.40029 - 841 3470s 6872 4806 513.39293 30 217 - 500.40029 - 841 3475s 6874 4808 522.74334 30 219 - 500.40029 - 842 3480s 6876 4810 543.61184 32 222 - 500.40029 - 842 3486s 6878 4812 546.12716 32 217 - 500.40029 - 843 3490s 6881 4815 538.71706 35 217 - 500.40029 - 843 3495s 6886 4820 540.95172 35 221 - 500.40029 - 843 3500s 6892 4826 546.58143 40 200 - 500.40029 - 843 3505s 6895 4829 545.21323 39 210 - 500.40029 - 843 3511s 6900 4834 544.97588 43 211 - 500.40029 - 843 3515s 6906 4840 558.68006 47 202 - 500.40029 - 843 3522s 6908 4842 552.51290 46 198 - 500.40029 - 844 3527s 6912 4846 559.25360 51 210 - 500.40029 - 844 3531s 6915 4849 559.89283 49 214 - 500.40029 - 844 3536s 6922 4854 566.14337 56 200 - 500.40029 - 844 3541s 6925 4857 561.08951 58 197 - 500.40029 - 844 3545s 6931 4863 567.43735 59 204 - 500.40029 - 844 3552s 6940 4870 568.48008 65 178 - 500.40029 - 843 3555s 6941 4869 infeasible 65 - 500.40029 - 844 3560s 6943 4867 infeasible 65 - 500.40029 - 845 3565s 6945 4865 infeasible 66 - 500.40029 - 846 3572s 6946 4864 infeasible 65 - 500.40029 - 847 3578s 6947 4863 infeasible 66 - 500.40029 - 848 3582s 6948 4864 513.57312 26 203 - 500.68330 - 848 3585s 6953 4869 517.25983 31 221 - 500.68330 - 848 3590s 6957 4873 525.57852 34 212 - 500.68330 - 848 3595s Cutting planes: Gomory: 24 Cover: 121 Implied bound: 29 Flow cover: 237 GUB cover: 12 Zero half: 11 Explored 6961 nodes (5946640 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.010000000000e+02, gap -