Gurobi 5.0.1 (linux64) logging started Wed Jan 2 00:26:41 2013 Optimize a model with 20502 rows, 20200 columns and 89499 nonzeros Presolve removed 1390 rows and 200 columns Presolve time: 0.13s Presolved: 19112 rows, 20000 columns, 87577 nonzeros Variable types: 9900 continuous, 10100 integer (10100 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 24034 4.4232078e+02 1.312840e+02 0.000000e+00 5s 26604 4.4393062e+02 0.000000e+00 0.000000e+00 6s Root relaxation: objective 4.439306e+02, 26604 iterations, 6.34 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 443.93062 0 186 - 443.93062 - - 6s 0 0 493.07769 0 199 - 493.07769 - - 9s 0 0 502.31535 0 203 - 502.31535 - - 11s 0 0 503.97240 0 197 - 503.97240 - - 12s 0 0 507.69090 0 198 - 507.69090 - - 14s 0 0 508.98188 0 211 - 508.98188 - - 15s 0 0 510.67376 0 210 - 510.67376 - - 16s 0 0 511.20212 0 210 - 511.20212 - - 17s 0 0 511.58323 0 205 - 511.58323 - - 17s 0 0 511.78633 0 220 - 511.78633 - - 18s 0 0 511.89648 0 232 - 511.89648 - - 18s 0 0 512.00817 0 221 - 512.00817 - - 37s 0 0 512.00817 0 220 - 512.00817 - - 38s 0 2 512.01209 0 220 - 512.01209 - - 42s 2 4 515.60038 1 219 - 515.60038 - 2338 47s 5 7 517.55709 3 219 - 516.71943 - 1635 50s 11 11 infeasible 9 - 516.71943 - 1787 58s 13 13 526.60616 10 211 - 516.71943 - 1753 61s 14 12 infeasible 10 - 516.71943 - 2160 65s 21 17 528.99122 16 213 - 516.71943 - 1784 70s 29 23 542.76324 21 210 - 516.71943 - 1527 75s 34 28 532.07379 25 215 - 516.71943 - 1472 80s 43 35 535.07949 33 218 - 516.71943 - 1337 85s 51 41 537.04863 40 209 - 516.71943 - 1287 90s 63 51 543.65571 49 186 - 516.71943 - 1151 95s 81 69 548.82173 64 187 - 516.71943 - 960 100s 112 100 545.66837 93 187 - 516.71943 - 743 105s 144 132 547.41123 124 191 - 516.71943 - 612 110s 190 174 554.25778 167 190 - 516.71943 - 489 115s 200 182 573.30190 174 183 - 516.71943 - 501 120s 213 193 654.69207 185 180 - 516.71943 - 503 125s 230 206 683.93521 195 179 - 516.71943 - 487 130s 255 219 680.49301 205 177 - 516.71943 - 476 135s 280 218 726.56191 208 181 - 516.71943 - 477 140s 290 216 infeasible 3 - 517.09812 - 498 146s 296 220 infeasible 7 - 517.09812 - 510 150s 305 226 551.34783 14 204 - 517.09812 - 518 155s 314 235 554.81065 19 206 - 517.09812 - 530 160s 320 237 604.43413 22 194 - 517.09812 - 547 165s 332 247 622.29211 30 192 - 517.09812 - 549 170s 348 249 525.41301 2 218 - 517.57945 - 556 176s 355 256 536.78579 8 220 - 517.57945 - 564 181s 361 262 532.26005 12 221 - 517.57945 - 574 185s 369 270 545.74712 19 222 - 517.57945 - 578 190s 377 278 540.51268 24 210 - 517.57945 - 586 195s 391 290 544.58512 34 206 - 517.57945 - 588 201s 401 300 547.72397 44 199 - 517.57945 - 586 205s 408 307 548.50976 48 197 - 517.57945 - 595 210s 420 319 557.89847 56 212 - 517.57945 - 597 215s 432 328 565.78067 64 197 - 517.57945 - 600 221s 441 337 572.74393 70 208 - 517.57945 - 605 226s 447 343 568.98504 74 203 - 517.57945 - 610 230s 463 355 577.39797 83 192 - 517.57945 - 607 235s 470 360 582.37565 87 202 - 517.57945 - 616 241s 480 368 589.66727 93 185 - 517.57945 - 618 245s 502 388 605.43995 110 189 - 517.57945 - 609 250s 522 402 652.22034 125 176 - 517.57945 - 603 255s 538 402 519.68538 8 232 - 518.64267 - 598 260s 548 412 523.87818 15 217 - 518.64267 - 602 265s 550 414 536.99260 14 210 - 518.64267 - 616 270s 554 418 529.25071 18 228 - 518.64267 - 628 276s 557 421 544.28203 17 214 - 518.64267 - 653 285s 560 424 532.18205 21 216 - 518.64267 - 663 290s 564 428 533.13079 24 223 - 518.64267 - 666 296s 570 434 535.70296 28 223 - 518.64267 - 670 300s 579 443 539.74668 32 208 - 518.64267 - 674 305s 590 454 541.04235 42 211 - 518.64267 - 675 310s 598 462 542.39252 47 221 - 518.64267 - 679 315s 603 465 541.35044 24 190 - 518.64267 - 675 326s 604 466 535.99018 34 208 - 518.64267 - 674 331s 606 467 591.21672 88 231 - 518.64267 - 672 336s 608 469 535.99018 34 249 - 518.64267 - 670 342s 610 470 565.03708 69 245 - 518.64267 - 667 346s 612 471 552.03389 129 233 - 518.64267 - 665 350s 616 474 545.04610 76 246 - 518.64267 - 661 356s 621 477 591.21672 88 240 - 518.64267 - 656 360s 622 478 535.99018 34 242 - 518.64267 - 655 381s 624 479 673.00786 199 241 - 518.64267 - 652 396s 625 482 518.64267 12 244 - 518.64267 - 733 416s 627 481 546.97144 13 233 - 520.56284 - 739 439s 628 482 529.75001 13 233 - 529.75001 - 740 456s 630 483 549.07187 14 233 - 533.29158 - 747 465s 632 485 555.02136 15 228 - 534.24459 - 749 470s 634 486 546.18981 16 223 - 540.18989 - 756 475s 637 488 543.24021 18 222 - 542.02867 - 759 481s 639 489 552.00536 19 218 - 543.27587 - 765 485s 644 491 555.19268 21 220 - 544.12424 - 766 490s 646 492 574.79556 22 224 - 544.12424 - 771 495s 651 495 557.48693 25 215 - 544.12424 - 775 500s 655 498 559.29952 27 202 - 544.12424 - 778 505s 658 500 561.93475 28 207 - 544.12424 - 784 510s 663 503 562.81471 31 197 - 544.12424 - 786 515s 669 507 564.70058 34 210 - 544.12424 - 786 520s 674 511 593.88050 36 214 - 544.12424 - 790 525s 680 515 576.85498 39 201 - 544.12424 - 791 530s 684 515 infeasible 41 - 544.12424 - 795 535s 690 517 594.88946 44 212 - 544.12424 - 798 540s 698 521 580.74630 48 212 - 544.12424 - 800 545s 701 521 610.37372 50 208 - 544.12424 - 810 552s 704 523 649.00182 51 213 - 544.12424 - 817 558s 706 524 601.18351 52 213 - 544.12424 - 819 560s 710 527 639.42712 54 206 - 544.12424 - 824 565s 714 529 630.75185 56 207 - 544.12424 - 830 570s 719 531 616.93980 59 214 - 544.12424 - 836 575s 724 530 infeasible 61 - 544.12424 - 841 580s 729 531 671.77260 64 183 - 544.12424 - 846 585s 737 535 686.56332 68 187 - 544.12424 - 844 590s 742 538 720.52382 70 191 - 544.12424 - 848 595s 749 539 infeasible 74 - 544.12424 - 848 600s 763 534 546.37773 18 204 - 544.13668 - 844 606s 765 535 586.49798 19 202 - 544.13668 - 850 610s 773 541 587.45270 23 204 - 544.13668 - 850 615s 776 541 591.00493 24 202 - 544.13668 - 859 621s 780 543 593.38561 26 203 - 544.13668 - 862 625s 785 547 589.22156 29 207 - 544.13668 - 866 630s 792 549 infeasible 32 - 544.13668 - 872 636s 795 551 594.82277 34 194 - 544.13668 - 871 640s 805 558 595.07438 39 207 - 544.13668 - 867 645s 813 563 596.37112 43 194 - 544.13668 - 867 650s 823 570 597.79043 48 216 - 544.13668 - 865 655s 832 576 599.68126 52 207 - 544.13668 - 864 660s 842 583 615.35366 57 208 - 544.13668 - 863 665s 848 587 626.53810 60 213 - 544.13668 - 865 670s 856 592 604.46503 64 195 - 544.13668 - 866 675s 862 594 607.69492 67 190 - 544.13668 - 869 680s 868 598 607.92779 70 201 - 544.13668 - 873 685s 870 599 645.58864 71 188 - 544.13668 - 881 690s 876 603 642.92573 74 183 - 544.13668 - 881 695s 888 611 655.46327 80 181 - 544.13668 - 878 700s 895 614 658.49830 84 182 - 544.13668 - 881 705s 907 616 infeasible 90 - 544.13668 - 878 710s 910 618 673.97298 91 172 - 544.13668 - 880 715s 916 622 684.59881 94 172 - 544.13668 - 883 720s 922 626 688.14105 97 169 - 544.13668 - 885 725s 928 630 699.19727 100 170 - 544.13668 - 890 731s 932 633 699.27830 102 154 - 544.13668 - 894 735s 939 635 702.55966 106 176 - 544.13668 - 895 740s 950 639 716.72222 111 151 - 544.13668 - 896 745s 956 639 infeasible 114 - 544.13668 - 901 750s 960 639 740.89853 116 175 - 544.13668 - 906 755s 964 640 infeasible 118 - 544.13668 - 912 760s 968 639 infeasible 120 - 544.13668 - 916 765s 974 637 infeasible 123 - 544.13668 - 920 770s 981 633 595.31436 18 216 - 546.28188 - 924 776s 983 635 611.26961 19 226 - 546.28188 - 928 781s 990 639 614.20806 23 206 - 546.28188 - 927 785s 995 643 621.40019 25 192 - 546.28188 - 929 790s 998 645 635.85037 27 208 - 546.28188 - 931 795s 1002 647 623.77756 29 202 - 546.28188 - 933 800s 1007 649 639.89158 31 200 - 546.28188 - 936 805s 1009 650 657.64511 32 199 - 546.28188 - 948 814s 1010 651 627.23731 33 193 - 546.28188 - 948 815s 1016 653 631.25908 36 189 - 546.28188 - 951 820s 1018 654 639.83367 37 197 - 546.28188 - 956 825s 1028 655 649.45201 42 202 - 546.28188 - 952 830s 1032 653 738.12579 44 214 - 546.28188 - 955 836s 1036 650 574.48179 17 237 - 547.16282 - 958 840s 1040 653 584.45599 19 219 - 547.16282 - 963 846s 1044 653 592.31102 22 217 - 547.16282 - 964 850s 1048 654 601.34852 23 220 - 547.16282 - 968 855s 1053 655 601.89183 25 211 - 547.16282 - 970 860s 1058 659 609.95189 28 207 - 547.16282 - 974 866s 1061 659 infeasible 29 - 547.16282 - 977 870s 1064 661 643.26343 28 206 - 547.16282 - 987 878s 1065 661 624.93422 30 205 - 547.16282 - 989 880s 1071 665 629.84896 34 204 - 547.16282 - 990 885s 1080 671 635.97320 38 208 - 547.16282 - 988 890s 1092 679 644.30733 45 209 - 547.16282 - 984 895s 1103 683 647.03772 51 201 - 547.16282 - 981 900s 1120 694 653.67837 62 187 - 547.16282 - 971 905s 1128 697 667.69910 68 185 - 547.16282 - 970 910s 1140 703 infeasible 76 - 547.16282 - 965 915s 1147 704 707.46481 77 178 - 547.16282 - 966 920s 1154 700 infeasible 79 - 547.16282 - 968 925s 1156 699 infeasible 15 - 548.38506 - 977 932s 1161 702 583.24859 19 216 - 548.38506 - 977 936s 1165 705 593.85716 19 217 - 548.38506 - 984 943s 1166 706 608.74769 20 214 - 548.38506 - 987 946s 1171 709 599.85030 25 217 - 548.38506 - 988 950s 1183 715 628.26666 32 217 - 548.38506 - 986 955s 1190 720 614.51906 38 205 - 548.38506 - 985 960s 1196 720 659.57844 40 205 - 548.38506 - 990 967s 1197 718 infeasible 41 - 548.38506 - 999 973s 1201 717 infeasible 41 - 548.38506 - 1006 980s 1203 718 708.43364 41 214 - 548.38506 - 1013 986s 1209 715 602.08825 17 220 - 550.41133 - 1014 992s 1213 718 609.10351 21 209 - 550.41133 - 1014 995s 1219 720 612.85259 22 213 - 550.41133 - 1017 1000s 1221 721 638.71886 23 211 - 550.41133 - 1020 1005s 1225 724 628.40703 26 219 - 550.41133 - 1025 1011s 1230 723 638.21526 27 215 - 550.41133 - 1028 1016s 1233 723 640.66643 28 219 - 550.41133 - 1031 1020s 1236 725 646.50017 28 215 - 550.41133 - 1035 1025s 1239 727 646.60661 30 222 - 550.41133 - 1039 1030s 1247 731 653.59265 36 205 - 550.41133 - 1042 1036s 1248 731 682.00597 35 202 - 550.41133 - 1047 1041s 1249 732 692.56413 35 200 - 550.41133 - 1052 1045s 1254 735 657.32317 39 196 - 550.41133 - 1055 1050s 1259 735 689.06619 41 193 - 550.41133 - 1062 1059s 1260 735 665.45294 39 201 - 550.41133 - 1063 1060s 1261 736 704.58422 41 206 - 550.41133 - 1068 1065s 1263 736 698.68737 40 187 - 550.41133 - 1081 1075s 1279 745 infeasible 55 - 550.41133 - 1075 1082s 1283 746 702.62154 58 189 - 550.41133 - 1074 1085s 1298 754 728.79137 65 192 - 550.41133 - 1064 1090s 1318 763 747.54322 75 189 - 550.41133 - 1053 1095s 1337 770 infeasible 88 - 550.41133 - 1043 1100s 1352 765 560.24992 16 227 - 552.95191 - 1037 1106s 1359 761 infeasible 17 - 552.95191 - 1036 1110s 1362 762 620.34921 19 239 - 552.95191 - 1041 1116s 1363 761 infeasible 20 - 552.95191 - 1045 1120s 1364 760 infeasible 19 - 552.95191 - 1052 1130s 1369 763 632.88679 23 233 - 552.95191 - 1053 1136s 1370 762 infeasible 21 - 552.95191 - 1058 1143s 1371 760 infeasible 22 - 552.95191 - 1062 1150s 1374 762 634.19158 21 235 - 552.95191 - 1063 1155s 1375 761 infeasible 21 - 552.95191 - 1069 1164s 1376 762 636.86752 22 228 - 552.95191 - 1069 1166s 1378 763 639.58512 24 227 - 552.95191 - 1070 1170s 1381 763 infeasible 25 - 552.95191 - 1075 1178s 1382 764 650.58846 26 217 - 552.95191 - 1077 1181s 1383 762 infeasible 26 - 552.95191 - 1083 1191s 1385 764 652.95409 25 216 - 552.95191 - 1086 1198s 1387 763 655.36085 25 220 - 552.95191 - 1089 1203s 1389 764 654.82002 27 218 - 552.95191 - 1089 1205s 1392 766 659.09533 28 213 - 552.95191 - 1090 1210s 1396 767 infeasible 25 - 552.95191 - 1094 1220s 1399 769 662.27561 26 221 - 552.95191 - 1096 1225s 1406 772 667.60387 32 192 - 552.95191 - 1093 1230s 1413 770 664.87804 29 221 - 552.95191 - 1092 1235s 1420 771 infeasible 33 - 552.95191 - 1091 1240s 1429 773 685.32727 37 222 - 552.95191 - 1088 1246s 1432 769 infeasible 37 - 552.95191 - 1090 1251s 1440 770 infeasible 40 - 552.95191 - 1086 1255s 1451 764 610.97366 19 227 - 553.06779 - 1083 1262s 1453 765 630.83139 20 227 - 553.06779 - 1086 1266s 1459 767 643.67080 24 221 - 553.06779 - 1086 1270s 1463 770 633.73668 27 214 - 553.06779 - 1090 1275s 1466 772 659.52973 29 206 - 553.06779 - 1094 1281s 1470 772 645.34702 29 211 - 553.06779 - 1096 1285s 1472 774 652.19616 29 211 - 553.06779 - 1103 1292s 1474 775 655.91002 30 211 - 553.06779 - 1107 1297s 1478 774 661.61048 30 205 - 553.06779 - 1109 1301s 1483 775 653.91679 32 204 - 553.06779 - 1110 1305s 1484 776 655.00004 33 215 - 553.06779 - 1110 1311s 1489 779 656.47712 33 215 - 553.06779 - 1111 1315s 1503 788 659.88064 44 199 - 553.06779 - 1106 1320s 1514 796 672.30039 54 187 - 553.06779 - 1101 1325s 1520 800 672.40643 56 190 - 553.06779 - 1102 1330s 1531 807 676.64514 62 187 - 553.06779 - 1099 1335s 1539 812 680.53188 67 185 - 553.06779 - 1098 1340s 1553 822 690.69358 75 196 - 553.06779 - 1093 1345s 1562 824 691.68169 80 188 - 553.06779 - 1091 1350s 1579 835 698.22520 89 198 - 553.06779 - 1083 1355s 1596 846 718.60246 95 194 - 553.06779 - 1077 1360s 1614 846 719.74270 99 189 - 553.06779 - 1070 1365s 1637 858 752.85894 112 183 - 553.06779 - 1060 1370s 1656 868 740.95675 130 167 - 553.06779 - 1051 1375s 1679 881 756.37191 147 175 - 553.06779 - 1039 1380s 1697 893 763.19947 165 173 - 553.06779 - 1030 1385s 1728 893 626.95560 15 217 - 553.16551 - 1020 1393s 1730 893 infeasible 17 - 553.16551 - 1022 1397s 1733 891 infeasible 17 - 553.16551 - 1026 1401s 1735 890 604.22236 14 213 - 553.71374 - 1029 1406s 1737 889 610.70304 15 224 - 553.71374 - 1032 1410s 1742 893 619.52009 19 226 - 553.71374 - 1033 1415s 1749 893 infeasible 21 - 553.71374 - 1035 1420s 1755 895 642.95142 26 217 - 553.71374 - 1035 1425s 1760 899 690.93895 30 221 - 553.71374 - 1037 1430s 1765 894 infeasible 29 - 553.71374 - 1040 1435s 1774 892 599.76209 22 221 - 553.74085 - 1040 1441s 1780 896 615.49502 28 207 - 553.74085 - 1040 1445s 1788 901 622.91977 32 204 - 553.74085 - 1040 1450s 1797 905 629.16334 39 179 - 553.74085 - 1039 1455s 1805 907 infeasible 44 - 553.74085 - 1040 1460s 1809 907 663.94879 45 187 - 553.74085 - 1043 1465s 1812 905 infeasible 46 - 553.74085 - 1050 1473s 1813 905 697.48984 46 192 - 553.74085 - 1052 1477s 1815 904 infeasible 47 - 553.74085 - 1056 1482s 1818 903 725.02617 48 199 - 553.74085 - 1056 1485s 1825 902 606.47454 23 207 - 555.18102 - 1057 1492s 1826 903 622.70391 23 216 - 555.18102 - 1059 1495s 1832 907 629.76274 28 212 - 555.18102 - 1062 1502s 1835 909 621.15024 31 210 - 555.18102 - 1062 1505s 1840 912 621.90446 32 212 - 555.18102 - 1063 1510s 1844 915 648.84548 35 209 - 555.18102 - 1065 1515s 1849 916 infeasible 37 - 555.18102 - 1069 1523s 1850 917 668.35700 36 208 - 555.18102 - 1073 1527s 1851 917 656.43475 35 219 - 555.18102 - 1075 1531s 1852 916 infeasible 37 - 555.18102 - 1082 1538s 1855 918 752.51672 38 236 - 555.18102 - 1084 1544s 1856 919 671.18252 38 209 - 555.18102 - 1086 1547s 1859 919 684.52149 40 212 - 555.18102 - 1087 1550s 1862 919 infeasible 42 - 555.18102 - 1090 1555s 1865 917 606.97521 16 233 - 555.53408 - 1095 1563s 1867 918 618.87946 18 224 - 555.53408 - 1095 1566s 1870 920 616.40080 20 233 - 555.53408 - 1096 1570s 1874 921 635.37174 22 214 - 555.53408 - 1098 1576s 1876 922 660.97922 23 218 - 555.53408 - 1102 1582s 1880 925 636.20901 23 222 - 555.53408 - 1102 1586s 1884 927 646.94652 24 221 - 555.53408 - 1104 1590s 1888 926 infeasible 25 - 555.53408 - 1106 1595s 1890 925 infeasible 25 - 555.53408 - 1112 1602s 1891 926 672.03543 24 212 - 555.53408 - 1114 1605s 1894 928 661.57615 26 213 - 555.53408 - 1116 1610s 1900 930 666.81483 29 208 - 555.53408 - 1116 1616s 1904 927 infeasible 30 - 555.53408 - 1122 1624s 1905 925 infeasible 29 - 555.53408 - 1126 1628s 1907 923 infeasible 19 - 557.49754 - 1128 1631s 1909 924 608.97354 27 221 - 557.50871 - 1131 1636s 1913 927 620.15963 31 222 - 557.50871 - 1132 1640s 1917 929 635.84287 33 213 - 557.50871 - 1133 1645s 1926 933 infeasible 39 - 557.50871 - 1134 1652s 1929 935 639.66786 39 221 - 557.50871 - 1135 1655s 1932 935 infeasible 41 - 557.50871 - 1137 1660s 1933 934 infeasible 40 - 557.50871 - 1141 1665s 1938 937 671.84378 42 213 - 557.50871 - 1142 1670s 1947 937 701.39759 48 211 - 557.50871 - 1141 1675s 1956 937 778.19894 54 219 - 557.50871 - 1139 1680s 1965 934 607.03112 26 218 - 558.23139 - 1138 1685s 1970 938 624.98800 31 201 - 558.23139 - 1140 1691s 1975 941 637.75734 34 201 - 558.23139 - 1141 1695s 1981 945 627.16351 36 209 - 558.23139 - 1141 1700s 1985 946 infeasible 39 - 558.23139 - 1144 1705s 1989 948 642.83704 40 206 - 558.23139 - 1145 1710s 1993 947 infeasible 40 - 558.23139 - 1152 1720s 1997 948 689.43259 44 208 - 558.23139 - 1154 1725s 2004 948 710.08899 46 200 - 558.23139 - 1154 1730s 2008 947 744.49139 47 195 - 558.23139 - 1156 1735s 2013 946 766.27674 50 189 - 558.23139 - 1159 1743s 2015 946 766.90150 51 199 - 558.23139 - 1159 1745s 2022 942 590.96729 17 231 - 558.75721 - 1159 1750s 2024 944 611.11990 19 223 - 558.75721 - 1163 1756s 2027 946 609.63326 19 234 - 558.75721 - 1165 1761s 2030 948 595.57901 18 226 - 558.75721 - 1166 1765s 2038 951 infeasible 23 - 558.75721 - 1169 1774s 2039 952 643.71752 21 205 - 558.75721 - 1171 1777s 2040 952 627.28093 23 226 - 558.75721 - 1174 1782s 2041 953 648.28559 22 204 - 558.75721 - 1176 1785s 2046 956 643.71636 28 211 - 558.75721 - 1177 1790s 2054 960 infeasible 33 - 558.75721 - 1178 1797s 2056 961 652.15660 31 190 - 558.75721 - 1179 1800s 2057 962 738.26576 33 210 - 558.75721 - 1183 1805s 2060 964 698.30220 33 212 - 558.75721 - 1186 1812s 2063 960 infeasible 32 - 558.75721 - 1188 1815s 2065 958 infeasible 34 - 558.75721 - 1196 1824s 2066 957 infeasible 34 - 558.75721 - 1196 1825s 2081 960 609.07819 24 210 - 558.76014 - 1193 1832s 2083 962 615.32608 26 207 - 558.76014 - 1193 1835s 2089 968 633.79493 32 185 - 558.76014 - 1194 1840s 2094 973 651.17635 32 195 - 558.76014 - 1196 1845s 2098 977 660.45892 34 185 - 558.76014 - 1198 1851s 2102 979 infeasible 34 - 558.76014 - 1202 1858s 2103 980 656.21699 33 189 - 558.76014 - 1203 1860s 2108 983 661.79493 35 190 - 558.76014 - 1204 1865s 2115 986 682.05874 37 196 - 558.76014 - 1204 1870s 2117 986 infeasible 38 - 558.76014 - 1207 1875s 2123 988 748.96747 41 199 - 558.76014 - 1209 1882s 2127 990 infeasible 42 - 558.76014 - 1210 1885s 2132 991 795.20354 46 207 - 558.76014 - 1209 1890s 2147 993 819.75655 53 210 - 558.76014 - 1203 1895s 2157 995 620.00528 24 231 - 560.02961 - 1201 1900s 2163 1001 631.09701 29 232 - 560.02961 - 1201 1905s 2167 1001 640.37661 29 211 - 560.02961 - 1202 1910s 2172 1006 660.85943 32 214 - 560.02961 - 1203 1915s 2178 1010 658.09406 31 210 - 560.02961 - 1204 1920s 2181 1013 660.11380 34 195 - 560.02961 - 1207 1926s 2184 1014 infeasible 35 - 560.02961 - 1210 1931s 2186 1014 694.18868 35 201 - 560.02961 - 1211 1935s 2191 1019 688.12115 37 189 - 560.02961 - 1212 1940s 2200 1028 688.13880 47 187 - 560.02961 - 1210 1945s 2207 1031 690.25844 51 189 - 560.02961 - 1208 1950s 2217 1041 699.72780 58 176 - 560.02961 - 1206 1955s 2227 1041 630.89787 21 222 - 560.03261 - 1205 1962s 2230 1044 638.16018 24 214 - 560.03261 - 1206 1965s 2236 1050 663.63721 29 210 - 560.03261 - 1209 1973s 2238 1052 661.04662 29 207 - 560.03261 - 1210 1976s 2239 1053 666.19060 29 207 - 560.03261 - 1213 1980s 2242 1054 667.21319 28 205 - 560.03261 - 1215 1985s 2249 1061 668.04690 36 174 - 560.03261 - 1214 1990s 2266 1072 698.49641 44 188 - 560.03261 - 1210 1996s 2270 1076 744.29760 47 191 - 560.03261 - 1212 2000s 2280 1080 766.45476 55 184 - 560.03261 - 1209 2005s 2284 1082 617.37121 23 223 - 561.32285 - 1211 2011s 2289 1087 621.85217 27 204 - 561.32285 - 1212 2015s 2295 1091 630.27658 29 201 - 561.32285 - 1212 2020s 2300 1094 664.09955 31 199 - 561.32285 - 1216 2028s 2304 1096 660.04298 31 194 - 561.32285 - 1218 2033s 2305 1097 670.54518 32 208 - 561.32285 - 1221 2038s 2306 1098 671.40774 32 207 - 561.32285 - 1222 2040s 2312 1104 672.08553 36 207 - 561.32285 - 1222 2045s 2318 1106 705.32557 38 198 - 561.32285 - 1223 2050s 2322 1106 841.87598 39 210 - 561.32285 - 1227 2057s 2323 1105 infeasible 40 - 561.32285 - 1228 2060s 2326 1106 727.59894 41 193 - 561.32285 - 1230 2077s 2328 1104 infeasible 42 - 561.32285 - 1233 2081s 2329 1105 614.81419 27 225 - 561.33825 - 1235 2085s 2335 1111 623.76649 33 219 - 561.33825 - 1234 2091s 2338 1114 632.31391 35 214 - 561.33825 - 1235 2095s 2345 1121 655.81268 40 221 - 561.33825 - 1234 2100s 2350 1124 infeasible 43 - 561.33825 - 1235 2105s 2354 1126 668.39616 43 199 - 561.33825 - 1237 2110s 2359 1127 infeasible 44 - 561.33825 - 1239 2117s 2362 1128 761.16011 46 207 - 561.33825 - 1240 2120s 2370 1136 694.86681 52 176 - 561.33825 - 1238 2125s 2379 1141 701.37411 56 184 - 561.33825 - 1236 2130s 2394 1149 717.75411 66 157 - 561.33825 - 1232 2135s 2402 1149 613.40137 27 211 - 561.98067 - 1233 2142s 2405 1152 620.94923 30 209 - 561.98067 - 1233 2145s 2410 1157 630.80734 34 217 - 561.98067 - 1234 2150s 2417 1162 infeasible 41 - 561.98067 - 1235 2156s 2420 1163 infeasible 40 - 561.98067 - 1239 2163s 2421 1164 643.00708 40 195 - 561.98067 - 1239 2165s 2424 1163 infeasible 40 - 561.98067 - 1243 2176s 2425 1162 infeasible 42 - 561.98067 - 1244 2180s 2432 1167 671.37017 45 202 - 561.98067 - 1243 2185s 2438 1169 infeasible 48 - 561.98067 - 1243 2192s 2441 1170 infeasible 49 - 561.98067 - 1242 2195s 2444 1169 620.79273 29 224 - 562.00346 - 1244 2204s 2445 1170 621.80572 30 243 - 562.00346 - 1244 2205s 2450 1175 632.58956 34 228 - 562.00346 - 1245 2210s 2456 1177 654.78755 36 218 - 562.00346 - 1245 2215s 2461 1182 661.13627 37 203 - 562.00346 - 1246 2220s 2470 1183 692.13317 38 206 - 562.00346 - 1246 2226s 2472 1185 696.45861 38 206 - 562.00346 - 1249 2233s 2473 1186 696.92764 38 204 - 562.00346 - 1251 2236s 2478 1183 infeasible 40 - 562.00346 - 1252 2240s 2481 1186 615.56837 31 217 - 562.22170 - 1254 2246s 2486 1191 622.55366 34 214 - 562.22170 - 1254 2250s 2492 1197 630.97730 38 210 - 562.22170 - 1254 2255s 2496 1201 655.85025 40 194 - 562.22170 - 1257 2263s 2500 1205 638.45551 44 203 - 562.22170 - 1257 2265s 2503 1208 667.66572 45 202 - 562.22170 - 1258 2274s 2505 1210 646.99251 45 197 - 562.22170 - 1257 2275s 2511 1216 658.59919 50 177 - 562.22170 - 1257 2280s 2518 1223 667.59561 54 172 - 562.22170 - 1257 2285s 2523 1228 670.64266 55 173 - 562.22170 - 1257 2290s 2532 1237 672.26663 65 175 - 562.22170 - 1255 2295s 2544 1241 694.57165 69 173 - 562.22170 - 1252 2301s 2550 1247 694.29348 73 185 - 562.22170 - 1251 2305s 2561 1256 700.03767 81 174 - 562.22170 - 1248 2310s 2574 1269 716.15102 87 156 - 562.22170 - 1245 2316s 2578 1273 721.08624 89 146 - 562.22170 - 1245 2320s 2586 1281 724.40839 95 155 - 562.22170 - 1244 2325s 2604 1293 725.75396 102 152 - 562.22170 - 1239 2330s 2616 1295 infeasible 107 - 562.22170 - 1236 2335s 2620 1295 608.69013 32 224 - 562.94292 - 1238 2340s 2623 1298 629.84729 34 230 - 562.94292 - 1239 2345s 2627 1302 653.59587 38 217 - 562.94292 - 1240 2351s 2629 1304 660.19499 37 220 - 562.94292 - 1242 2356s 2634 1307 678.35378 40 225 - 562.94292 - 1244 2362s 2637 1308 674.73251 42 229 - 562.94292 - 1245 2366s 2640 1309 687.64363 43 220 - 562.94292 - 1246 2370s 2643 1308 infeasible 44 - 562.94292 - 1249 2376s 2648 1309 infeasible 47 - 562.94292 - 1251 2382s 2654 1313 infeasible 49 - 562.94292 - 1250 2385s 2659 1312 infeasible 49 - 562.94292 - 1251 2391s 2662 1309 infeasible 49 - 562.94292 - 1255 2398s 2663 1308 infeasible 49 - 562.94292 - 1256 2400s 2665 1310 610.18925 33 225 - 566.38930 - 1257 2405s 2669 1314 626.85997 37 207 - 566.38930 - 1259 2410s 2671 1316 633.65402 38 211 - 566.38930 - 1261 2415s 2673 1318 660.81825 37 208 - 566.38930 - 1263 2420s 2677 1320 674.61812 40 219 - 566.38930 - 1265 2425s 2680 1321 infeasible 41 - 566.38930 - 1269 2433s 2681 1320 infeasible 41 - 566.38930 - 1271 2436s 2683 1320 684.89124 42 217 - 566.38930 - 1272 2442s 2685 1320 692.13986 43 209 - 566.38930 - 1273 2445s 2695 1328 infeasible 51 - 566.38930 - 1272 2450s 2698 1327 infeasible 51 - 566.38930 - 1274 2455s 2700 1327 717.71589 50 197 - 566.38930 - 1276 2461s 2705 1326 620.55445 35 214 - 566.82443 - 1276 2466s 2710 1331 634.38431 40 204 - 566.82443 - 1276 2470s 2714 1333 644.42112 40 207 - 566.82443 - 1278 2477s 2715 1334 687.02753 41 205 - 566.82443 - 1280 2480s 2718 1337 661.89094 42 205 - 566.82443 - 1281 2485s 2720 1339 705.45755 43 207 - 566.82443 - 1283 2491s 2723 1340 760.78097 45 217 - 566.82443 - 1284 2495s 2729 1339 762.63297 46 215 - 566.82443 - 1284 2500s 2739 1340 620.90941 36 214 - 567.85371 - 1282 2505s 2744 1345 641.28794 41 211 - 567.85371 - 1282 2510s 2747 1346 647.92186 40 217 - 567.85371 - 1284 2516s 2749 1348 687.25212 43 206 - 567.85371 - 1286 2520s 2752 1351 678.42109 42 205 - 567.85371 - 1287 2525s 2756 1355 710.31130 44 201 - 567.85371 - 1290 2532s 2761 1357 673.83790 48 187 - 567.85371 - 1288 2535s 2769 1357 692.75801 48 182 - 567.85371 - 1288 2541s 2774 1356 622.50967 35 216 - 568.13500 - 1291 2549s 2776 1358 623.75721 37 221 - 568.13500 - 1290 2550s 2782 1362 652.12062 39 202 - 568.13500 - 1291 2556s 2784 1364 684.86949 42 192 - 568.13500 - 1293 2562s 2786 1366 654.71569 41 190 - 568.13500 - 1294 2565s 2791 1371 670.48735 45 199 - 568.13500 - 1294 2570s 2795 1373 736.54760 45 222 - 568.13500 - 1296 2576s 2797 1373 infeasible 48 - 568.13500 - 1298 2580s 2799 1371 infeasible 48 - 568.13500 - 1300 2585s 2803 1369 infeasible 47 - 568.13500 - 1303 2591s 2812 1369 746.39368 46 215 - 568.13500 - 1300 2595s 2823 1368 621.86886 34 215 - 568.15208 - 1298 2601s 2827 1372 632.97498 38 202 - 568.15208 - 1298 2605s 2832 1375 664.35629 41 195 - 568.15208 - 1299 2610s 2834 1377 679.68811 42 204 - 568.15208 - 1301 2615s 2840 1379 infeasible 45 - 568.15208 - 1303 2622s 2843 1382 688.93563 45 200 - 568.15208 - 1303 2625s 2848 1385 infeasible 49 - 568.15208 - 1304 2630s 2851 1384 infeasible 49 - 568.15208 - 1306 2635s 2854 1383 infeasible 49 - 568.15208 - 1308 2640s 2857 1380 infeasible 34 - 568.16627 - 1311 2646s 2859 1382 625.19602 39 219 - 568.17865 - 1312 2650s 2864 1387 646.84072 44 202 - 568.17865 - 1312 2655s 2867 1388 682.47410 45 205 - 568.17865 - 1314 2660s 2873 1390 679.36201 47 199 - 568.17865 - 1315 2665s 2879 1392 infeasible 50 - 568.17865 - 1315 2670s 2883 1394 infeasible 53 - 568.17865 - 1316 2675s 2885 1392 infeasible 51 - 568.17865 - 1319 2682s 2887 1392 627.42274 38 224 - 568.41593 - 1320 2685s 2893 1398 644.67365 44 209 - 568.41593 - 1320 2690s 2898 1401 683.61754 47 201 - 568.41593 - 1322 2697s 2903 1402 infeasible 50 - 568.41593 - 1321 2700s 2909 1408 706.36867 51 174 - 568.41593 - 1321 2705s 2913 1408 infeasible 53 - 568.41593 - 1323 2711s 2915 1406 infeasible 52 - 568.41593 - 1325 2715s 2917 1406 619.21798 33 228 - 568.42395 - 1328 2722s 2921 1410 635.25636 37 220 - 568.42395 - 1328 2725s 2925 1414 662.41081 39 217 - 568.42395 - 1329 2731s 2930 1419 649.63511 42 202 - 568.42395 - 1329 2735s 2933 1420 719.24829 42 205 - 568.42395 - 1332 2742s 2935 1422 673.30658 42 201 - 568.42395 - 1333 2745s 2945 1428 686.93073 45 191 - 568.42395 - 1332 2751s 2949 1428 infeasible 47 - 568.42395 - 1335 2758s 2951 1430 699.92700 47 181 - 568.42395 - 1335 2760s 2955 1428 infeasible 48 - 568.42395 - 1338 2768s 2956 1427 infeasible 48 - 568.42395 - 1341 2772s 2957 1428 608.45321 33 238 - 568.81107 - 1342 2776s 2962 1433 630.86731 37 223 - 568.81107 - 1343 2781s 2964 1435 649.32366 39 214 - 568.81107 - 1343 2785s 2968 1439 632.89174 40 213 - 568.81107 - 1344 2790s 2971 1442 639.79594 42 221 - 568.81107 - 1346 2795s 2973 1442 706.16275 42 201 - 568.81107 - 1348 2800s 2977 1446 667.07460 44 205 - 568.81107 - 1349 2805s 2983 1450 693.21264 45 183 - 568.81107 - 1349 2810s 2988 1451 infeasible 48 - 568.81107 - 1350 2815s 2989 1450 infeasible 48 - 568.81107 - 1352 2820s 2993 1452 infeasible 49 - 568.81107 - 1353 2826s 2996 1451 infeasible 49 - 568.81107 - 1356 2834s 2997 1452 772.23658 47 216 - 568.81107 - 1357 2837s 2998 1451 infeasible 49 - 568.81107 - 1359 2841s 3014 1455 infeasible 36 - 570.24905 - 1355 2846s 3016 1455 621.99072 39 215 - 570.54543 - 1357 2851s 3021 1460 642.45033 44 201 - 570.54543 - 1357 2856s 3024 1461 672.00475 43 213 - 570.54543 - 1358 2861s 3027 1464 665.02550 46 191 - 570.54543 - 1359 2865s 3033 1466 infeasible 49 - 570.54543 - 1359 2871s 3035 1466 685.82116 50 177 - 570.54543 - 1361 2875s 3039 1464 626.70147 32 211 - 572.14694 - 1362 2880s 3044 1469 646.60312 35 214 - 572.14694 - 1363 2885s 3053 1474 683.45818 42 201 - 572.14694 - 1362 2891s 3055 1474 infeasible 40 - 572.14694 - 1364 2896s 3057 1476 749.65563 43 213 - 572.14694 - 1366 2901s 3060 1479 742.39950 44 208 - 572.14694 - 1368 2907s 3066 1481 infeasible 49 - 572.14694 - 1368 2912s 3069 1480 611.09378 30 248 - 574.79570 - 1370 2917s 3072 1483 616.00501 33 227 - 574.79570 - 1370 2920s 3077 1488 626.24789 37 196 - 574.79570 - 1371 2927s 3079 1490 625.97124 38 219 - 574.79570 - 1372 2930s 3084 1495 627.45147 41 221 - 574.79570 - 1372 2935s 3092 1503 634.50967 48 209 - 574.79570 - 1371 2940s 3098 1509 650.25599 50 218 - 574.79570 - 1371 2945s 3103 1514 650.20067 55 207 - 574.79570 - 1371 2950s 3111 1522 651.01645 56 192 - 574.79570 - 1369 2955s 3116 1527 654.23988 58 201 - 574.79570 - 1370 2960s 3117 1526 infeasible 60 - 574.79570 - 1374 2969s 3118 1527 701.19779 59 177 - 574.79570 - 1376 2972s 3119 1526 infeasible 59 - 574.79570 - 1378 2977s 3120 1525 infeasible 59 - 574.79570 - 1381 2981s 3127 1532 708.23985 67 188 - 574.79570 - 1379 2985s 3133 1534 infeasible 71 - 574.79570 - 1380 2992s 3136 1537 717.94840 71 182 - 574.79570 - 1381 2995s 3141 1540 infeasible 74 - 574.79570 - 1384 3003s 3142 1539 infeasible 74 - 574.79570 - 1386 3008s 3144 1541 725.31434 74 175 - 574.79570 - 1387 3010s 3148 1541 infeasible 77 - 574.79570 - 1389 3015s 3151 1538 infeasible 23 - 574.79764 - 1391 3020s 3152 1537 infeasible 23 - 574.95899 - 1394 3026s 3154 1539 623.01269 26 239 - 575.34823 - 1395 3030s 3162 1547 643.45352 34 222 - 575.34823 - 1394 3036s 3164 1549 712.86380 35 200 - 575.34823 - 1397 3042s 3167 1550 infeasible 36 - 575.34823 - 1399 3049s 3168 1551 651.17142 36 221 - 575.34823 - 1399 3050s 3170 1551 infeasible 37 - 575.34823 - 1402 3056s 3172 1553 689.94141 36 209 - 575.34823 - 1404 3062s 3173 1552 infeasible 38 - 575.34823 - 1407 3067s 3176 1551 infeasible 39 - 575.34823 - 1407 3070s 3181 1556 694.84918 43 197 - 575.34823 - 1407 3075s 3186 1557 infeasible 44 - 575.34823 - 1408 3080s 3191 1556 620.33582 25 235 - 576.42195 - 1409 3085s 3197 1556 infeasible 29 - 576.42195 - 1409 3091s 3200 1557 infeasible 28 - 576.42195 - 1411 3096s 3205 1558 infeasible 32 - 576.42195 - 1411 3100s 3210 1557 584.37866 17 232 - 576.85567 - 1411 3105s 3215 1562 615.80300 22 231 - 576.85567 - 1413 3112s 3217 1564 598.46028 20 213 - 576.85567 - 1414 3116s 3221 1568 603.57604 24 215 - 576.85567 - 1414 3120s 3229 1570 660.58341 26 201 - 576.85567 - 1414 3127s 3230 1571 662.22399 27 207 - 576.85567 - 1415 3131s 3232 1573 665.38788 27 197 - 576.85567 - 1417 3135s 3241 1578 669.67107 30 212 - 576.85567 - 1415 3140s 3250 1577 infeasible 33 - 576.85567 - 1414 3145s 3259 1578 infeasible 33 - 576.85567 - 1414 3151s 3262 1575 infeasible 40 - 576.85569 - 1416 3155s 3264 1575 591.58936 17 226 - 577.89015 - 1417 3160s 3268 1579 609.20986 20 227 - 577.89015 - 1418 3180s 3274 1585 620.48173 24 226 - 577.89015 - 1418 3186s 3275 1586 641.80907 24 212 - 577.89015 - 1420 3190s 3277 1588 625.48542 25 212 - 577.89015 - 1422 3196s 3281 1592 632.23504 27 218 - 577.89015 - 1422 3200s 3286 1597 639.25112 31 190 - 577.89015 - 1422 3205s 3291 1602 645.61970 34 201 - 577.89015 - 1423 3211s 3293 1604 647.97542 32 203 - 577.89015 - 1425 3216s 3302 1613 652.22788 42 181 - 577.89015 - 1423 3220s 3311 1622 655.63831 46 182 - 577.89015 - 1421 3225s 3317 1628 674.46071 49 186 - 577.89015 - 1421 3231s 3324 1635 664.55091 53 170 - 577.89015 - 1420 3235s 3328 1639 663.34325 55 170 - 577.89015 - 1421 3240s 3336 1647 665.04413 61 183 - 577.89015 - 1420 3245s 3347 1658 667.85756 70 185 - 577.89015 - 1417 3250s 3362 1671 676.73854 80 168 - 577.89015 - 1413 3255s 3374 1677 684.89347 88 151 - 577.89015 - 1410 3260s 3384 1680 691.09970 93 141 - 577.89015 - 1408 3265s 3395 1690 697.29928 103 157 - 577.89015 - 1405 3270s 3406 1698 704.38509 112 150 - 577.89015 - 1403 3275s 3414 1706 703.62533 115 141 - 577.89015 - 1401 3280s 3424 1716 706.33571 122 144 - 577.89015 - 1399 3285s 3437 1723 708.25184 128 136 - 577.89015 - 1396 3290s 3445 1731 719.86503 130 127 - 577.89015 - 1396 3296s 3450 1734 713.97885 134 121 - 577.89015 - 1396 3300s 3455 1739 721.40790 136 123 - 577.89015 - 1397 3306s 3459 1743 716.63076 136 128 - 577.89015 - 1397 3310s 3466 1750 718.57667 141 125 - 577.89015 - 1396 3315s 3481 1763 724.17902 152 121 - 577.89015 - 1392 3320s 3492 1768 734.11567 158 118 - 577.89015 - 1390 3325s 3505 1779 737.26325 168 105 - 577.89015 - 1387 3330s 3514 1786 737.95506 169 112 - 577.89015 - 1386 3335s 3520 1791 741.84767 170 106 - 577.89015 - 1386 3341s 3529 1796 739.57727 178 128 - 577.89015 - 1384 3345s 3543 1796 641.67066 28 244 - 577.89162 - 1381 3352s 3547 1800 647.99123 32 234 - 577.89162 - 1381 3355s 3551 1804 654.91339 34 223 - 577.89162 - 1382 3362s 3553 1804 infeasible 36 - 577.89162 - 1385 3369s 3554 1805 659.27291 36 218 - 577.89162 - 1385 3370s 3558 1809 665.61828 39 209 - 577.89162 - 1386 3375s 3561 1808 infeasible 40 - 577.89162 - 1389 3382s 3567 1812 744.76849 44 206 - 577.89162 - 1387 3385s 3579 1808 infeasible 28 - 578.63137 - 1385 3390s 3583 1812 597.47275 21 237 - 580.74899 - 1385 3395s 3586 1815 602.87896 20 230 - 580.74899 - 1387 3400s 3595 1824 624.57725 24 196 - 580.74899 - 1385 3405s 3602 1831 679.19153 27 197 - 580.74899 - 1385 3410s 3608 1837 682.28340 30 196 - 580.74899 - 1386 3417s 3609 1838 646.93614 29 195 - 580.74899 - 1388 3420s 3611 1840 635.90011 30 190 - 580.74899 - 1389 3425s 3629 1858 654.41747 40 196 - 580.74899 - 1385 3430s 3648 1877 661.98164 51 177 - 580.74899 - 1379 3435s 3664 1891 670.93913 59 180 - 580.74899 - 1376 3440s 3683 1900 infeasible 49 - 580.83799 - 1371 3445s 3686 1899 594.08560 19 222 - 582.91699 - 1373 3453s 3688 1901 602.28411 20 212 - 582.91699 - 1375 3457s 3691 1904 607.76821 22 236 - 582.91699 - 1375 3460s 3695 1908 614.48249 26 232 - 582.91699 - 1375 3465s 3700 1911 663.32780 27 212 - 582.91699 - 1376 3470s 3704 1915 645.62249 32 220 - 582.91699 - 1377 3475s 3708 1915 infeasible 33 - 582.91699 - 1380 3484s 3709 1914 infeasible 32 - 582.91699 - 1380 3485s 3713 1912 infeasible 34 - 582.91699 - 1381 3491s 3715 1914 612.02411 22 214 - 583.08281 - 1382 3495s 3722 1921 633.85433 28 206 - 583.08281 - 1382 3501s 3724 1923 678.68447 30 203 - 583.08281 - 1383 3506s 3726 1925 644.99114 28 205 - 583.08281 - 1384 3510s 3734 1933 656.80995 35 199 - 583.08281 - 1383 3515s 3746 1945 663.84079 46 180 - 583.08281 - 1381 3520s 3760 1959 670.38689 59 174 - 583.08281 - 1378 3525s 3765 1964 670.52642 62 178 - 583.08281 - 1378 3530s 3772 1971 673.30611 67 146 - 583.08281 - 1377 3535s 3780 1973 682.81601 69 157 - 583.08281 - 1377 3540s 3789 1982 680.31983 76 158 - 583.08281 - 1375 3545s 3799 1988 705.25265 81 134 - 583.08281 - 1373 3550s 3804 1993 693.97627 88 143 - 583.08281 - 1373 3556s 3810 1999 696.79228 94 141 - 583.08281 - 1372 3560s 3821 2010 703.83374 104 131 - 583.08281 - 1370 3565s 3830 2019 707.65491 105 134 - 583.08281 - 1369 3570s 3837 2026 712.25026 105 132 - 583.08281 - 1369 3575s 3845 2034 717.73765 108 132 - 583.08281 - 1369 3580s 3848 2037 717.93491 111 147 - 583.08281 - 1370 3585s 3853 2042 718.89408 114 148 - 583.08281 - 1370 3590s 3861 2049 722.02194 118 150 - 583.08281 - 1369 3595s Cutting planes: Gomory: 17 Cover: 174 Implied bound: 85 Clique: 2 Flow cover: 211 GUB cover: 8 Zero half: 2 Explored 3868 nodes (5339222 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.840000000000e+02, gap -