Gurobi 5.0.1 (linux64) logging started Wed Jan 2 09:26:51 2013 Optimize a model with 20502 rows, 20200 columns and 89796 nonzeros Presolve removed 1093 rows and 200 columns Presolve time: 0.14s Presolved: 19409 rows, 20000 columns, 88174 nonzeros Variable types: 9900 continuous, 10100 integer (10100 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 22562 4.0770829e+02 1.445578e+01 0.000000e+00 5s 29968 4.2612697e+02 0.000000e+00 0.000000e+00 9s Root relaxation: objective 4.261270e+02, 29968 iterations, 8.81 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 426.12697 0 188 - 426.12697 - - 9s 0 0 484.43777 0 208 - 484.43777 - - 12s 0 0 493.29675 0 202 - 493.29675 - - 14s 0 0 494.93028 0 201 - 494.93028 - - 15s 0 0 496.39674 0 213 - 496.39674 - - 15s 0 0 497.46822 0 208 - 497.46822 - - 16s 0 0 498.18234 0 218 - 498.18234 - - 17s 0 0 498.66709 0 216 - 498.66709 - - 18s 0 0 498.79710 0 216 - 498.79710 - - 18s 0 0 499.06289 0 215 - 499.06289 - - 19s 0 0 499.22772 0 212 - 499.22772 - - 19s 0 0 499.46701 0 216 - 499.46701 - - 20s 0 0 499.46701 0 216 - 499.46701 - - 37s 0 2 499.47744 0 216 - 499.47744 - - 41s 2 4 503.95746 1 208 - 500.58108 - 1528 46s 5 7 506.26537 3 219 - 503.96480 - 1188 50s 13 15 511.54732 10 225 - 503.96480 - 854 55s 18 20 516.10672 13 211 - 503.96480 - 973 60s 25 23 522.26674 17 218 - 503.96480 - 956 65s 33 31 530.35041 22 194 - 503.96480 - 951 70s 41 37 550.75997 28 191 - 503.96480 - 928 75s 56 44 559.66770 39 193 - 503.96480 - 781 80s 66 46 516.08809 4 215 - 504.16723 - 807 85s 74 54 523.43344 10 188 - 504.16723 - 817 90s 80 60 527.91111 13 204 - 504.16723 - 838 95s 87 64 539.74192 16 197 - 504.16723 - 883 101s 91 65 540.61442 19 194 - 504.16723 - 872 105s 102 76 544.40328 29 196 - 504.16723 - 844 110s 115 86 560.42280 40 172 - 504.16723 - 819 115s 136 106 548.00979 60 198 - 504.16723 - 744 120s 153 121 549.61829 76 203 - 504.16723 - 710 125s 185 153 552.74538 108 189 - 504.16723 - 615 130s 217 185 554.57607 139 194 - 504.16723 - 545 135s 248 202 514.21652 2 201 - 504.16723 - 511 140s 252 206 526.99875 4 214 - 504.16723 - 548 147s 255 209 527.72058 7 215 - 504.16723 - 559 150s 266 220 524.65051 15 204 - 504.16723 - 568 155s 276 230 542.99280 22 185 - 504.16723 - 592 161s 281 235 528.31917 25 190 - 504.16723 - 604 165s 283 237 541.94643 26 189 - 504.16723 - 624 171s 289 243 531.14552 30 195 - 504.16723 - 634 175s 300 254 549.30557 39 181 - 504.16723 - 638 180s 321 275 538.64450 55 191 - 504.16723 - 619 185s 332 284 542.11377 63 190 - 504.16723 - 618 190s 348 296 552.55804 75 190 - 504.16723 - 614 195s 358 304 560.92608 82 169 - 504.16723 - 623 200s 367 311 562.97616 87 188 - 504.16723 - 626 205s 378 320 565.77797 97 190 - 504.16723 - 622 210s 394 334 571.60027 108 170 - 504.16723 - 621 216s 402 342 575.34327 113 175 - 504.16723 - 630 220s 410 348 579.51390 118 174 - 504.16723 - 637 225s 420 356 580.59870 125 166 - 504.16723 - 642 230s 429 355 521.37585 4 204 - 505.20828 - 648 235s 436 362 523.52062 7 196 - 505.20828 - 658 240s 448 374 527.72366 14 198 - 505.20828 - 661 245s 457 383 530.10841 20 204 - 505.20828 - 667 250s 470 396 556.29863 28 186 - 505.20828 - 674 258s 474 400 534.26836 30 194 - 505.20828 - 676 260s 489 413 541.03393 35 186 - 505.20828 - 673 265s 499 419 551.77483 41 169 - 505.20828 - 680 270s 506 426 553.17611 46 170 - 505.20828 - 686 275s 512 428 infeasible 49 - 505.20828 - 699 280s 517 431 558.75854 50 171 - 505.20828 - 710 285s 536 436 572.79815 55 182 - 505.20828 - 704 290s 549 447 591.09878 59 172 - 505.20828 - 705 296s 562 460 577.06487 67 180 - 505.20828 - 698 300s 567 465 579.81245 70 173 - 505.20828 - 705 305s 576 472 583.50880 75 164 - 505.20828 - 709 310s 591 487 588.75539 87 171 - 505.20828 - 705 315s 599 495 606.52506 89 172 - 505.20828 - 711 320s 603 497 541.12738 35 190 - 505.20828 - 706 335s 605 499 555.00443 149 191 - 505.20828 - 704 342s 607 500 541.95606 27 197 - 510.33589 - 701 346s 609 501 519.72847 5 219 - 514.49280 - 699 351s 611 503 579.12702 153 232 - 517.53151 - 697 355s 614 505 522.03382 8 220 - 519.41424 - 693 361s 616 506 520.99334 5 220 - 520.99334 - 691 365s 620 509 555.00443 149 232 - 521.66158 - 687 384s 621 509 573.82732 111 232 - 521.66158 - 686 385s 622 510 544.12721 28 232 - 521.66158 - 684 395s 623 513 522.44401 14 227 - 521.98710 - 774 415s 624 512 523.09755 14 218 - 522.85146 - 774 432s 625 513 523.15648 15 220 - 522.85146 - 774 451s 627 512 infeasible 16 - 522.85146 - 779 455s 629 513 538.85913 17 214 - 522.85146 - 784 462s 632 514 536.64858 19 220 - 522.85146 - 787 468s 635 516 526.40366 21 216 - 522.85146 - 786 471s 639 514 infeasible 23 - 522.85146 - 792 475s 646 517 529.52732 27 207 - 522.85146 - 791 481s 649 517 534.74689 28 206 - 522.85146 - 793 485s 655 516 530.07424 16 208 - 523.15580 - 800 491s 659 518 530.99751 19 213 - 523.15580 - 800 495s 663 520 533.08796 21 209 - 523.15580 - 806 501s 667 523 533.58859 23 206 - 523.15580 - 809 505s 671 524 536.64866 25 205 - 523.15580 - 817 510s 676 527 542.86076 27 203 - 523.15580 - 821 515s 680 528 infeasible 29 - 523.15580 - 832 521s 683 528 544.17129 31 199 - 523.15580 - 835 525s 690 528 547.13871 34 194 - 523.15580 - 841 531s 696 532 550.36067 37 203 - 523.15580 - 840 535s 702 534 561.37519 40 196 - 523.15580 - 844 540s 707 536 559.82122 43 200 - 523.15580 - 849 545s 711 538 561.41582 45 196 - 523.15580 - 854 550s 718 543 563.66299 48 191 - 523.15580 - 855 555s 724 547 571.57526 51 181 - 523.15580 - 857 560s 730 551 575.27910 54 190 - 523.15580 - 862 565s 737 556 565.53317 58 194 - 523.15580 - 863 570s 742 559 583.07832 60 184 - 523.15580 - 870 576s 746 562 586.73420 62 185 - 523.15580 - 876 581s 750 564 578.56742 64 211 - 523.15580 - 881 586s 754 567 584.23134 66 203 - 523.15580 - 887 591s 758 570 610.28138 68 208 - 523.15580 - 889 595s 762 572 592.00833 70 194 - 523.15580 - 894 600s 765 574 591.19508 72 192 - 523.15580 - 901 605s 772 577 infeasible 75 - 523.15580 - 907 611s 776 578 609.90653 77 203 - 523.15580 - 916 617s 780 578 infeasible 79 - 523.15580 - 924 622s 785 580 601.33739 82 215 - 523.15580 - 925 625s 788 580 639.12653 83 205 - 523.15580 - 933 630s 790 581 610.92028 84 217 - 523.15580 - 933 635s 802 577 infeasible 88 - 523.15580 - 928 640s 808 577 535.64730 17 222 - 526.16567 - 930 645s 819 580 542.19937 22 200 - 526.16567 - 928 650s 825 584 552.81019 25 212 - 526.16567 - 930 655s 828 586 584.09528 27 211 - 526.16567 - 936 660s 834 590 583.68588 30 213 - 526.16567 - 939 665s 845 592 607.43589 35 210 - 526.16567 - 935 670s 854 588 531.95119 27 209 - 526.18222 - 938 676s 856 589 535.44349 28 206 - 526.18222 - 941 680s 866 596 536.48548 33 202 - 526.18222 - 935 685s 872 600 539.49821 37 192 - 526.18222 - 938 690s 874 601 543.63678 36 195 - 526.18222 - 944 695s 879 604 544.16288 38 198 - 526.18222 - 947 700s 890 611 543.76908 42 199 - 526.18222 - 942 705s 905 617 infeasible 48 - 526.18222 - 932 710s 914 619 infeasible 54 - 526.18222 - 931 715s 925 625 566.36010 59 197 - 526.18222 - 926 720s 936 628 575.48372 64 204 - 526.18222 - 921 725s 945 634 579.37388 66 199 - 526.18222 - 918 730s 966 645 591.26141 80 197 - 526.18222 - 904 735s 984 649 537.27186 29 214 - 526.40557 - 895 740s 988 652 545.54946 31 205 - 526.40557 - 900 745s 997 656 545.38820 35 203 - 526.40557 - 899 751s 1004 661 549.49335 35 203 - 526.40557 - 897 755s 1009 664 583.03013 36 206 - 526.40557 - 903 760s 1019 667 infeasible 37 - 526.40557 - 900 765s 1028 669 563.45053 42 211 - 526.40557 - 897 770s 1041 676 577.43545 50 202 - 526.40557 - 893 775s 1059 688 578.93122 63 213 - 526.40557 - 883 780s 1084 693 527.84940 22 215 - 526.41208 - 870 785s 1090 697 534.46822 27 215 - 526.41208 - 872 790s 1095 698 547.68432 26 226 - 526.41208 - 874 795s 1098 700 552.33993 27 219 - 526.41208 - 878 800s 1105 705 558.41022 33 203 - 526.41208 - 880 806s 1113 708 561.29215 39 216 - 526.41208 - 878 810s 1118 707 595.20825 37 211 - 526.41208 - 881 815s 1126 708 infeasible 41 - 526.41208 - 886 823s 1131 707 infeasible 43 - 526.41208 - 884 825s 1136 709 infeasible 45 - 526.41208 - 888 830s 1144 710 618.05298 51 194 - 526.41208 - 890 837s 1149 707 infeasible 52 - 526.41208 - 890 840s 1155 705 552.29383 26 224 - 527.68775 - 893 846s 1160 705 582.48809 29 210 - 527.68775 - 897 851s 1163 703 574.69209 28 207 - 527.68775 - 901 855s 1174 702 535.52568 25 224 - 527.86008 - 897 860s 1177 704 590.99025 27 220 - 527.86008 - 901 865s 1185 699 548.04581 23 226 - 528.38462 - 905 871s 1188 701 563.15110 25 221 - 528.38462 - 908 875s 1190 703 589.62775 25 224 - 528.38462 - 914 881s 1192 704 600.76592 26 211 - 528.38462 - 920 886s 1197 705 606.58137 28 208 - 528.38462 - 920 890s 1203 701 651.71379 28 219 - 528.38462 - 923 895s 1208 701 552.25880 25 215 - 530.09118 - 927 900s 1211 703 573.10275 27 214 - 530.09118 - 931 905s 1217 705 589.11772 31 222 - 530.09118 - 934 910s 1222 704 infeasible 31 - 530.09118 - 939 916s 1226 701 infeasible 33 - 530.09118 - 941 920s 1230 703 540.06647 19 209 - 530.09961 - 944 925s 1236 707 545.56319 23 208 - 530.09961 - 945 930s 1241 711 592.31127 27 193 - 530.09961 - 950 936s 1246 714 566.43932 28 208 - 530.09961 - 953 941s 1248 715 577.45044 27 195 - 530.09961 - 956 945s 1252 718 593.50912 30 190 - 530.09961 - 963 952s 1257 721 583.80124 36 212 - 530.09961 - 962 955s 1262 725 591.64169 40 188 - 530.09961 - 964 960s 1266 727 594.08770 41 196 - 530.09961 - 967 965s 1268 727 593.83819 41 193 - 530.09961 - 973 971s 1272 729 595.80077 45 197 - 530.09961 - 973 975s 1281 735 600.07102 50 192 - 530.09961 - 973 981s 1287 739 601.67766 54 182 - 530.09961 - 973 985s 1300 744 606.65953 64 179 - 530.09961 - 968 990s 1305 745 infeasible 68 - 530.09961 - 971 996s 1308 745 649.82611 68 181 - 530.09961 - 978 1002s 1313 747 657.44577 71 181 - 530.09961 - 978 1005s 1325 753 666.02320 80 174 - 530.09961 - 972 1010s 1346 757 687.28314 92 181 - 530.09961 - 963 1015s 1351 756 540.57412 18 219 - 530.64147 - 967 1021s 1358 761 546.29990 25 198 - 530.64147 - 966 1025s 1364 765 585.45640 27 196 - 530.64147 - 973 1033s 1365 763 infeasible 30 - 530.64147 - 978 1038s 1366 764 585.60275 30 199 - 530.64147 - 983 1042s 1367 765 592.76553 28 198 - 530.64147 - 986 1045s 1374 769 591.12933 34 193 - 530.64147 - 986 1050s 1378 771 597.79375 34 189 - 530.64147 - 988 1055s 1382 774 601.24463 34 187 - 530.64147 - 992 1060s 1387 777 614.79745 37 183 - 530.64147 - 995 1065s 1394 778 613.34012 40 210 - 530.64147 - 996 1070s 1403 784 628.59002 48 209 - 530.64147 - 994 1075s 1411 780 558.60461 28 220 - 531.03980 - 995 1080s 1415 783 579.35878 31 205 - 531.03980 - 998 1085s 1425 785 infeasible 37 - 531.03980 - 998 1090s 1437 781 infeasible 43 - 531.03980 - 995 1095s 1442 783 567.69582 22 223 - 531.08959 - 999 1101s 1446 785 561.20554 23 220 - 531.08959 - 1001 1105s 1448 785 infeasible 24 - 531.08959 - 1007 1111s 1450 786 590.32989 25 218 - 531.08959 - 1010 1118s 1451 787 586.25689 25 226 - 531.08959 - 1013 1123s 1452 787 624.38818 23 210 - 531.08959 - 1019 1132s 1455 789 587.85729 27 222 - 531.08959 - 1018 1135s 1460 793 595.40715 29 208 - 531.08959 - 1018 1140s 1464 795 606.38402 33 206 - 531.08959 - 1018 1145s 1467 793 642.80604 34 210 - 531.08959 - 1024 1155s 1472 791 533.98267 20 211 - 531.51921 - 1024 1161s 1474 792 538.22416 21 236 - 531.51921 - 1027 1165s 1482 797 555.87234 28 210 - 531.51921 - 1029 1171s 1487 799 558.95070 30 205 - 531.51921 - 1029 1175s 1495 804 564.92730 33 221 - 531.51921 - 1029 1180s 1499 807 593.70730 34 207 - 531.51921 - 1032 1185s 1503 809 572.27131 36 205 - 531.51921 - 1034 1190s 1510 814 573.86934 40 205 - 531.51921 - 1034 1195s 1517 819 590.24669 45 196 - 531.51921 - 1034 1201s 1520 821 672.16331 45 208 - 531.51921 - 1041 1209s 1521 821 635.97196 44 207 - 531.51921 - 1045 1213s 1522 822 621.33676 45 199 - 531.51921 - 1046 1215s 1531 826 625.25853 51 196 - 531.51921 - 1044 1220s 1538 831 640.29964 52 200 - 531.51921 - 1045 1226s 1541 833 631.14279 54 190 - 531.51921 - 1047 1230s 1550 833 638.28080 58 186 - 531.51921 - 1046 1235s 1558 834 658.13370 63 187 - 531.51921 - 1046 1240s 1569 839 665.86189 73 193 - 531.51921 - 1042 1245s 1597 858 674.01778 96 204 - 531.51921 - 1027 1250s 1612 856 557.07599 20 234 - 531.54677 - 1025 1257s 1614 857 535.79876 19 239 - 531.54677 - 1027 1260s 1618 860 540.68610 22 209 - 531.54677 - 1029 1265s 1626 865 545.89685 28 209 - 531.54677 - 1030 1270s 1632 869 553.41567 30 216 - 531.54677 - 1031 1275s 1638 873 556.20141 32 199 - 531.54677 - 1033 1280s 1642 874 561.93962 34 191 - 531.54677 - 1037 1285s 1653 879 587.52898 42 201 - 531.54677 - 1035 1291s 1664 880 633.07023 48 184 - 531.54677 - 1033 1295s 1673 876 550.56329 29 221 - 532.34803 - 1033 1301s 1677 876 576.41643 31 204 - 532.34803 - 1034 1305s 1689 882 591.42158 39 212 - 532.34803 - 1032 1310s 1699 880 564.42362 29 207 - 533.06470 - 1031 1316s 1704 879 574.57755 31 205 - 533.06470 - 1034 1320s 1716 885 583.95604 39 212 - 533.06470 - 1031 1325s 1729 884 536.63820 29 214 - 533.09325 - 1028 1330s 1736 889 562.20049 32 202 - 533.09325 - 1029 1336s 1738 890 572.53322 35 205 - 533.09325 - 1032 1340s 1744 890 infeasible 38 - 533.09325 - 1033 1345s 1754 897 611.62974 47 205 - 533.09325 - 1032 1350s 1761 899 602.93085 49 190 - 533.09325 - 1033 1355s 1778 907 infeasible 62 - 533.09325 - 1026 1360s 1797 919 611.12752 82 174 - 533.09325 - 1018 1365s 1812 920 535.93013 23 217 - 533.10309 - 1013 1370s 1815 922 545.08801 25 209 - 533.10309 - 1016 1375s 1818 924 575.60614 26 211 - 533.10309 - 1019 1380s 1820 926 577.69605 25 216 - 533.10309 - 1024 1387s 1821 924 infeasible 27 - 533.10309 - 1028 1391s 1826 928 590.87848 29 198 - 533.10309 - 1029 1395s 1832 932 591.08680 32 203 - 533.10309 - 1030 1400s 1840 937 597.68530 36 192 - 533.10309 - 1030 1406s 1843 939 606.27811 37 199 - 533.10309 - 1032 1410s 1847 941 599.25992 39 195 - 533.10309 - 1033 1420s 1850 941 infeasible 41 - 533.10309 - 1039 1427s 1851 939 infeasible 40 - 533.10309 - 1043 1430s 1854 935 infeasible 42 - 533.10309 - 1049 1437s 1857 937 561.36154 24 210 - 533.72168 - 1051 1441s 1859 937 infeasible 25 - 533.72168 - 1054 1445s 1861 935 575.58124 25 211 - 533.72168 - 1059 1455s 1871 932 535.72384 18 226 - 533.72341 - 1058 1460s 1876 935 548.98694 22 231 - 533.72341 - 1059 1465s 1885 941 563.41657 30 219 - 533.72341 - 1058 1470s 1890 944 568.51936 32 209 - 533.72341 - 1059 1475s 1894 945 567.34044 35 209 - 533.72341 - 1060 1480s 1900 945 infeasible 37 - 533.72341 - 1062 1487s 1902 944 infeasible 38 - 533.72341 - 1066 1492s 1906 945 576.55703 42 217 - 533.72341 - 1065 1495s 1914 950 584.53069 48 211 - 533.72341 - 1064 1500s 1921 955 592.25686 51 202 - 533.72341 - 1064 1505s 1929 948 549.80262 17 215 - 533.86561 - 1065 1511s 1933 951 559.28602 21 231 - 533.86561 - 1065 1515s 1937 948 infeasible 22 - 533.86561 - 1067 1520s 1939 945 infeasible 20 - 533.86561 - 1070 1525s 1943 948 553.32671 26 211 - 534.67995 - 1072 1532s 1945 949 566.53072 27 198 - 534.67995 - 1075 1536s 1947 950 587.57665 27 204 - 534.67995 - 1077 1541s 1949 948 infeasible 28 - 534.67995 - 1083 1548s 1951 949 581.29437 28 204 - 534.67995 - 1085 1551s 1953 948 infeasible 30 - 534.67995 - 1087 1555s 1956 946 infeasible 30 - 534.67995 - 1091 1561s 1958 946 549.30924 28 225 - 534.70526 - 1095 1566s 1961 948 555.00891 31 228 - 534.70526 - 1095 1570s 1970 948 585.43956 35 206 - 534.70526 - 1095 1576s 1975 943 547.31467 21 214 - 534.71484 - 1097 1581s 1978 945 553.46817 23 210 - 534.71484 - 1098 1585s 1980 946 574.53307 24 214 - 534.71484 - 1101 1590s 1985 950 575.62166 26 216 - 534.71484 - 1102 1595s 1992 952 585.62290 28 204 - 534.71484 - 1102 1600s 1997 956 587.26756 33 201 - 534.71484 - 1101 1605s 1999 957 587.22482 31 200 - 534.71484 - 1104 1610s 2013 966 605.74852 43 196 - 534.71484 - 1101 1617s 2017 969 591.53717 48 188 - 534.71484 - 1100 1620s 2023 973 594.84849 52 197 - 534.71484 - 1100 1625s 2029 975 613.05463 55 191 - 534.71484 - 1100 1630s 2038 981 618.63390 63 191 - 534.71484 - 1099 1635s 2048 988 626.64320 71 199 - 534.71484 - 1095 1640s 2061 996 631.68935 81 200 - 534.71484 - 1092 1645s 2067 994 infeasible 82 - 534.71484 - 1093 1650s 2071 995 651.52256 87 190 - 534.71484 - 1095 1655s 2086 1001 661.55803 97 192 - 534.71484 - 1090 1660s 2107 993 538.07275 23 224 - 534.74841 - 1084 1667s 2109 994 567.89716 24 221 - 534.74841 - 1085 1670s 2118 1000 573.58818 30 207 - 534.74841 - 1085 1675s 2125 1005 574.89785 32 206 - 534.74841 - 1085 1680s 2133 1010 587.47788 36 206 - 534.74841 - 1087 1687s 2135 1012 587.15786 35 201 - 534.74841 - 1088 1690s 2136 1010 infeasible 37 - 534.74841 - 1093 1696s 2139 1010 595.17899 37 191 - 534.74841 - 1095 1700s 2141 1008 infeasible 37 - 534.74841 - 1102 1707s 2142 1006 infeasible 38 - 534.74841 - 1106 1712s 2144 1006 infeasible 39 - 534.74841 - 1107 1716s 2145 1004 infeasible 39 - 534.74841 - 1111 1720s 2150 1008 555.71691 35 232 - 534.81356 - 1111 1725s 2157 1008 577.29563 36 215 - 534.81356 - 1113 1732s 2158 1009 588.27925 37 226 - 534.81356 - 1115 1735s 2169 1012 592.72141 47 227 - 534.81356 - 1111 1740s 2182 1015 558.36034 33 215 - 534.89821 - 1107 1745s 2186 1019 575.90353 34 213 - 534.89821 - 1110 1751s 2189 1022 573.06927 35 214 - 534.89821 - 1111 1755s 2195 1022 infeasible 37 - 534.89821 - 1112 1760s 2201 1020 infeasible 38 - 534.89821 - 1113 1765s 2209 1026 559.60959 34 223 - 535.00700 - 1113 1771s 2212 1029 559.67979 34 225 - 535.00700 - 1114 1775s 2221 1038 577.29154 41 201 - 535.00700 - 1114 1781s 2231 1044 585.65794 46 187 - 535.00700 - 1112 1785s 2242 1055 585.10607 55 195 - 535.00700 - 1109 1790s 2261 1072 591.58308 70 190 - 535.00700 - 1102 1795s 2274 1075 554.08438 29 234 - 535.02078 - 1099 1800s 2286 1087 573.91274 41 240 - 535.02078 - 1096 1806s 2288 1089 572.07195 40 219 - 535.02078 - 1098 1810s 2294 1095 598.76087 43 228 - 535.02078 - 1099 1816s 2296 1097 618.78584 46 224 - 535.02078 - 1101 1820s 2306 1101 infeasible 53 - 535.02078 - 1101 1826s 2308 1101 551.49528 26 235 - 535.44357 - 1102 1830s 2322 1115 570.35466 40 221 - 535.44357 - 1099 1835s 2325 1118 570.04546 40 228 - 535.44357 - 1100 1840s 2330 1123 603.89671 40 225 - 535.44357 - 1104 1849s 2331 1124 606.83227 42 222 - 535.44357 - 1106 1851s 2334 1127 612.13636 43 227 - 535.44357 - 1108 1857s 2341 1126 538.53118 29 238 - 535.44932 - 1107 1860s 2345 1128 571.60549 32 213 - 535.44932 - 1109 1865s 2349 1128 566.15052 32 204 - 535.44932 - 1111 1871s 2353 1126 554.57810 29 227 - 535.58585 - 1114 1878s 2356 1129 559.20134 32 220 - 535.58585 - 1114 1880s 2364 1129 538.70001 31 229 - 535.64741 - 1113 1885s 2368 1131 572.58601 34 220 - 535.64741 - 1116 1891s 2373 1130 554.82370 31 233 - 535.65707 - 1116 1895s 2378 1133 589.29460 35 218 - 535.65707 - 1117 1900s 2389 1136 554.08230 32 222 - 535.65886 - 1116 1906s 2392 1139 587.65768 33 199 - 535.65886 - 1119 1912s 2394 1139 infeasible 35 - 535.65886 - 1121 1917s 2397 1140 infeasible 37 - 535.65886 - 1124 1922s 2401 1136 infeasible 18 - 535.67504 - 1124 1925s 2407 1142 547.74527 21 236 - 535.73252 - 1125 1930s 2411 1146 555.11391 24 229 - 535.73252 - 1126 1935s 2418 1153 556.06731 29 216 - 535.73252 - 1126 1940s 2425 1158 560.62906 35 219 - 535.73252 - 1126 1945s 2427 1160 575.01203 34 215 - 535.73252 - 1129 1950s 2428 1159 infeasible 35 - 535.73252 - 1133 1955s 2431 1160 578.45951 36 221 - 535.73252 - 1135 1960s 2440 1165 infeasible 43 - 535.73252 - 1135 1967s 2444 1165 559.30445 20 225 - 535.90583 - 1137 1971s 2447 1168 552.21700 22 217 - 535.90583 - 1138 1975s 2453 1172 infeasible 27 - 535.90583 - 1140 1982s 2455 1172 infeasible 29 - 535.90583 - 1141 1985s 2461 1174 infeasible 31 - 535.90583 - 1142 1990s 2469 1182 577.94541 34 195 - 535.90583 - 1142 1996s 2474 1187 580.78294 34 196 - 535.90583 - 1142 2000s 2484 1197 587.49325 42 188 - 535.90583 - 1140 2005s 2494 1195 infeasible 45 - 535.90583 - 1139 2010s 2498 1195 563.37411 24 222 - 535.94866 - 1141 2015s 2501 1198 571.66941 25 215 - 535.94866 - 1143 2020s 2503 1200 603.27741 26 213 - 535.94866 - 1146 2025s 2506 1201 infeasible 27 - 535.94866 - 1148 2030s 2510 1205 630.88823 30 200 - 535.94866 - 1151 2037s 2511 1204 infeasible 30 - 535.94866 - 1153 2040s 2513 1202 infeasible 31 - 535.94866 - 1156 2045s 2518 1203 585.68704 31 219 - 535.94866 - 1158 2050s 2520 1205 645.02911 32 215 - 535.94866 - 1162 2057s 2521 1206 600.27380 31 194 - 535.94866 - 1163 2060s 2529 1212 infeasible 34 - 535.94866 - 1163 2065s 2533 1214 612.25958 37 202 - 535.94866 - 1165 2070s 2542 1221 infeasible 45 - 535.94866 - 1166 2077s 2546 1223 619.56355 45 188 - 535.94866 - 1166 2080s 2556 1231 641.38021 53 196 - 535.94866 - 1165 2086s 2560 1235 644.99022 55 205 - 535.94866 - 1166 2091s 2567 1238 667.82833 57 199 - 535.94866 - 1166 2096s 2573 1244 653.96524 62 203 - 535.94866 - 1166 2100s 2583 1252 663.35882 67 191 - 535.94866 - 1164 2105s 2596 1265 673.78186 75 185 - 535.94866 - 1161 2110s 2612 1281 680.63923 85 174 - 535.94866 - 1157 2115s 2624 1279 550.94960 28 226 - 536.43717 - 1157 2121s 2635 1290 559.66936 39 229 - 536.43717 - 1154 2126s 2639 1294 576.19805 41 226 - 536.43717 - 1155 2130s 2648 1303 601.16138 47 219 - 536.43717 - 1154 2135s 2657 1300 544.76037 25 201 - 536.43944 - 1155 2143s 2658 1301 612.08210 26 211 - 536.43944 - 1160 2151s 2664 1303 654.47740 29 201 - 536.43944 - 1159 2155s 2673 1305 715.74484 35 210 - 536.43944 - 1158 2160s 2682 1307 565.71357 27 216 - 536.73605 - 1159 2168s 2683 1306 infeasible 28 - 536.73605 - 1161 2171s 2684 1307 568.81919 28 207 - 536.73605 - 1162 2175s 2687 1310 618.39669 30 207 - 536.73605 - 1165 2181s 2689 1308 infeasible 30 - 536.73605 - 1168 2188s 2690 1309 583.71674 28 204 - 536.73605 - 1171 2192s 2691 1310 656.27111 29 203 - 536.73605 - 1173 2197s 2697 1316 629.09696 36 193 - 536.73605 - 1171 2200s 2709 1318 infeasible 41 - 536.73605 - 1171 2206s 2716 1319 554.81582 32 222 - 536.75013 - 1171 2210s 2721 1324 595.68815 36 206 - 536.75013 - 1173 2217s 2722 1325 609.24657 35 210 - 536.75013 - 1175 2220s 2725 1326 607.55443 37 216 - 536.75013 - 1177 2225s 2729 1328 614.34674 38 209 - 536.75013 - 1178 2230s 2736 1329 625.52938 39 207 - 536.75013 - 1178 2235s 2747 1330 555.09943 21 219 - 536.93704 - 1177 2241s 2749 1332 584.70832 23 224 - 536.93704 - 1179 2245s 2756 1339 576.90581 28 210 - 536.93704 - 1179 2250s 2763 1344 591.03835 34 202 - 536.93704 - 1180 2256s 2766 1343 infeasible 36 - 536.93704 - 1182 2261s 2770 1345 603.67276 38 221 - 536.93704 - 1183 2265s 2777 1352 610.32102 42 225 - 536.93704 - 1183 2270s 2778 1352 611.98609 41 204 - 536.93704 - 1183 2289s 2780 1354 611.64034 43 221 - 536.93704 - 1183 2290s 2787 1361 620.30536 48 204 - 536.93704 - 1183 2295s 2794 1362 620.57609 49 208 - 536.93704 - 1183 2300s 2802 1362 542.09288 33 221 - 536.94780 - 1183 2305s 2807 1365 566.61081 36 206 - 536.94780 - 1184 2310s 2809 1363 infeasible 37 - 536.94780 - 1187 2315s 2816 1362 546.98702 33 221 - 536.95625 - 1188 2321s 2821 1365 587.60754 37 208 - 536.95625 - 1188 2325s 2824 1364 infeasible 36 - 536.95625 - 1190 2330s 2829 1363 589.80407 37 203 - 536.95625 - 1192 2335s 2834 1362 559.49906 21 230 - 537.07454 - 1192 2340s 2839 1367 596.09367 25 221 - 537.07454 - 1193 2345s 2844 1372 621.40101 29 217 - 537.07454 - 1194 2350s 2853 1377 647.23626 36 214 - 537.07454 - 1193 2355s 2858 1374 549.30890 19 231 - 537.13216 - 1196 2363s 2862 1374 infeasible 22 - 537.13216 - 1195 2365s 2865 1373 570.23675 24 210 - 537.16274 - 1197 2370s 2869 1375 infeasible 27 - 537.16274 - 1198 2375s 2874 1376 infeasible 28 - 537.16274 - 1200 2380s 2877 1375 infeasible 29 - 537.16274 - 1202 2385s 2881 1379 563.39067 24 237 - 537.25263 - 1203 2390s 2887 1385 568.54269 27 230 - 537.25263 - 1204 2395s 2893 1391 581.80509 31 232 - 537.25263 - 1205 2401s 2898 1396 622.89842 35 209 - 537.25263 - 1206 2407s 2902 1400 600.03710 37 218 - 537.25263 - 1206 2410s 2907 1405 614.97240 39 205 - 537.25263 - 1207 2415s 2913 1411 624.35552 39 197 - 537.25263 - 1207 2420s 2916 1412 infeasible 39 - 537.25263 - 1209 2425s 2921 1408 627.02776 41 195 - 537.25263 - 1211 2434s 2923 1410 630.50551 43 204 - 537.25263 - 1210 2435s 2928 1407 infeasible 44 - 537.25263 - 1212 2440s 2931 1410 564.63952 24 207 - 537.25589 - 1214 2446s 2932 1409 infeasible 25 - 537.25589 - 1216 2450s 2934 1411 602.75885 26 222 - 537.25589 - 1218 2455s 2936 1413 598.54271 25 204 - 537.25589 - 1222 2464s 2937 1412 infeasible 27 - 537.25589 - 1224 2468s 2938 1412 592.54824 27 218 - 537.25589 - 1225 2473s 2941 1415 621.87109 28 202 - 537.25589 - 1225 2475s 2950 1418 infeasible 33 - 537.25589 - 1224 2480s 2955 1415 infeasible 23 - 537.37225 - 1225 2485s 2961 1419 551.29021 24 231 - 537.50919 - 1225 2490s 2963 1421 568.53007 25 224 - 537.50919 - 1227 2497s 2964 1422 581.94383 24 202 - 537.50919 - 1229 2500s 2973 1431 565.90709 33 208 - 537.50919 - 1227 2505s 2978 1436 573.31358 35 213 - 537.50919 - 1228 2511s 2981 1439 588.63261 36 204 - 537.50919 - 1230 2515s 2988 1446 578.10176 41 188 - 537.50919 - 1229 2520s 2991 1447 infeasible 41 - 537.50919 - 1232 2527s 2994 1450 586.30187 43 208 - 537.50919 - 1232 2531s 2998 1454 595.06425 45 177 - 537.50919 - 1233 2535s 3001 1457 608.40983 47 199 - 537.50919 - 1234 2540s 3003 1458 632.72418 48 182 - 537.50919 - 1237 2545s 3013 1468 608.26158 57 184 - 537.50919 - 1235 2550s 3018 1473 620.51803 59 190 - 537.50919 - 1235 2555s 3020 1473 627.58357 59 186 - 537.50919 - 1238 2562s 3025 1478 624.22597 64 193 - 537.50919 - 1237 2565s 3038 1491 627.08063 74 188 - 537.50919 - 1233 2570s 3050 1497 644.37446 79 181 - 537.50919 - 1231 2575s 3060 1503 648.26899 82 169 - 537.50919 - 1229 2580s 3070 1507 infeasible 85 - 537.50919 - 1227 2585s 3076 1511 667.39078 89 181 - 537.50919 - 1228 2590s 3083 1516 668.77879 91 170 - 537.50919 - 1228 2595s 3094 1521 infeasible 95 - 537.50919 - 1228 2600s 3099 1518 551.57193 28 227 - 537.56856 - 1228 2605s 3107 1526 566.81392 35 219 - 537.56856 - 1227 2610s 3112 1531 575.28911 38 222 - 537.56856 - 1228 2615s 3117 1536 596.53842 41 215 - 537.56856 - 1229 2620s 3122 1541 599.57812 43 204 - 537.56856 - 1229 2625s 3127 1545 607.57861 44 205 - 537.56856 - 1230 2631s 3135 1543 551.70508 31 224 - 537.94054 - 1229 2636s 3143 1551 561.32987 38 227 - 537.94054 - 1229 2642s 3145 1553 571.44698 39 215 - 537.94054 - 1230 2645s 3150 1556 infeasible 40 - 537.94054 - 1233 2655s 3154 1557 581.24047 42 215 - 537.94054 - 1234 2661s 3159 1560 infeasible 47 - 537.94054 - 1234 2665s 3163 1564 589.25404 49 209 - 537.94054 - 1235 2670s 3173 1564 559.36383 27 210 - 538.14198 - 1234 2676s 3179 1570 570.14678 30 217 - 538.14198 - 1234 2680s 3182 1571 589.08437 32 199 - 538.14198 - 1235 2685s 3187 1572 infeasible 36 - 538.14198 - 1237 2691s 3190 1571 610.02006 34 220 - 538.14198 - 1238 2696s 3196 1575 infeasible 39 - 538.14198 - 1237 2700s 3200 1573 544.28013 35 215 - 538.15044 - 1238 2705s 3206 1577 576.86026 40 212 - 538.15044 - 1239 2711s 3209 1578 infeasible 42 - 538.15044 - 1240 2715s 3214 1575 548.94380 35 216 - 538.15794 - 1242 2721s 3220 1579 588.46197 40 209 - 538.15794 - 1241 2726s 3223 1581 589.41215 41 202 - 538.15794 - 1243 2732s 3233 1579 540.62142 28 211 - 538.16178 - 1240 2735s 3237 1583 576.39984 31 215 - 538.16178 - 1241 2740s 3239 1583 586.40340 31 212 - 538.16178 - 1246 2752s 3242 1586 582.55205 33 209 - 538.16178 - 1246 2755s 3244 1586 588.11850 34 207 - 538.16178 - 1250 2763s 3245 1587 596.28140 34 211 - 538.16178 - 1250 2765s 3250 1591 633.01337 39 221 - 538.16178 - 1250 2770s 3263 1598 infeasible 48 - 538.16178 - 1248 2775s 3269 1596 606.11237 28 218 - 538.29190 - 1252 2787s 3274 1601 642.87479 33 216 - 538.29190 - 1251 2790s 3282 1603 679.17168 35 208 - 538.29190 - 1251 2795s 3300 1609 infeasible 46 - 538.29190 - 1246 2801s 3302 1609 551.39557 22 214 - 538.57690 - 1247 2805s 3311 1618 603.98802 27 211 - 538.57690 - 1247 2812s 3313 1620 608.27639 30 209 - 538.57690 - 1250 2819s 3316 1623 589.39286 30 195 - 538.57690 - 1250 2821s 3321 1628 593.49423 33 206 - 538.57690 - 1250 2825s 3326 1633 597.04723 34 222 - 538.57690 - 1251 2830s 3329 1636 615.69620 34 201 - 538.57690 - 1252 2835s 3332 1637 infeasible 36 - 538.57690 - 1256 2845s 3336 1641 617.27999 37 204 - 538.57690 - 1257 2850s 3345 1650 631.19148 43 212 - 538.57690 - 1256 2856s 3351 1654 628.41662 47 194 - 538.57690 - 1256 2861s 3354 1655 643.56913 48 206 - 538.57690 - 1257 2866s 3362 1663 643.95560 56 203 - 538.57690 - 1256 2870s 3370 1669 647.59628 60 196 - 538.57690 - 1255 2875s 3381 1680 651.48950 64 190 - 538.57690 - 1253 2880s 3390 1689 665.25810 70 174 - 538.57690 - 1252 2885s 3398 1697 669.70361 76 176 - 538.57690 - 1252 2890s 3406 1703 671.41505 78 186 - 538.57690 - 1251 2895s 3410 1707 674.83162 78 180 - 538.57690 - 1251 2900s 3423 1718 674.49748 89 176 - 538.57690 - 1248 2905s 3431 1726 688.20939 93 168 - 538.57690 - 1247 2911s 3439 1734 709.13144 96 183 - 538.57690 - 1246 2916s 3450 1745 686.98959 106 181 - 538.57690 - 1244 2920s 3465 1750 546.21739 21 228 - 538.69829 - 1241 2925s 3469 1754 553.38265 24 215 - 538.69829 - 1241 2930s 3473 1758 571.11373 27 214 - 538.69829 - 1243 2936s 3477 1762 577.78958 28 194 - 538.69829 - 1244 2941s 3483 1768 594.19681 32 193 - 538.69829 - 1244 2946s 3488 1773 599.72954 37 189 - 538.69829 - 1244 2950s 3494 1779 604.07653 38 186 - 538.69829 - 1244 2955s 3508 1793 604.35280 47 190 - 538.69829 - 1241 2960s 3520 1805 613.72105 53 183 - 538.69829 - 1240 2965s 3526 1811 608.60040 54 185 - 538.69829 - 1239 2970s 3536 1821 621.19608 63 157 - 538.69829 - 1238 2975s 3541 1826 617.66405 64 176 - 538.69829 - 1238 2980s 3549 1834 620.79312 70 172 - 538.69829 - 1236 2985s 3562 1845 624.66955 74 160 - 538.69829 - 1233 2990s 3571 1854 626.52478 77 155 - 538.69829 - 1232 2995s 3577 1860 628.33285 78 145 - 538.69829 - 1231 3000s 3587 1870 632.19842 83 137 - 538.69829 - 1230 3005s 3599 1882 636.73792 87 145 - 538.69829 - 1228 3010s 3610 1893 636.93838 90 136 - 538.69829 - 1227 3015s 3624 1907 641.70180 100 120 - 538.69829 - 1224 3020s 3644 1927 646.08609 105 118 - 538.69829 - 1219 3025s 3660 1943 652.77793 107 116 - 538.69829 - 1217 3030s 3671 1954 647.75195 115 110 - 538.69829 - 1214 3035s 3686 1969 652.62343 120 117 - 538.69829 - 1211 3040s 3708 1991 655.16654 139 103 - 538.69829 - 1205 3045s 3714 1997 677.63731 144 110 - 538.69829 - 1205 3050s 3727 2010 673.77930 151 101 - 538.69829 - 1202 3055s 3739 2010 infeasible 39 - 538.70286 - 1201 3060s 3745 2014 588.96034 43 220 - 538.70286 - 1202 3065s 3757 2014 563.79220 39 207 - 538.72186 - 1200 3070s 3763 2018 578.10465 43 199 - 538.72186 - 1201 3075s 3778 2021 562.90583 36 222 - 538.84945 - 1199 3081s 3784 2027 574.36400 39 203 - 538.84945 - 1199 3085s 3797 2038 581.81337 49 206 - 538.84945 - 1197 3090s 3803 2044 590.17489 51 191 - 538.84945 - 1197 3095s 3808 2041 infeasible 51 - 538.84945 - 1198 3100s 3814 2039 567.07069 18 236 - 538.88664 - 1198 3105s 3822 2047 579.87224 23 214 - 538.88664 - 1198 3110s 3828 2053 594.40940 25 212 - 538.88664 - 1198 3115s 3835 2060 607.20686 29 227 - 538.88664 - 1198 3120s 3844 2069 636.64620 33 222 - 538.88664 - 1197 3125s 3850 2075 641.10848 39 221 - 538.88664 - 1198 3130s 3854 2077 infeasible 41 - 538.88664 - 1200 3137s 3861 2084 641.74045 46 223 - 538.88664 - 1200 3143s 3863 2086 625.44225 45 213 - 538.88664 - 1200 3145s 3867 2090 649.71163 47 225 - 538.88664 - 1202 3152s 3870 2093 634.81853 48 211 - 538.88664 - 1202 3155s 3881 2104 670.67092 53 208 - 538.88664 - 1202 3163s 3883 2106 714.03411 53 200 - 538.88664 - 1204 3167s 3885 2108 650.25119 52 215 - 538.88664 - 1204 3170s 3887 2108 726.16379 54 226 - 538.88664 - 1206 3176s 3890 2109 infeasible 53 - 538.88664 - 1210 3186s 3894 2113 681.90279 56 215 - 538.88664 - 1210 3190s 3904 2123 711.04108 63 203 - 538.88664 - 1210 3195s 3908 2125 infeasible 65 - 538.88664 - 1211 3202s 3911 2126 infeasible 69 - 538.88664 - 1212 3206s 3918 2131 706.88735 73 204 - 538.88664 - 1211 3210s 3927 2132 569.28466 18 232 - 539.11714 - 1213 3225s 3936 2141 584.40854 25 235 - 539.11714 - 1212 3230s 3941 2146 617.45499 29 219 - 539.11714 - 1214 3237s 3945 2150 608.27248 31 211 - 539.11714 - 1214 3240s 3953 2158 616.40256 37 213 - 539.11714 - 1213 3245s 3960 2163 infeasible 40 - 539.11714 - 1214 3252s 3967 2170 629.57881 46 221 - 539.11714 - 1213 3255s 3978 2181 639.88110 53 207 - 539.11714 - 1211 3260s 3983 2186 674.45263 54 223 - 539.11714 - 1212 3265s 3988 2191 649.65696 55 200 - 539.11714 - 1212 3271s 3996 2199 660.77788 59 203 - 539.11714 - 1211 3275s 4003 2204 663.06481 64 202 - 539.11714 - 1211 3280s 4012 2213 675.14739 68 192 - 539.11714 - 1210 3285s 4016 2213 infeasible 70 - 539.11714 - 1211 3290s 4021 2216 702.40522 70 197 - 539.11714 - 1212 3295s 4035 2224 infeasible 77 - 539.11714 - 1210 3300s 4040 2225 infeasible 79 - 539.11714 - 1211 3306s 4048 2229 744.63672 86 187 - 539.11714 - 1210 3310s 4060 2225 560.36296 31 207 - 539.45881 - 1209 3315s 4070 2235 577.39710 39 231 - 539.45881 - 1208 3322s 4072 2235 586.78745 37 215 - 539.45881 - 1210 3327s 4076 2239 599.44174 43 211 - 539.45881 - 1210 3332s 4077 2240 588.83905 42 203 - 539.45881 - 1212 3336s 4079 2238 infeasible 43 - 539.45881 - 1214 3341s 4080 2237 infeasible 43 - 539.45881 - 1215 3345s 4083 2236 542.96778 23 212 - 539.47564 - 1216 3350s 4089 2241 556.31114 28 208 - 539.47564 - 1216 3355s 4093 2243 563.32551 30 205 - 539.47564 - 1217 3360s 4097 2247 571.17540 31 213 - 539.47564 - 1219 3365s 4101 2251 565.77540 31 213 - 539.47564 - 1219 3370s 4107 2257 576.42582 36 208 - 539.47564 - 1220 3376s 4108 2256 infeasible 36 - 539.47564 - 1222 3382s 4111 2257 infeasible 36 - 539.47564 - 1225 3390s 4118 2264 585.10821 41 196 - 539.47564 - 1225 3395s 4124 2270 585.54054 43 200 - 539.47564 - 1225 3400s 4130 2274 infeasible 43 - 539.47564 - 1227 3408s 4131 2275 612.46423 44 212 - 539.47564 - 1228 3411s 4148 2290 632.95994 57 218 - 539.47564 - 1224 3415s 4159 2290 562.02294 33 207 - 539.86407 - 1223 3421s 4168 2299 575.91375 42 211 - 539.86407 - 1222 3425s 4183 2302 550.89120 29 226 - 539.96980 - 1220 3431s 4184 2303 583.73916 29 229 - 539.96980 - 1222 3437s 4188 2303 infeasible 32 - 539.96980 - 1222 3440s 4192 2307 563.59088 32 219 - 539.96980 - 1223 3446s 4194 2307 579.92375 33 226 - 539.96980 - 1223 3451s 4199 2306 547.32293 37 217 - 539.97862 - 1223 3455s 4205 2310 infeasible 42 - 539.97862 - 1223 3460s 4214 2313 infeasible 50 - 539.97862 - 1222 3465s 4219 2314 562.32396 22 224 - 539.99352 - 1223 3472s 4221 2316 559.99422 23 215 - 539.99352 - 1224 3475s 4229 2324 575.40621 30 220 - 539.99352 - 1223 3480s 4234 2329 578.39926 30 218 - 539.99352 - 1224 3485s 4240 2335 584.97525 32 227 - 539.99352 - 1225 3490s 4243 2338 588.83941 33 220 - 539.99352 - 1226 3495s 4252 2347 598.21176 40 217 - 539.99352 - 1225 3500s 4257 2352 600.07435 43 215 - 539.99352 - 1225 3505s 4268 2361 609.90504 51 203 - 539.99352 - 1224 3510s 4276 2363 625.86389 55 196 - 539.99352 - 1224 3515s 4291 2378 633.36552 68 185 - 539.99352 - 1222 3520s 4306 2391 infeasible 81 - 539.99352 - 1219 3525s 4314 2393 576.47567 41 219 - 540.00627 - 1219 3530s 4320 2395 infeasible 46 - 540.00627 - 1220 3535s 4329 2398 559.35154 25 224 - 540.16602 - 1219 3540s 4338 2407 566.83918 30 195 - 540.16602 - 1218 3545s 4342 2411 566.40753 30 195 - 540.16602 - 1219 3551s 4352 2421 576.24793 37 212 - 540.16602 - 1217 3555s 4361 2426 infeasible 42 - 540.16602 - 1217 3560s 4364 2425 585.62375 38 220 - 540.18999 - 1219 3565s 4375 2428 547.18282 39 216 - 540.25763 - 1217 3570s 4382 2433 586.54783 45 216 - 540.25763 - 1218 3578s 4391 2434 infeasible 51 - 540.25763 - 1217 3580s 4395 2436 557.90724 26 210 - 540.39351 - 1217 3585s 4398 2439 574.61181 27 226 - 540.39351 - 1219 3590s 4400 2439 infeasible 28 - 540.39351 - 1220 3595s Cutting planes: Gomory: 21 Cover: 260 Implied bound: 83 Flow cover: 214 GUB cover: 22 Zero half: 5 Explored 4404 nodes (5422096 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.410000000000e+02, gap -