Gurobi 5.0.1 (linux64) logging started Sat Dec 22 08:51:37 2012 Optimize a model with 20502 rows, 20200 columns and 90000 nonzeros Presolve removed 895 rows and 200 columns Presolve time: 0.14s Presolved: 19607 rows, 20000 columns, 88561 nonzeros Variable types: 9900 continuous, 10100 integer (10100 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 22662 4.2554385e+02 1.534445e+01 0.000000e+00 5s 26903 4.2889310e+02 0.000000e+00 0.000000e+00 7s Root relaxation: objective 4.288931e+02, 26903 iterations, 7.44 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 428.89310 0 212 - 428.89310 - - 7s 0 0 473.57571 0 207 - 473.57571 - - 11s 0 0 482.18520 0 230 - 482.18520 - - 13s 0 0 495.02563 0 216 - 495.02563 - - 15s 0 0 499.16718 0 217 - 499.16718 - - 16s 0 0 502.03000 0 227 - 502.03000 - - 17s 0 0 505.84707 0 206 - 505.84707 - - 18s 0 0 509.66386 0 206 - 509.66386 - - 19s 0 0 510.27051 0 196 - 510.27051 - - 20s 0 0 510.39054 0 201 - 510.39054 - - 20s 0 0 510.48475 0 214 - 510.48475 - - 21s 0 0 510.48475 0 214 - 510.48475 - - 35s 0 2 510.48675 0 208 - 510.48675 - - 41s 9 11 512.44533 9 202 - 510.68775 - 292 45s 20 20 517.27759 17 204 - 510.68775 - 344 50s 31 31 522.46124 25 196 - 510.68775 - 418 55s 40 40 530.16606 32 182 - 510.68775 - 487 60s 45 45 530.45448 35 171 - 510.68775 - 581 65s 54 52 540.14711 40 166 - 510.68775 - 633 70s 63 61 540.12775 46 180 - 510.68775 - 669 75s 69 65 544.21125 49 152 - 510.68775 - 728 80s 86 80 infeasible 61 - 510.68775 - 687 85s 91 83 573.53630 64 155 - 510.68775 - 756 91s 101 93 562.22752 72 147 - 510.68775 - 744 95s 120 108 infeasible 87 - 510.68775 - 701 100s 134 122 605.02120 98 142 - 510.68775 - 711 105s 146 134 608.77597 106 129 - 510.68775 - 714 110s 162 146 611.34669 119 136 - 510.68775 - 698 115s 174 148 517.81408 3 208 - 511.12368 - 712 120s 183 157 515.86737 9 214 - 511.12368 - 712 125s 191 165 519.91573 14 204 - 511.12368 - 722 130s 225 193 infeasible 45 - 511.12368 - 664 137s 227 191 infeasible 43 - 511.12368 - 693 140s 234 198 520.71132 6 202 - 511.17488 - 704 145s 252 212 527.10615 18 180 - 511.17488 - 689 150s 259 219 529.04378 23 178 - 511.17488 - 705 155s 270 230 532.97256 31 169 - 511.17488 - 707 160s 279 235 infeasible 37 - 511.17488 - 723 165s 287 241 infeasible 41 - 511.17488 - 743 170s 298 252 552.22822 49 158 - 511.17488 - 743 175s 312 264 575.76915 59 176 - 511.17488 - 749 181s 324 270 infeasible 66 - 511.17488 - 756 186s 332 278 565.75152 72 171 - 511.17488 - 759 190s 351 293 578.38213 86 161 - 511.17488 - 743 195s 364 298 629.21312 94 142 - 511.17488 - 748 200s 376 299 515.48189 4 199 - 511.49615 - 738 205s 385 306 infeasible 7 - 511.49615 - 746 210s 395 311 525.79950 11 195 - 511.49615 - 751 215s 402 310 infeasible 13 - 511.49615 - 763 220s 415 313 538.30666 17 194 - 511.49615 - 760 225s 422 312 519.51145 5 201 - 511.93517 - 769 230s 442 332 529.58040 17 200 - 511.93517 - 756 235s 469 355 533.27546 36 183 - 511.93517 - 732 240s 481 367 544.71242 45 177 - 511.93517 - 733 245s 499 381 infeasible 51 - 511.93517 - 730 250s 509 391 552.26220 57 159 - 511.93517 - 734 255s 520 402 600.61589 67 174 - 511.93517 - 743 263s 526 408 554.11773 70 152 - 511.93517 - 743 265s 536 416 582.19690 70 188 - 511.93517 - 754 271s 543 423 573.35514 74 200 - 511.93517 - 760 275s 554 432 562.36680 80 160 - 511.93517 - 763 280s 564 440 564.38784 87 166 - 511.93517 - 760 286s 571 447 572.89368 89 165 - 511.93517 - 765 290s 581 455 infeasible 93 - 511.93517 - 773 297s 582 456 591.63280 94 159 - 511.93517 - 782 300s 593 467 572.06952 99 158 - 511.93517 - 780 305s 601 472 524.09250 11 214 - 511.93517 - 784 313s 603 473 546.28712 52 212 - 511.93517 - 781 322s 604 474 513.14972 5 218 - 511.93517 - 780 327s 605 475 562.28210 73 221 - 511.93517 - 779 330s 606 475 550.62556 61 221 - 511.98467 - 777 335s 608 477 550.63741 52 229 - 521.97879 - 775 341s 610 478 550.62556 61 240 - 524.83754 - 772 346s 612 479 569.91246 76 233 - 527.92544 - 770 350s 615 481 531.68591 23 241 - 531.68591 - 766 355s 619 484 570.48061 103 241 - 532.89274 - 761 360s 623 487 533.58200 30 236 - 533.58200 - 756 365s 630 491 556.78305 64 246 - 533.73006 - 748 370s 635 496 534.26617 11 214 - 534.26617 - 837 393s 637 497 546.28712 52 212 - 534.26617 - 834 402s 638 498 534.26617 5 218 - 534.26617 - 833 409s 639 499 562.28210 73 243 - 534.26617 - 832 413s 640 499 550.62556 61 246 - 534.26617 - 831 415s 643 501 550.63741 52 220 - 534.46249 - 827 422s 645 503 550.62556 61 221 - 535.42966 - 824 425s 649 505 569.91246 76 232 - 536.02109 - 819 430s 653 508 536.73832 23 237 - 536.73832 - 814 435s 659 512 570.48061 103 228 - 537.37138 - 807 440s 660 513 537.37138 30 231 - 537.37138 - 805 460s 662 514 556.78305 64 231 - 537.37138 - 803 474s 663 517 539.04184 29 222 - 538.18949 - 888 491s 664 517 545.99980 29 205 - 539.60248 - 896 511s 665 518 545.37543 30 227 - 539.84544 - 897 528s 666 519 543.05197 30 213 - 543.05197 - 899 533s 667 519 543.60511 31 210 - 543.05197 - 899 536s 668 520 548.32121 31 205 - 543.60606 - 903 540s 673 521 546.91287 34 213 - 545.29233 - 902 545s 674 520 infeasible 34 - 545.46697 - 917 552s 676 521 556.43634 35 205 - 545.46697 - 920 555s 680 522 566.67247 37 220 - 545.46697 - 922 561s 682 523 569.63531 38 204 - 545.46697 - 928 566s 684 525 562.68514 39 210 - 545.46697 - 932 571s 686 526 564.68178 40 201 - 545.46697 - 935 575s 691 525 574.98512 43 193 - 545.46697 - 943 582s 693 527 575.75516 44 200 - 545.46697 - 945 586s 700 526 579.85223 47 198 - 545.46697 - 942 590s 705 528 590.95049 50 188 - 545.46697 - 943 595s 710 529 583.38051 53 190 - 545.46697 - 944 600s 712 530 583.43692 54 184 - 545.46697 - 950 605s 719 531 605.38458 57 189 - 545.46697 - 954 611s 729 528 infeasible 62 - 545.46697 - 947 615s 746 523 588.18867 71 181 - 545.46697 - 934 620s 758 525 594.77785 77 175 - 545.46697 - 931 625s 773 527 infeasible 84 - 545.46697 - 920 631s 781 530 infeasible 88 - 545.46697 - 923 636s 792 530 601.90137 94 183 - 545.46697 - 916 640s 808 526 604.14528 102 182 - 545.46697 - 903 645s 819 526 635.62874 105 177 - 545.46697 - 896 650s 828 522 550.07707 32 231 - 545.53789 - 895 655s 835 526 549.56999 36 225 - 545.53789 - 895 660s 838 526 infeasible 37 - 545.53789 - 911 671s 841 528 562.65330 39 217 - 545.53789 - 912 675s 843 530 576.11397 40 208 - 545.53789 - 917 680s 848 533 582.68213 42 200 - 545.53789 - 921 686s 851 535 577.46215 44 217 - 545.53789 - 924 690s 857 537 582.16145 47 206 - 545.53789 - 927 695s 864 538 587.69614 50 209 - 545.53789 - 928 700s 869 541 599.16805 52 205 - 545.53789 - 931 705s 873 544 600.86102 54 190 - 545.53789 - 937 711s 883 542 619.63315 59 183 - 545.53789 - 936 716s 888 546 600.13289 62 189 - 545.53789 - 936 720s 894 548 608.22760 65 174 - 545.53789 - 936 725s 901 546 infeasible 68 - 545.53789 - 938 731s 910 544 636.62529 73 186 - 545.53789 - 938 736s 912 544 638.37184 74 186 - 545.53789 - 944 740s 918 542 672.36035 77 202 - 545.53789 - 942 745s 928 539 555.52822 33 199 - 547.86951 - 939 750s 938 546 554.61548 37 199 - 547.86951 - 939 755s 946 551 558.21439 41 200 - 547.86951 - 937 760s 953 556 559.36626 45 197 - 547.86951 - 936 765s 963 563 560.24380 47 193 - 547.86951 - 933 770s 973 569 564.12354 49 193 - 547.86951 - 932 775s 983 576 571.15778 55 179 - 547.86951 - 930 780s 991 581 574.82888 57 202 - 547.86951 - 931 786s 995 584 570.11471 58 201 - 547.86951 - 934 790s 1007 592 569.67965 67 195 - 547.86951 - 930 795s 1014 597 577.65137 70 190 - 547.86951 - 932 800s 1026 605 581.35459 75 181 - 547.86951 - 928 805s 1047 619 579.34974 90 163 - 547.86951 - 915 810s 1071 635 589.72987 106 155 - 547.86951 - 901 815s 1100 650 infeasible 129 - 547.86951 - 884 820s 1114 649 infeasible 133 - 547.86951 - 881 825s 1127 646 556.95509 35 206 - 548.49715 - 880 830s 1141 651 562.00785 40 204 - 548.49715 - 876 835s 1157 661 564.33179 48 203 - 548.49715 - 872 840s 1163 665 590.79126 49 173 - 548.49715 - 876 845s 1178 675 609.05585 56 183 - 548.49715 - 874 851s 1181 677 605.15566 56 187 - 548.49715 - 878 855s 1192 681 590.07887 58 166 - 548.49715 - 877 860s 1204 687 591.05166 66 179 - 548.49715 - 877 865s 1207 689 617.34881 65 182 - 548.49715 - 884 870s 1231 699 633.76629 82 155 - 548.49715 - 873 875s 1235 694 infeasible 34 - 548.50187 - 882 883s 1236 695 550.48586 34 226 - 549.01386 - 883 885s 1241 697 573.67240 37 218 - 549.01386 - 888 891s 1243 698 573.07925 37 223 - 549.01386 - 892 896s 1253 702 573.69265 42 222 - 549.01386 - 889 900s 1261 707 582.43070 47 202 - 549.01386 - 891 906s 1266 709 infeasible 46 - 549.01386 - 892 910s 1269 711 598.57325 48 190 - 549.01386 - 897 915s 1275 715 590.53533 54 193 - 549.01386 - 898 920s 1287 715 615.41409 56 177 - 549.01386 - 897 925s 1289 716 617.77101 56 186 - 549.01386 - 903 930s 1295 718 620.69189 59 190 - 549.01386 - 907 935s 1310 714 infeasible 62 - 549.01386 - 902 940s 1317 712 565.47112 35 229 - 549.52238 - 902 945s 1320 714 571.75854 35 227 - 549.52238 - 908 951s 1322 715 573.38380 36 225 - 549.52238 - 912 955s 1328 719 587.15856 39 226 - 549.52238 - 913 960s 1332 722 588.28109 42 223 - 549.52238 - 917 966s 1336 724 585.82898 45 219 - 549.52238 - 919 970s 1344 730 601.58139 50 215 - 549.52238 - 920 975s 1348 732 601.18558 51 205 - 549.52238 - 924 980s 1368 734 infeasible 60 - 549.52238 - 917 985s 1370 735 642.94817 60 192 - 549.52238 - 925 991s 1373 737 648.28389 61 198 - 549.52238 - 928 995s 1385 745 678.04129 70 169 - 549.52238 - 926 1001s 1389 746 666.22728 71 192 - 549.52238 - 929 1005s 1403 749 infeasible 79 - 549.52238 - 927 1010s 1413 746 550.37435 36 218 - 549.53336 - 929 1015s 1419 750 569.09051 41 219 - 549.53336 - 931 1021s 1421 751 584.67442 42 196 - 549.53336 - 935 1025s 1427 755 574.73547 46 211 - 549.53336 - 936 1030s 1432 758 582.90054 47 202 - 549.53336 - 939 1035s 1439 761 587.87307 53 214 - 549.53336 - 940 1040s 1445 763 infeasible 56 - 549.53336 - 945 1046s 1448 761 infeasible 57 - 549.53336 - 949 1051s 1450 760 550.73647 35 209 - 550.07847 - 953 1055s 1452 762 565.72639 36 225 - 550.07847 - 958 1060s 1461 768 575.72725 44 212 - 550.07847 - 957 1065s 1465 770 581.90413 45 215 - 550.07847 - 961 1071s 1468 772 582.97712 46 215 - 550.07847 - 963 1075s 1474 776 591.53716 47 199 - 550.07847 - 964 1080s 1484 781 596.44227 52 190 - 550.07847 - 964 1085s 1498 788 infeasible 58 - 550.07847 - 960 1090s 1503 790 613.33900 59 195 - 550.07847 - 963 1095s 1512 794 612.21510 64 176 - 550.07847 - 964 1100s 1533 804 639.14044 79 163 - 550.07847 - 956 1105s 1541 801 561.92049 34 226 - 550.08902 - 962 1112s 1545 804 561.94773 37 226 - 550.08902 - 963 1115s 1552 808 576.11063 41 215 - 550.08902 - 965 1120s 1555 810 590.18391 41 211 - 550.08902 - 969 1126s 1558 812 580.25832 43 214 - 550.08902 - 971 1130s 1564 816 591.55455 46 197 - 550.08902 - 973 1135s 1569 820 592.33191 47 202 - 550.08902 - 976 1140s 1573 822 599.37282 48 211 - 550.08902 - 979 1145s 1579 826 601.89005 52 202 - 550.08902 - 981 1150s 1585 828 610.17972 56 196 - 550.08902 - 983 1155s 1608 842 645.08283 69 190 - 550.08902 - 977 1162s 1612 844 617.56326 72 181 - 550.08902 - 977 1165s 1623 850 infeasible 76 - 550.08902 - 978 1172s 1636 856 628.24283 89 171 - 550.08902 - 973 1175s 1659 868 645.98931 105 173 - 550.08902 - 964 1180s 1695 888 698.67873 126 169 - 550.08902 - 949 1185s 1704 882 561.32913 34 228 - 550.16669 - 952 1191s 1710 886 562.99668 39 233 - 550.16669 - 952 1195s 1715 889 591.61620 41 208 - 550.16669 - 955 1200s 1720 890 582.86207 43 220 - 550.16669 - 957 1205s 1726 894 594.73933 45 218 - 550.16669 - 960 1211s 1731 898 595.77767 47 209 - 550.16669 - 961 1215s 1748 905 609.02110 54 184 - 550.16669 - 958 1220s 1763 913 617.03566 61 172 - 550.16669 - 955 1225s 1779 918 infeasible 69 - 550.16669 - 954 1231s 1781 917 632.29359 69 160 - 550.16669 - 958 1238s 1785 920 637.78417 72 166 - 550.16669 - 957 1240s 1790 917 infeasible 75 - 550.16669 - 961 1246s 1794 914 551.21921 36 206 - 550.16729 - 965 1250s 1796 915 566.26558 37 226 - 550.16729 - 970 1255s 1802 919 568.93542 42 215 - 550.16729 - 969 1261s 1805 921 582.63238 45 214 - 550.16729 - 971 1265s 1808 923 585.48478 46 218 - 550.16729 - 974 1270s 1813 926 591.68459 47 213 - 550.16729 - 977 1276s 1818 930 596.05928 48 195 - 550.16729 - 978 1281s 1821 932 596.85628 49 206 - 550.16729 - 979 1285s 1835 937 608.21531 55 181 - 550.16729 - 976 1290s 1851 948 614.39309 66 164 - 550.16729 - 971 1295s 1858 950 668.71383 67 196 - 550.16729 - 972 1300s 1864 950 634.95332 68 171 - 550.16729 - 974 1305s 1869 948 infeasible 69 - 550.16729 - 976 1310s 1883 949 653.64220 77 199 - 550.16729 - 972 1315s 1894 943 666.68565 81 199 - 550.16729 - 970 1320s 1899 941 561.57645 37 226 - 551.27640 - 971 1325s 1905 945 571.51128 42 222 - 551.27640 - 972 1330s 1909 947 589.23469 44 213 - 551.27640 - 974 1336s 1912 949 586.82153 46 211 - 551.27640 - 976 1341s 1915 951 592.61571 47 213 - 551.27640 - 979 1346s 1921 955 596.33882 48 200 - 551.27640 - 979 1350s 1925 958 603.87129 49 185 - 551.27640 - 982 1355s 1945 969 615.80933 60 168 - 551.27640 - 976 1360s 1953 969 628.08861 62 187 - 551.27640 - 976 1365s 1976 980 637.42061 80 181 - 551.27640 - 969 1370s 1992 981 572.79880 33 225 - 551.61791 - 965 1375s 1997 984 589.57290 36 207 - 551.61791 - 967 1381s 2001 987 594.60733 38 173 - 551.61791 - 969 1385s 2007 991 593.05804 39 197 - 551.61791 - 970 1390s 2019 997 600.58743 47 187 - 551.61791 - 967 1395s 2027 998 infeasible 51 - 551.61791 - 968 1400s 2033 996 573.45460 33 203 - 551.69821 - 970 1405s 2039 1000 587.76534 37 207 - 551.69821 - 971 1410s 2048 1002 infeasible 39 - 551.69821 - 973 1416s 2053 1001 605.30372 44 189 - 551.69821 - 973 1420s 2084 1011 635.19508 70 191 - 551.69821 - 961 1425s 2088 1007 infeasible 33 - 551.79518 - 964 1430s 2090 1008 573.21783 40 227 - 551.81714 - 967 1435s 2099 1012 587.57874 48 219 - 551.81714 - 967 1440s 2106 1017 584.88335 49 219 - 551.81714 - 968 1446s 2109 1019 595.64050 49 211 - 551.81714 - 971 1451s 2116 1023 592.30918 53 204 - 551.81714 - 970 1455s 2150 1044 603.03061 84 193 - 551.81714 - 958 1460s 2182 1059 infeasible 105 - 551.81714 - 947 1465s 2187 1057 572.65621 40 232 - 551.84201 - 949 1470s 2195 1062 593.43626 46 217 - 551.84201 - 950 1477s 2198 1064 585.08212 47 219 - 551.84201 - 952 1481s 2201 1066 592.47969 49 216 - 551.84201 - 954 1486s 2207 1071 602.66519 52 187 - 551.84201 - 956 1491s 2232 1088 646.46411 64 167 - 551.84201 - 950 1495s 2243 1093 658.82012 68 162 - 551.84201 - 950 1501s 2257 1105 infeasible 81 - 551.84201 - 947 1505s 2262 1104 570.35261 35 208 - 552.39427 - 951 1511s 2269 1111 583.28747 39 193 - 552.39427 - 951 1515s 2291 1133 596.37108 55 176 - 552.39427 - 947 1521s 2297 1139 594.21311 59 167 - 552.39427 - 947 1525s 2313 1153 598.85388 68 168 - 552.39427 - 944 1530s 2342 1182 606.93176 91 153 - 552.39427 - 935 1535s 2354 1194 613.39463 98 134 - 552.39427 - 934 1540s 2365 1205 616.07335 101 123 - 552.39427 - 932 1545s 2376 1216 621.13454 104 122 - 552.39427 - 932 1550s 2407 1247 624.71817 130 124 - 552.39427 - 922 1555s 2448 1286 629.61787 164 115 - 552.39427 - 908 1560s 2491 1314 infeasible 195 - 552.39427 - 895 1565s 2496 1319 574.24745 37 190 - 552.53455 - 897 1570s 2499 1322 574.67528 38 179 - 552.53455 - 899 1575s 2511 1334 586.16771 46 183 - 552.53455 - 898 1580s 2552 1369 infeasible 71 - 552.53455 - 887 1585s 2567 1368 566.01779 33 225 - 552.92204 - 886 1591s 2573 1374 582.05096 36 212 - 552.92204 - 888 1596s 2576 1377 589.17986 37 193 - 552.92204 - 890 1601s 2580 1381 589.39545 38 186 - 552.92204 - 891 1605s 2605 1406 602.50371 58 183 - 552.92204 - 886 1610s 2631 1420 infeasible 74 - 552.92204 - 881 1615s 2648 1423 573.73544 38 190 - 553.49158 - 879 1620s 2651 1426 575.33194 38 219 - 553.49158 - 881 1625s 2655 1430 577.95495 39 183 - 553.49158 - 883 1630s 2678 1453 591.28149 56 180 - 553.49158 - 878 1635s 2716 1485 infeasible 78 - 553.49158 - 869 1640s 2719 1482 infeasible 31 - 553.69045 - 872 1645s 2724 1487 578.09367 39 177 - 554.08895 - 874 1651s 2727 1490 596.75170 40 175 - 554.08895 - 876 1655s 2733 1496 587.25578 42 181 - 554.08895 - 877 1660s 2746 1505 602.77843 52 187 - 554.08895 - 878 1667s 2752 1509 605.06230 56 183 - 554.08895 - 878 1670s 2766 1515 612.74957 66 184 - 554.08895 - 877 1675s 2785 1532 infeasible 79 - 554.08895 - 874 1680s 2800 1547 630.03638 88 176 - 554.08895 - 872 1685s 2823 1560 575.93128 34 224 - 554.22023 - 869 1692s 2827 1562 570.27639 34 205 - 554.22023 - 870 1695s 2835 1570 605.79504 38 203 - 554.22023 - 872 1702s 2854 1589 590.31062 57 181 - 554.22023 - 868 1705s 2915 1650 626.92354 103 164 - 554.22023 - 851 1710s 2927 1650 576.87146 34 228 - 554.38004 - 851 1715s 2940 1661 609.59342 41 212 - 554.38004 - 850 1720s 2945 1666 599.32440 44 205 - 554.38004 - 852 1725s 2951 1672 610.11242 47 201 - 554.38004 - 853 1730s 2971 1692 623.53587 61 165 - 554.38004 - 850 1735s 2986 1707 629.00595 69 160 - 554.38004 - 849 1740s 2997 1714 653.28708 73 164 - 554.38004 - 848 1745s 3008 1711 557.23826 33 217 - 555.27270 - 849 1750s 3010 1713 566.92253 34 231 - 555.27270 - 851 1755s 3012 1715 583.57526 35 205 - 555.27270 - 853 1760s 3016 1719 587.13740 36 220 - 555.27270 - 855 1765s 3020 1723 584.47901 36 189 - 555.27270 - 857 1770s 3026 1729 597.12980 38 192 - 555.27270 - 858 1776s 3032 1735 592.87852 44 206 - 555.27270 - 859 1780s 3052 1755 598.96569 62 198 - 555.27270 - 856 1785s 3064 1757 620.44416 64 206 - 555.27270 - 856 1791s 3067 1760 622.05187 65 202 - 555.27270 - 858 1795s 3074 1767 624.55294 66 191 - 555.27270 - 859 1800s 3084 1777 628.17738 72 193 - 555.27270 - 858 1805s 3101 1794 634.68342 87 166 - 555.27270 - 856 1810s 3109 1802 636.22801 91 168 - 555.27270 - 856 1815s 3130 1823 641.06414 103 143 - 555.27270 - 852 1820s 3139 1828 infeasible 106 - 555.27270 - 853 1825s 3145 1830 646.04576 106 140 - 555.27270 - 855 1830s 3158 1843 653.87028 114 147 - 555.27270 - 853 1835s 3171 1856 660.85137 119 152 - 555.27270 - 853 1840s 3186 1869 664.79839 123 141 - 555.27270 - 852 1845s 3208 1887 676.47155 134 106 - 555.27270 - 849 1850s 3218 1889 infeasible 140 - 555.27270 - 850 1855s 3263 1934 695.66991 180 132 - 555.27270 - 839 1860s 3282 1940 566.20784 42 195 - 555.27270 - 837 1865s 3286 1942 577.26465 42 193 - 555.27270 - 839 1870s 3291 1947 595.34219 44 174 - 555.27270 - 840 1875s 3300 1954 588.04370 51 176 - 555.27270 - 841 1880s 3329 1977 595.67423 73 170 - 555.27270 - 837 1885s 3340 1974 577.74987 42 175 - 555.50519 - 838 1891s 3342 1976 580.29957 42 191 - 555.50519 - 839 1895s 3346 1980 598.47779 43 171 - 555.50519 - 841 1900s 3351 1983 infeasible 44 - 555.50519 - 843 1905s 3383 2007 618.24425 71 166 - 555.50519 - 838 1910s 3387 2007 577.02280 36 197 - 555.53257 - 840 1915s 3391 2011 596.34892 37 213 - 555.53257 - 842 1920s 3397 2017 610.25329 41 184 - 555.53257 - 843 1925s 3404 2020 629.25329 43 180 - 555.53257 - 844 1930s 3410 2020 infeasible 43 - 555.53257 - 846 1935s 3418 2020 632.88282 47 185 - 555.53257 - 847 1940s 3455 2043 566.53189 36 189 - 555.59703 - 840 1945s 3458 2044 575.34539 36 181 - 555.59703 - 842 1950s 3465 2051 581.00583 39 175 - 555.59703 - 842 1955s 3498 2084 600.22111 70 184 - 555.59703 - 837 1960s 3522 2094 infeasible 34 - 555.68033 - 835 1967s 3524 2096 572.51042 38 228 - 555.81465 - 836 1970s 3527 2099 579.63059 39 208 - 555.81465 - 838 1976s 3531 2103 584.09226 41 192 - 555.81465 - 838 1980s 3536 2108 586.09087 41 201 - 555.81465 - 840 1985s 3542 2114 607.70959 44 209 - 555.81465 - 841 1990s 3550 2120 597.99218 50 195 - 555.81465 - 841 1995s 3556 2122 620.90925 52 189 - 555.81465 - 842 2000s 3568 2118 infeasible 37 - 556.01294 - 843 2005s 3571 2121 569.20847 37 224 - 556.39803 - 844 2011s 3573 2123 588.90332 38 200 - 556.39803 - 846 2015s 3576 2126 585.94391 39 195 - 556.39803 - 847 2020s 3581 2131 600.23646 41 192 - 556.39803 - 849 2025s 3595 2145 596.92726 55 197 - 556.39803 - 848 2030s 3611 2161 604.72006 69 180 - 556.39803 - 847 2035s 3626 2170 632.88421 73 172 - 556.39803 - 846 2040s 3666 2210 643.62899 105 140 - 556.39803 - 839 2045s 3683 2227 649.70095 114 127 - 556.39803 - 838 2050s 3712 2256 651.82313 138 146 - 556.39803 - 833 2055s 3751 2289 660.79124 173 142 - 556.39803 - 826 2060s 3800 2319 560.71625 39 214 - 556.42104 - 818 2065s 3802 2321 584.05988 40 213 - 556.42104 - 820 2070s 3805 2324 585.55436 41 204 - 556.42104 - 822 2076s 3809 2328 596.54689 43 192 - 556.42104 - 823 2080s 3824 2343 597.62389 59 185 - 556.42104 - 822 2085s 3831 2350 601.00500 63 175 - 556.42104 - 823 2090s 3845 2362 670.02220 70 207 - 556.42104 - 823 2096s 3865 2365 566.31588 39 190 - 556.67373 - 820 2100s 3868 2368 589.72617 40 204 - 556.67373 - 822 2106s 3871 2371 574.44794 40 224 - 556.67373 - 823 2110s 3879 2377 597.77359 43 191 - 556.67373 - 825 2118s 3883 2381 596.76893 47 193 - 556.67373 - 825 2120s 3898 2396 602.33480 57 177 - 556.67373 - 825 2125s 3911 2409 610.47338 66 163 - 556.67373 - 824 2130s 3927 2421 infeasible 79 - 556.67373 - 824 2136s 3949 2443 622.14605 98 136 - 556.67373 - 821 2140s 3973 2467 630.24897 113 134 - 556.67373 - 818 2145s 3988 2480 634.58605 117 125 - 556.67373 - 817 2150s 4045 2535 654.32097 164 145 - 556.67373 - 807 2155s 4085 2547 567.51647 43 200 - 556.69616 - 801 2161s 4087 2549 577.22381 43 193 - 556.69616 - 803 2165s 4090 2552 579.41227 43 193 - 556.69616 - 805 2171s 4098 2558 589.86042 50 187 - 556.69616 - 805 2175s 4114 2570 infeasible 65 - 556.69616 - 804 2180s 4119 2571 579.94911 43 177 - 556.81670 - 805 2187s 4120 2572 582.05480 43 192 - 556.81670 - 806 2190s 4123 2575 582.54314 43 193 - 556.81670 - 807 2197s 4128 2580 610.13027 44 181 - 556.81670 - 807 2202s 4130 2580 infeasible 45 - 556.81670 - 808 2206s 4136 2584 infeasible 53 - 556.81670 - 808 2210s 4140 2584 infeasible 54 - 556.81670 - 809 2215s 4149 2589 622.45609 57 171 - 556.81670 - 808 2220s 4156 2586 560.18732 36 225 - 556.85856 - 809 2225s 4158 2588 571.10217 37 232 - 556.85856 - 810 2232s 4162 2592 576.02706 39 222 - 556.85856 - 810 2235s 4166 2596 588.82594 42 197 - 556.85856 - 811 2241s 4171 2601 583.32454 45 209 - 556.85856 - 810 2245s 4177 2603 596.26767 47 182 - 556.85856 - 811 2252s 4179 2603 603.07509 47 198 - 556.85856 - 812 2255s 4203 2623 613.12070 66 190 - 556.85856 - 809 2260s 4231 2634 582.67109 37 206 - 556.95682 - 805 2265s 4234 2637 585.16296 39 202 - 556.95682 - 807 2270s 4239 2640 infeasible 40 - 556.95682 - 808 2275s 4259 2644 559.21572 36 215 - 557.23042 - 806 2280s 4263 2648 584.72914 38 214 - 557.23042 - 808 2286s 4268 2653 589.78224 42 192 - 557.23042 - 809 2291s 4282 2667 598.76296 56 178 - 557.23042 - 808 2295s 4300 2681 609.31041 63 177 - 557.23042 - 807 2300s 4313 2686 628.78901 67 170 - 557.23042 - 808 2306s 4317 2690 625.39276 68 177 - 557.23042 - 808 2310s 4327 2690 569.70288 35 199 - 557.23243 - 808 2315s 4331 2694 577.65313 36 176 - 557.23243 - 810 2320s 4336 2699 584.61052 38 182 - 557.23243 - 811 2325s 4353 2716 604.53005 48 187 - 557.23243 - 810 2330s 4382 2730 infeasible 34 - 557.41748 - 807 2335s 4386 2734 579.54622 41 191 - 557.60908 - 808 2340s 4388 2736 581.91349 41 194 - 557.60908 - 810 2345s 4392 2740 604.85302 42 187 - 557.60908 - 811 2350s 4398 2744 598.51389 44 169 - 557.60908 - 813 2355s 4417 2749 560.78262 40 211 - 557.63892 - 811 2360s 4421 2753 581.59518 42 199 - 557.63892 - 813 2367s 4422 2754 578.65095 42 194 - 557.63892 - 814 2370s 4425 2757 581.27001 42 198 - 557.63892 - 816 2376s 4430 2758 infeasible 44 - 557.63892 - 817 2381s 4441 2767 593.58000 52 190 - 557.63892 - 817 2385s 4450 2768 569.54887 42 194 - 558.89148 - 818 2391s 4452 2770 579.55135 42 186 - 558.89148 - 819 2396s 4455 2773 581.73144 42 182 - 558.89148 - 821 2401s 4460 2776 590.13945 46 182 - 558.89148 - 822 2405s 4472 2782 613.67443 54 165 - 558.89148 - 822 2410s 4483 2783 580.86303 46 185 - 558.97439 - 822 2415s 4486 2786 582.67483 46 190 - 558.97439 - 824 2421s 4492 2790 591.15311 50 180 - 558.97439 - 825 2425s 4504 2796 infeasible 59 - 558.97439 - 825 2430s 4517 2795 561.41568 38 213 - 559.02307 - 824 2436s 4520 2798 587.37605 40 207 - 559.02307 - 825 2450s 4525 2803 592.12274 41 196 - 559.02307 - 827 2455s 4539 2817 600.16043 55 181 - 559.02307 - 826 2460s 4552 2828 622.88644 64 173 - 559.02307 - 826 2465s 4562 2834 641.06994 66 166 - 559.02307 - 827 2470s 4576 2848 644.06753 76 166 - 559.02307 - 826 2475s 4590 2862 647.37215 83 156 - 559.02307 - 826 2480s 4630 2900 670.06229 109 101 - 559.02307 - 821 2485s 4644 2914 674.53520 113 94 - 559.02307 - 820 2490s 4663 2933 680.21185 120 104 - 559.02307 - 819 2495s 4678 2948 696.07980 123 111 - 559.02307 - 819 2500s 4689 2948 715.48764 125 133 - 559.02307 - 820 2505s 4735 2967 infeasible 152 - 559.02307 - 814 2510s 4740 2972 587.21066 41 197 - 559.78158 - 815 2515s 4745 2977 592.02944 42 195 - 559.78158 - 816 2520s 4762 2994 601.62448 56 188 - 559.78158 - 815 2525s 4776 3008 604.08594 62 162 - 559.78158 - 815 2530s 4787 3013 infeasible 70 - 559.78158 - 815 2535s 4793 3011 571.58690 40 201 - 559.78180 - 817 2540s 4796 3014 595.00243 41 194 - 559.78180 - 818 2546s 4800 3018 592.49674 43 191 - 559.78180 - 819 2550s 4814 3032 605.21016 57 182 - 559.78180 - 818 2555s 4833 3051 612.72182 73 173 - 559.78180 - 817 2560s 4841 3051 564.60446 39 208 - 560.29953 - 818 2565s 4847 3057 591.47014 43 195 - 560.29953 - 819 2570s 4853 3063 598.78795 49 185 - 560.29953 - 819 2575s 4871 3079 626.96187 62 172 - 560.29953 - 818 2580s 4884 3088 infeasible 69 - 560.29953 - 818 2586s 4891 3091 650.11318 69 144 - 560.29953 - 819 2590s 4893 3093 664.58648 70 174 - 560.29953 - 819 2595s 4953 3135 693.83012 111 163 - 560.29953 - 811 2600s 4977 3143 578.74607 51 188 - 560.30164 - 808 2605s 4980 3146 591.14953 51 180 - 560.30164 - 810 2610s 4983 3147 infeasible 52 - 560.30164 - 811 2615s 4991 3154 610.13396 56 161 - 560.30164 - 811 2620s 4998 3157 630.49757 61 177 - 560.30164 - 812 2625s 5012 3165 infeasible 72 - 560.30164 - 811 2630s 5037 3179 582.24310 50 192 - 560.43624 - 809 2637s 5039 3181 582.61405 50 180 - 560.43624 - 810 2641s 5044 3186 589.94021 53 170 - 560.43624 - 811 2645s 5052 3186 infeasible 58 - 560.43624 - 812 2650s 5056 3190 582.77086 43 216 - 560.48534 - 813 2655s 5060 3194 586.96976 44 215 - 560.48534 - 814 2661s 5063 3195 infeasible 45 - 560.48534 - 818 2674s 5064 3196 588.55257 44 205 - 560.48534 - 818 2676s 5067 3197 infeasible 46 - 560.48534 - 821 2686s 5070 3200 601.82508 49 201 - 560.48534 - 821 2690s 5075 3205 645.74579 54 198 - 560.48534 - 822 2695s 5079 3203 infeasible 54 - 560.48534 - 824 2702s 5093 3205 563.43044 43 208 - 560.58496 - 823 2707s 5097 3207 infeasible 47 - 560.58496 - 824 2712s 5098 3208 584.39429 47 203 - 560.58496 - 824 2716s 5107 3217 598.42440 56 177 - 560.58496 - 824 2720s 5124 3234 605.45073 68 172 - 560.58496 - 823 2725s 5141 3243 563.63310 44 209 - 560.62174 - 823 2730s 5146 3246 infeasible 49 - 560.62174 - 824 2735s 5148 3246 infeasible 49 - 560.62174 - 825 2740s 5150 3248 584.46732 49 202 - 560.62174 - 826 2745s 5156 3254 595.82760 55 185 - 560.62174 - 827 2750s 5170 3268 603.87767 64 164 - 560.62174 - 826 2755s 5190 3286 infeasible 77 - 560.62174 - 825 2760s 5197 3287 600.31810 42 181 - 560.63627 - 826 2768s 5198 3288 589.21803 42 204 - 560.63627 - 827 2770s 5201 3291 597.66687 43 206 - 560.63627 - 828 2776s 5209 3297 610.31679 47 167 - 560.63627 - 829 2781s 5216 3300 621.20784 49 177 - 560.63627 - 829 2785s 5221 3297 infeasible 51 - 560.63627 - 831 2791s 5225 3297 585.76532 41 178 - 561.12427 - 833 2798s 5226 3298 573.77818 41 215 - 561.12427 - 833 2801s 5233 3305 603.17743 44 183 - 561.12427 - 834 2805s 5258 3308 564.57153 42 188 - 561.21073 - 831 2810s 5261 3309 infeasible 45 - 561.21073 - 832 2815s 5264 3310 585.99508 45 190 - 561.21073 - 834 2822s 5266 3312 593.80651 46 170 - 561.21073 - 835 2825s 5275 3321 604.73074 51 169 - 561.21073 - 835 2830s 5286 3332 608.02879 56 154 - 561.21073 - 835 2835s 5317 3355 infeasible 80 - 561.21073 - 832 2840s 5323 3357 infeasible 45 - 561.28094 - 833 2847s 5324 3356 infeasible 45 - 561.28094 - 834 2850s 5327 3359 592.83055 46 172 - 561.28094 - 836 2855s 5341 3373 604.51267 58 163 - 561.28094 - 835 2860s 5358 3390 612.17026 66 176 - 561.28094 - 834 2865s 5376 3402 657.41701 75 150 - 561.28094 - 833 2870s 5400 3426 664.23753 97 150 - 561.28094 - 830 2875s 5409 3427 580.95160 44 191 - 561.38269 - 831 2880s 5412 3426 infeasible 45 - 561.38269 - 833 2886s 5414 3428 592.07908 45 199 - 561.38269 - 834 2890s 5421 3435 605.01507 47 187 - 561.38269 - 834 2895s 5435 3437 567.81299 39 228 - 561.50193 - 834 2901s 5438 3440 583.61107 41 229 - 561.50193 - 835 2905s 5444 3446 588.56430 43 227 - 561.50193 - 836 2910s 5448 3450 598.72629 44 221 - 561.50193 - 836 2915s 5449 3449 infeasible 45 - 561.50193 - 839 2924s 5451 3451 600.00006 46 222 - 561.50193 - 839 2925s 5455 3451 639.43961 48 218 - 561.50193 - 840 2933s 5459 3451 infeasible 48 - 561.50193 - 840 2935s 5460 3452 639.04083 48 215 - 561.50193 - 842 2941s 5481 3459 568.99514 52 197 - 561.50290 - 840 2946s 5484 3460 infeasible 54 - 561.50290 - 841 2951s 5485 3459 infeasible 54 - 561.50290 - 842 2956s 5488 3462 597.67396 55 170 - 561.50290 - 844 2960s 5503 3477 609.44126 66 163 - 561.50290 - 843 2965s 5522 3492 infeasible 76 - 561.50290 - 842 2970s 5534 3490 570.88059 52 191 - 561.57375 - 842 2976s 5536 3490 infeasible 54 - 561.57375 - 844 2980s 5539 3491 infeasible 54 - 561.57375 - 845 2986s 5543 3495 599.99486 57 161 - 561.57375 - 846 2990s 5556 3502 infeasible 66 - 561.57375 - 845 2995s 5562 3502 infeasible 51 - 561.61789 - 847 3001s 5564 3502 infeasible 51 - 561.61789 - 848 3006s 5566 3504 585.66346 51 204 - 561.61789 - 849 3010s 5574 3512 606.24273 56 176 - 561.61789 - 850 3016s 5586 3524 606.87610 65 170 - 561.61789 - 849 3020s 5605 3539 infeasible 76 - 561.61789 - 848 3025s 5616 3548 661.26424 86 155 - 561.61789 - 847 3030s 5624 3546 infeasible 51 - 561.65932 - 848 3038s 5626 3546 infeasible 51 - 561.65932 - 850 3043s 5627 3547 586.03850 51 200 - 561.65932 - 850 3045s 5633 3553 597.25069 56 183 - 561.65932 - 851 3050s 5644 3564 605.78705 63 177 - 561.65932 - 851 3055s 5666 3582 infeasible 75 - 561.65932 - 849 3060s 5670 3582 584.47897 49 190 - 561.66205 - 850 3065s 5672 3582 584.47190 49 180 - 561.66205 - 851 3070s 5676 3584 603.01036 51 177 - 561.66205 - 852 3075s 5692 3596 infeasible 58 - 561.66205 - 852 3080s 5700 3596 infeasible 51 - 561.66972 - 853 3088s 5701 3597 584.52149 50 189 - 561.66972 - 854 3090s 5704 3598 596.02443 51 195 - 561.66972 - 855 3095s 5718 3610 644.05998 62 175 - 561.66972 - 855 3100s 5731 3613 580.83844 55 186 - 561.68420 - 854 3105s 5733 3611 infeasible 56 - 561.68420 - 856 3112s 5735 3613 591.66685 56 191 - 561.68420 - 857 3115s 5746 3624 612.41272 65 185 - 561.68420 - 857 3120s 5764 3638 infeasible 72 - 561.68420 - 856 3125s 5778 3642 571.18165 53 196 - 561.69605 - 856 3131s 5780 3642 infeasible 55 - 561.69605 - 858 3135s 5783 3643 593.03923 55 194 - 561.69605 - 859 3141s 5785 3645 600.09582 56 164 - 561.69605 - 860 3145s 5796 3656 612.67224 64 185 - 561.69605 - 860 3150s 5815 3671 infeasible 70 - 561.69605 - 859 3155s 5834 3680 627.46919 70 155 - 561.69605 - 858 3160s 5846 3680 infeasible 72 - 561.69605 - 859 3165s 5860 3674 583.86781 40 189 - 561.90604 - 859 3174s 5861 3675 573.97786 40 206 - 561.90604 - 860 3177s 5864 3678 578.24572 41 213 - 561.90604 - 861 3181s 5869 3683 609.27349 42 186 - 561.90604 - 861 3185s 5886 3690 infeasible 50 - 561.90604 - 861 3191s 5888 3688 infeasible 49 - 561.90604 - 862 3195s 5891 3687 infeasible 43 - 561.91781 - 865 3203s 5892 3688 575.18169 43 213 - 561.91781 - 865 3206s 5895 3691 598.84588 45 180 - 561.91781 - 866 3210s 5906 3698 614.02476 53 177 - 561.91781 - 866 3215s 5910 3696 565.87421 42 204 - 561.99319 - 867 3220s 5912 3696 infeasible 44 - 561.99319 - 868 3228s 5913 3697 576.03642 44 220 - 561.99319 - 868 3232s 5915 3699 599.90089 45 206 - 561.99319 - 869 3237s 5916 3700 599.70740 46 188 - 561.99319 - 869 3240s 5922 3706 605.33922 51 184 - 561.99319 - 869 3245s 5926 3710 614.42177 53 172 - 561.99319 - 870 3250s 5932 3712 618.29924 54 173 - 561.99319 - 870 3256s 5943 3711 568.42012 39 226 - 561.99341 - 870 3261s 5946 3714 588.65064 41 215 - 561.99341 - 870 3265s 5952 3720 598.55179 45 219 - 561.99341 - 871 3271s 5953 3719 infeasible 45 - 561.99341 - 873 3278s 5955 3721 599.04024 45 213 - 561.99341 - 874 3281s 5956 3720 infeasible 45 - 561.99341 - 875 3287s 5960 3720 642.71502 47 221 - 561.99341 - 876 3294s 5969 3726 648.52301 55 226 - 561.99341 - 875 3295s 5978 3727 583.22399 35 205 - 562.03769 - 876 3300s 5981 3730 602.28537 36 187 - 562.03769 - 877 3306s 5983 3732 601.40059 36 186 - 562.03769 - 877 3312s 5985 3734 593.34244 36 201 - 562.03769 - 878 3315s 5991 3738 633.64814 38 192 - 562.03769 - 879 3320s 6006 3745 655.32585 50 197 - 562.03769 - 878 3325s 6021 3750 infeasible 47 - 562.05155 - 878 3333s 6022 3749 infeasible 47 - 562.05155 - 879 3337s 6024 3751 594.55036 47 194 - 562.05155 - 880 3340s 6034 3759 infeasible 56 - 562.05155 - 880 3345s 6046 3761 573.74542 53 189 - 562.34215 - 880 3351s 6048 3761 infeasible 55 - 562.34215 - 881 3355s 6051 3762 595.22131 55 183 - 562.34215 - 882 3360s 6057 3768 607.15232 60 174 - 562.34215 - 882 3365s 6070 3781 621.01905 67 160 - 562.34215 - 882 3370s 6079 3782 598.95133 43 188 - 562.37404 - 883 3379s 6080 3783 596.31378 43 199 - 562.37404 - 884 3380s 6087 3790 605.32658 49 188 - 562.37404 - 884 3385s 6106 3809 609.86710 65 178 - 562.37404 - 882 3390s 6125 3828 618.13746 79 153 - 562.37404 - 881 3395s 6137 3836 628.50884 85 194 - 562.37404 - 880 3400s 6147 3838 579.83577 42 218 - 562.48246 - 880 3405s 6154 3845 593.79825 47 211 - 562.48246 - 880 3410s 6161 3850 infeasible 53 - 562.48246 - 882 3421s 6164 3853 605.35887 54 195 - 562.48246 - 883 3425s 6172 3861 613.98854 59 182 - 562.48246 - 883 3431s 6193 3882 620.37167 76 167 - 562.48246 - 882 3435s 6201 3890 672.72271 82 188 - 562.48246 - 882 3441s 6227 3914 633.98295 103 181 - 562.48246 - 879 3445s 6262 3929 566.37012 42 202 - 562.63638 - 876 3450s 6264 3929 576.50661 43 216 - 562.63638 - 877 3457s 6267 3932 600.45333 45 193 - 562.63638 - 878 3461s 6273 3938 609.70697 49 198 - 562.63638 - 878 3465s 6282 3941 infeasible 52 - 562.63638 - 879 3470s 6294 3939 infeasible 51 - 562.64433 - 879 3477s 6295 3940 591.05140 51 186 - 562.64433 - 880 3480s 6298 3941 590.58509 51 190 - 562.64433 - 881 3485s 6308 3951 610.14163 58 168 - 562.64433 - 881 3490s 6329 3968 641.94831 65 152 - 562.64433 - 880 3495s 6338 3969 579.74038 50 189 - 562.64700 - 880 3500s 6340 3967 infeasible 51 - 562.64700 - 882 3507s 6342 3969 590.32061 51 187 - 562.64700 - 883 3510s 6349 3976 605.16468 56 177 - 562.64700 - 884 3515s 6362 3987 624.80405 63 152 - 562.64700 - 883 3520s 6378 3991 660.75128 70 142 - 562.64700 - 883 3525s 6395 4006 infeasible 77 - 562.64700 - 882 3530s 6408 4009 infeasible 51 - 562.64700 - 883 3537s 6409 4008 infeasible 51 - 562.64700 - 883 3540s 6413 4012 597.95384 53 186 - 562.64700 - 884 3545s 6422 4021 611.24582 57 164 - 562.64700 - 885 3550s 6438 4023 infeasible 66 - 562.64700 - 884 3555s 6450 4020 569.48285 49 187 - 562.65604 - 884 3568s 6453 4021 infeasible 52 - 562.65604 - 885 3573s 6455 4021 infeasible 52 - 562.65604 - 886 3577s 6457 4023 590.98806 52 187 - 562.65604 - 886 3581s 6464 4030 606.22403 58 162 - 562.65604 - 887 3585s 6475 4035 infeasible 61 - 562.65604 - 887 3590s 6493 4035 568.12464 48 195 - 562.65784 - 886 3598s Cutting planes: Gomory: 32 Cover: 151 Implied bound: 30 Flow cover: 169 GUB cover: 22 Zero half: 1 Explored 6495 nodes (5801542 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.630000000000e+02, gap -