Gurobi 5.0.1 (linux64) logging started Thu Dec 20 16:11:27 2012 Optimize a model with 13202 rows, 12960 columns and 57596 nonzeros Presolve removed 715 rows and 160 columns Presolve time: 0.12s Presolved: 12487 rows, 12800 columns, 56463 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 4.738271e+02, 17712 iterations, 3.17 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 473.82706 0 181 - 473.82706 - - 3s 0 0 553.50436 0 174 - 553.50436 - - 5s 0 0 578.81421 0 170 - 578.81421 - - 6s 0 0 594.92336 0 181 - 594.92336 - - 7s 0 0 598.49525 0 179 - 598.49525 - - 8s 0 0 602.09085 0 189 - 602.09085 - - 9s 0 0 602.95470 0 182 - 602.95470 - - 9s 0 0 605.00556 0 179 - 605.00556 - - 10s 0 0 606.86630 0 179 - 606.86630 - - 10s 0 0 607.13563 0 181 - 607.13563 - - 11s 0 0 607.29081 0 178 - 607.29081 - - 11s 0 0 607.31855 0 183 - 607.31855 - - 11s 0 0 607.31855 0 183 - 607.31855 - - 22s 0 2 607.32851 0 183 - 607.32851 - - 27s 4 5 610.65739 3 184 - 610.65739 - 732 30s 13 12 infeasible 9 - 611.31855 - 780 35s 24 21 621.04392 16 171 - 611.31855 - 830 40s 30 25 634.91681 20 158 - 611.31855 - 1069 45s 49 38 650.72854 33 156 - 611.31855 - 857 50s 63 48 661.40459 41 147 - 611.31855 - 858 55s 75 58 671.00208 48 152 - 611.31855 - 870 60s 95 69 627.97726 4 173 - 611.42238 - 806 65s 109 80 654.10292 13 172 - 611.42238 - 813 70s 125 86 667.42854 21 157 - 611.42238 - 813 75s 140 101 680.07592 30 149 - 611.42238 - 805 80s 161 110 625.41225 5 188 - 614.49344 - 770 85s 180 129 642.63002 18 172 - 614.49344 - 754 90s 194 143 662.15680 28 162 - 614.49344 - 751 95s 219 149 infeasible 13 - 615.42085 - 724 100s 235 159 636.90702 19 178 - 615.42085 - 722 105s 257 176 660.66544 27 150 - 615.42085 - 716 110s 278 193 658.53996 39 145 - 615.42085 - 703 115s 298 207 677.00284 46 111 - 615.42085 - 698 120s 326 219 626.78105 12 175 - 616.18506 - 678 125s 338 227 637.75271 15 170 - 616.18506 - 692 130s 357 238 636.42508 8 186 - 616.78814 - 692 135s 375 254 infeasible 15 - 616.78814 - 691 140s 395 274 647.01820 20 158 - 616.78814 - 681 145s 421 288 650.51815 22 140 - 616.78814 - 676 150s 457 295 657.46735 31 147 - 616.78814 - 653 155s 495 307 620.60628 9 183 - 616.96727 - 629 160s 509 319 627.32294 16 181 - 616.96727 - 635 165s 521 331 642.55394 22 168 - 616.96727 - 634 170s 531 341 632.42085 29 157 - 616.96727 - 637 175s 538 346 650.51825 31 172 - 616.96727 - 645 181s 548 354 649.67002 38 159 - 616.96727 - 645 185s 558 360 655.48851 41 155 - 616.96727 - 648 191s 564 366 659.75956 42 144 - 616.96727 - 653 196s 572 374 664.16348 46 157 - 616.96727 - 656 200s 578 380 667.75960 50 152 - 616.96727 - 661 205s 593 395 672.71367 54 153 - 616.96727 - 658 210s 603 401 660.89452 33 181 - 616.96727 - 652 217s 604 402 702.16088 49 184 - 616.96727 - 651 221s 606 403 682.50115 17 183 - 616.96727 - 649 225s 609 405 660.89452 33 188 - 616.96727 - 646 230s 613 408 649.67348 39 191 - 616.96727 - 641 235s 617 411 663.86447 47 192 - 618.44298 - 637 240s 622 414 684.13426 33 200 - 618.48330 - 632 251s 624 415 627.37041 20 200 - 618.48330 - 630 266s 625 418 618.96405 14 195 - 618.96405 - 689 275s 627 417 621.11264 15 210 - 619.25229 - 689 285s 628 417 623.55455 15 181 - 621.33047 - 690 295s 629 418 623.82799 16 190 - 621.33047 - 689 304s 630 418 623.93984 17 182 - 621.33047 - 688 305s 635 419 infeasible 19 - 621.33047 - 691 310s 645 423 640.02016 24 158 - 621.33047 - 690 315s 655 430 632.07316 29 159 - 621.33047 - 688 320s 661 434 651.24720 32 137 - 621.33047 - 694 326s 671 439 639.07150 37 155 - 621.33047 - 692 330s 681 443 637.78216 42 150 - 621.33047 - 692 335s 691 448 645.32998 47 143 - 621.33047 - 695 340s 709 458 659.13477 56 124 - 621.33047 - 690 345s 729 469 660.56027 66 128 - 621.33047 - 683 350s 743 477 infeasible 73 - 621.33047 - 683 355s 752 477 627.62102 18 167 - 623.17958 - 687 360s 762 481 630.02652 23 168 - 623.31115 - 691 365s 776 491 632.84940 30 182 - 623.31115 - 692 370s 785 497 632.12543 35 183 - 623.31115 - 695 375s 794 501 638.87632 39 185 - 623.31115 - 701 380s 808 508 652.48780 46 159 - 623.31115 - 702 385s 818 513 659.12886 51 134 - 623.31115 - 709 390s 831 521 657.93501 58 125 - 623.31115 - 708 395s 840 527 673.86867 62 151 - 623.31115 - 713 400s 861 529 639.07432 20 195 - 623.33536 - 710 405s 868 533 627.49368 24 171 - 623.33536 - 714 410s 882 535 631.97341 31 183 - 623.33536 - 713 415s 893 539 infeasible 36 - 623.33536 - 719 421s 899 541 658.67199 39 143 - 623.33536 - 723 425s 907 543 672.24713 43 142 - 623.33536 - 730 431s 918 544 631.58788 24 187 - 624.21097 - 728 435s 931 551 645.09586 33 164 - 624.21097 - 729 440s 939 550 667.44691 35 158 - 624.21097 - 736 445s 955 560 659.71751 46 149 - 624.21097 - 734 450s 978 575 666.23601 58 144 - 624.21097 - 727 455s 995 585 673.85553 67 142 - 624.21097 - 726 460s 1018 592 624.92438 23 199 - 624.21528 - 716 465s 1033 598 634.31232 33 180 - 624.21528 - 718 470s 1039 600 651.86972 35 185 - 624.21528 - 724 475s 1052 608 653.29055 43 170 - 624.21528 - 723 480s 1063 615 668.03930 47 135 - 624.21528 - 726 485s 1070 620 666.40553 52 140 - 624.21528 - 730 490s 1082 628 673.13480 57 162 - 624.21528 - 735 495s 1094 636 684.81813 67 147 - 624.21528 - 735 500s 1122 640 632.57243 25 196 - 624.58111 - 724 505s 1132 643 650.27872 29 191 - 624.58111 - 729 510s 1140 644 648.46037 34 180 - 624.58111 - 735 515s 1153 653 673.69194 41 147 - 624.58111 - 737 520s 1165 655 673.13552 45 159 - 624.58111 - 740 525s 1188 656 infeasible 59 - 624.58111 - 737 530s 1212 672 684.87174 79 136 - 624.58111 - 730 535s 1228 673 632.73793 26 181 - 624.58287 - 729 540s 1241 682 642.08958 30 174 - 624.58287 - 730 545s 1250 684 infeasible 32 - 624.58287 - 733 550s 1257 688 665.88200 34 166 - 624.58287 - 741 556s 1263 690 651.65931 34 172 - 624.58287 - 745 560s 1270 693 684.73928 33 158 - 624.58287 - 751 565s 1288 687 651.70444 35 174 - 624.58287 - 749 570s 1308 698 infeasible 42 - 624.58287 - 747 575s 1322 704 673.25782 41 166 - 624.58287 - 749 580s 1336 711 675.17701 47 154 - 624.58287 - 749 585s 1371 714 infeasible 66 - 624.58287 - 740 590s 1390 717 654.50165 33 186 - 624.90960 - 739 595s 1400 722 infeasible 37 - 624.90960 - 741 600s 1420 733 669.66752 51 142 - 624.90960 - 739 605s 1456 757 676.98058 82 111 - 624.90960 - 728 610s 1480 771 infeasible 100 - 624.90960 - 721 615s 1506 776 643.98775 27 181 - 625.91241 - 714 620s 1516 783 653.62993 33 176 - 625.91241 - 717 625s 1530 790 678.05555 38 152 - 625.91241 - 719 630s 1547 802 682.36109 45 154 - 625.91241 - 718 635s 1566 800 633.62740 30 159 - 625.91926 - 717 640s 1578 806 662.17712 37 162 - 625.91926 - 719 645s 1595 818 660.92598 50 158 - 625.91926 - 719 650s 1628 838 671.36383 75 137 - 625.91926 - 710 655s 1668 858 infeasible 106 - 625.91926 - 699 660s 1680 856 643.82743 29 182 - 626.48046 - 701 665s 1694 864 665.68576 36 173 - 626.48046 - 702 670s 1722 880 684.87252 58 144 - 626.48046 - 697 675s 1744 885 656.91135 35 179 - 626.48633 - 696 680s 1758 894 666.43175 37 153 - 626.48633 - 696 685s 1786 913 673.31011 58 146 - 626.48633 - 692 690s 1816 929 693.13484 81 125 - 626.48633 - 687 695s 1839 926 630.33732 25 193 - 626.84194 - 684 700s 1852 933 656.43553 36 178 - 626.84194 - 686 705s 1859 938 668.41308 37 168 - 626.84194 - 690 710s 1867 935 673.78381 40 167 - 626.84194 - 695 715s 1887 944 infeasible 52 - 626.84194 - 694 720s 1901 956 638.56947 34 144 - 626.93301 - 695 725s 1908 961 661.92111 38 165 - 626.93301 - 697 731s 1932 983 infeasible 52 - 626.93301 - 694 735s 1974 1025 672.90577 91 145 - 626.93301 - 684 740s 1998 1025 infeasible 97 - 626.93301 - 682 745s 2002 1023 628.90745 23 174 - 627.03409 - 685 750s 2014 1035 636.99527 31 149 - 627.03409 - 685 756s 2027 1048 643.34428 42 147 - 627.03409 - 684 760s 2036 1057 649.54098 47 158 - 627.03409 - 686 765s 2068 1089 655.95404 77 127 - 627.03409 - 680 770s 2083 1102 674.04824 86 97 - 627.03409 - 680 775s 2102 1121 679.32446 97 103 - 627.03409 - 680 780s 2120 1139 682.46279 114 117 - 627.03409 - 678 785s 2136 1148 680.15677 127 112 - 627.03409 - 677 790s 2162 1162 645.80627 26 172 - 627.23265 - 675 795s 2174 1174 646.92119 36 143 - 627.23265 - 675 800s 2198 1198 656.81802 53 132 - 627.23265 - 674 805s 2227 1227 667.13028 74 112 - 627.23265 - 670 810s 2250 1246 691.76667 87 114 - 627.23265 - 669 815s 2279 1265 infeasible 106 - 627.23265 - 666 820s 2298 1280 652.93606 37 177 - 627.24940 - 665 825s 2315 1297 663.03251 45 139 - 627.24940 - 666 830s 2351 1331 685.67282 73 147 - 627.24940 - 661 835s 2364 1336 630.92794 25 193 - 627.27373 - 661 840s 2378 1348 653.16684 36 154 - 627.27373 - 662 845s 2389 1358 660.36560 42 155 - 627.27373 - 663 850s 2407 1368 665.40963 49 164 - 627.27373 - 663 855s 2438 1391 infeasible 69 - 627.27373 - 659 860s 2449 1394 infeasible 32 - 627.49314 - 662 866s 2457 1402 654.48567 37 177 - 627.49314 - 663 870s 2476 1421 665.11914 52 150 - 627.49314 - 662 875s 2499 1436 670.78955 70 130 - 627.49314 - 660 880s 2519 1445 647.96593 30 170 - 627.49320 - 660 885s 2534 1458 661.84561 36 170 - 627.49320 - 659 890s 2555 1475 infeasible 49 - 627.49320 - 659 895s 2581 1499 infeasible 70 - 627.49320 - 656 900s 2604 1503 635.86443 23 171 - 627.62194 - 656 905s 2616 1515 637.99967 30 166 - 627.62194 - 657 910s 2631 1530 649.11175 36 126 - 627.62194 - 657 915s 2652 1551 660.36875 52 120 - 627.62194 - 655 920s 2674 1569 676.38931 70 120 - 627.62194 - 653 925s 2696 1580 633.95522 25 162 - 627.64766 - 652 930s 2707 1589 656.47817 31 137 - 627.64766 - 654 935s 2725 1607 664.73030 44 131 - 627.64766 - 654 940s 2760 1638 680.02351 75 114 - 627.64766 - 651 945s 2784 1647 640.17455 27 178 - 627.66066 - 648 950s 2796 1659 663.48867 32 158 - 627.66066 - 650 955s 2815 1674 674.86152 43 103 - 627.66066 - 649 960s 2833 1680 638.99225 32 183 - 627.66271 - 649 965s 2845 1692 653.32233 38 178 - 627.66271 - 651 970s 2853 1700 660.52087 41 169 - 627.66271 - 653 975s 2865 1708 667.23927 43 163 - 627.66271 - 654 980s 2877 1716 698.43020 47 149 - 627.66271 - 656 985s 2901 1736 687.24915 69 149 - 627.66271 - 654 990s 2950 1781 infeasible 112 - 627.66271 - 646 995s 2961 1784 650.57823 30 196 - 627.70205 - 648 1000s 2975 1798 658.03642 40 178 - 627.70205 - 649 1005s 2994 1815 682.91903 48 146 - 627.70205 - 648 1010s 3015 1826 637.34366 32 150 - 627.70480 - 648 1015s 3023 1832 662.30114 35 153 - 627.70480 - 650 1021s 3055 1862 667.26964 62 144 - 627.70480 - 647 1025s 3085 1887 687.68793 85 112 - 627.70480 - 645 1030s 3119 1908 658.02710 32 166 - 627.75853 - 641 1035s 3131 1920 666.90506 39 128 - 627.75853 - 642 1040s 3154 1931 636.89847 28 203 - 627.83755 - 641 1045s 3166 1941 653.72976 30 187 - 627.83755 - 642 1050s 3179 1954 655.07289 30 192 - 627.83755 - 643 1055s 3194 1969 655.91170 31 186 - 627.83755 - 643 1060s 3222 1997 668.08517 46 143 - 627.83755 - 641 1065s 3254 2015 683.31931 58 128 - 627.83755 - 639 1070s 3281 2024 641.65661 33 186 - 627.84759 - 637 1075s 3285 2028 649.66401 35 187 - 627.84759 - 638 1080s 3294 2037 656.71693 42 169 - 627.84759 - 639 1085s 3303 2046 660.24040 46 163 - 627.84759 - 639 1090s 3309 2050 infeasible 49 - 627.84759 - 640 1095s 3320 2061 670.64751 59 135 - 627.84759 - 640 1100s 3332 2065 681.30105 63 142 - 627.84759 - 640 1105s 3343 2062 infeasible 28 - 627.97702 - 641 1110s 3350 2067 637.81795 25 190 - 627.98410 - 643 1115s 3357 2074 661.17294 29 164 - 627.98410 - 645 1120s 3365 2078 655.94218 34 177 - 627.98410 - 647 1125s 3391 2091 632.08121 20 198 - 628.02777 - 646 1130s 3408 2106 654.53845 31 161 - 628.02777 - 646 1135s 3420 2118 664.63852 37 149 - 628.02777 - 647 1140s 3450 2146 678.00759 67 111 - 628.02777 - 645 1145s 3494 2163 infeasible 34 - 628.31385 - 641 1152s 3497 2166 648.07430 33 182 - 628.31385 - 642 1155s 3509 2176 669.97855 38 167 - 628.31385 - 643 1160s 3523 2182 641.05729 21 176 - 628.37217 - 644 1165s 3537 2196 648.20558 29 159 - 628.37217 - 645 1170s 3555 2214 656.37088 42 126 - 628.37217 - 644 1175s 3571 2224 675.82559 51 133 - 628.37217 - 644 1180s 3611 2256 639.36743 28 189 - 628.54578 - 640 1185s 3624 2267 659.01166 36 185 - 628.54578 - 641 1190s 3645 2286 674.79944 49 143 - 628.54578 - 640 1195s 3674 2303 637.74585 26 153 - 628.70941 - 638 1200s 3689 2318 643.81468 35 137 - 628.70941 - 639 1205s 3704 2329 662.91133 42 129 - 628.70941 - 640 1210s 3718 2341 681.66403 46 140 - 628.70941 - 641 1215s 3736 2355 685.97532 60 124 - 628.70941 - 640 1220s 3771 2380 640.39691 25 150 - 629.06549 - 637 1225s 3805 2414 652.70846 53 128 - 629.06549 - 634 1230s 3818 2427 694.13865 58 119 - 629.06549 - 635 1235s 3838 2445 683.30145 76 96 - 629.06549 - 634 1240s 3864 2461 637.81371 34 164 - 629.28467 - 633 1245s 3888 2485 654.23434 52 150 - 629.28467 - 632 1250s 3921 2512 infeasible 84 - 629.28467 - 630 1255s 3935 2520 infeasible 87 - 629.28467 - 631 1260s 3959 2526 635.32758 23 188 - 629.28808 - 630 1265s 3982 2549 645.06244 40 139 - 629.28808 - 629 1270s 4045 2610 667.60260 95 104 - 629.28808 - 622 1275s 4068 2612 642.19005 22 188 - 629.29512 - 622 1280s 4091 2635 654.58146 40 160 - 629.29512 - 621 1285s 4121 2659 668.50931 65 130 - 629.29512 - 620 1290s 4134 2657 630.06900 28 167 - 629.29768 - 620 1295s 4148 2671 640.68819 40 141 - 629.29768 - 621 1300s 4166 2687 654.95006 46 131 - 629.29768 - 621 1305s 4195 2714 673.86503 66 109 - 629.29768 - 620 1310s 4220 2725 691.13813 82 111 - 629.29768 - 618 1315s 4244 2736 639.04357 30 167 - 629.36696 - 617 1320s 4253 2745 649.52739 33 160 - 629.36696 - 619 1326s 4263 2755 649.12314 42 151 - 629.36696 - 620 1330s 4280 2769 658.39047 52 134 - 629.36696 - 620 1335s 4304 2770 infeasible 26 - 629.62679 - 619 1341s 4313 2775 642.29559 29 184 - 629.80183 - 620 1346s 4324 2786 653.85681 38 174 - 629.80183 - 621 1350s 4341 2791 infeasible 33 - 629.85018 - 622 1356s 4355 2803 645.77089 44 188 - 629.85018 - 621 1360s 4366 2811 652.15953 51 167 - 629.85018 - 622 1365s 4379 2820 664.42855 57 160 - 629.85018 - 622 1370s 4392 2817 infeasible 25 - 629.88748 - 624 1377s 4401 2824 638.39147 31 157 - 630.03050 - 624 1380s 4411 2826 655.59772 37 180 - 630.03050 - 626 1385s 4418 2831 664.24542 40 165 - 630.03050 - 627 1390s 4431 2834 infeasible 41 - 630.03050 - 628 1396s 4442 2835 infeasible 42 - 630.03050 - 628 1400s 4456 2829 infeasible 25 - 630.06310 - 630 1406s 4470 2841 651.28385 35 179 - 630.06310 - 630 1410s 4476 2846 668.71312 40 172 - 630.06310 - 632 1415s 4484 2844 infeasible 26 - 630.06926 - 634 1420s 4500 2858 666.21606 37 133 - 630.06926 - 634 1425s 4520 2867 682.40431 46 139 - 630.06926 - 634 1430s 4539 2876 640.18182 35 157 - 630.10987 - 633 1435s 4557 2894 648.22582 50 142 - 630.10987 - 633 1440s 4584 2921 659.04181 72 121 - 630.10987 - 631 1445s 4598 2921 infeasible 78 - 630.10987 - 633 1450s 4610 2918 631.62563 31 183 - 630.35929 - 634 1455s 4615 2921 641.80675 34 179 - 630.35929 - 635 1460s 4625 2925 663.62972 40 174 - 630.35929 - 637 1465s 4638 2936 674.52841 44 174 - 630.35929 - 637 1470s 4651 2933 infeasible 30 - 630.65048 - 638 1475s 4667 2947 650.70818 38 161 - 630.65048 - 638 1480s 4680 2956 670.38516 47 145 - 630.65048 - 639 1485s 4691 2959 682.83026 51 146 - 630.65048 - 640 1490s 4710 2968 infeasible 38 - 630.90487 - 640 1495s 4727 2973 635.04987 24 162 - 630.94582 - 641 1500s 4743 2985 651.88754 32 156 - 630.94582 - 641 1505s 4764 3006 660.55683 43 132 - 630.94582 - 640 1510s 4787 3027 686.01605 60 112 - 630.94582 - 640 1515s 4796 3032 703.59215 63 106 - 630.94582 - 641 1520s 4826 3052 643.45275 33 170 - 631.04885 - 640 1525s 4846 3072 654.57256 47 142 - 631.04885 - 639 1530s 4865 3091 661.64178 62 92 - 631.04885 - 639 1535s 4897 3110 infeasible 86 - 631.04885 - 637 1540s 4909 3112 650.27004 31 129 - 631.11192 - 639 1545s 4932 3135 665.00395 46 116 - 631.11192 - 638 1550s 4957 3156 infeasible 66 - 631.11192 - 637 1555s 4996 3180 infeasible 29 - 631.18635 - 635 1562s 5002 3182 infeasible 31 - 631.24305 - 635 1565s 5014 3188 642.77183 28 159 - 631.27178 - 636 1570s 5034 3202 661.91823 42 142 - 631.27178 - 636 1575s 5049 3215 668.55648 49 146 - 631.27178 - 637 1580s 5074 3214 infeasible 28 - 631.39622 - 637 1586s 5086 3226 642.94580 32 150 - 631.39810 - 637 1590s 5109 3249 666.72458 40 109 - 631.39810 - 637 1595s 5127 3267 672.89493 54 133 - 631.39810 - 637 1600s 5143 3277 676.69601 62 119 - 631.39810 - 637 1605s 5187 3312 651.07191 25 196 - 631.41969 - 634 1611s 5194 3313 635.11789 32 156 - 631.55581 - 635 1615s 5206 3323 665.02708 41 180 - 631.55581 - 636 1621s 5224 3335 infeasible 52 - 631.55581 - 636 1625s 5232 3335 infeasible 34 - 631.64913 - 638 1630s 5239 3338 671.77914 35 181 - 631.64913 - 640 1635s 5254 3343 infeasible 45 - 631.64913 - 640 1640s 5260 3341 infeasible 27 - 631.67499 - 642 1645s 5270 3349 658.23111 34 155 - 631.67499 - 643 1650s 5287 3358 662.11661 43 145 - 631.67499 - 643 1655s 5301 3356 636.49221 26 182 - 631.68201 - 644 1660s 5309 3364 657.80389 30 182 - 631.68201 - 646 1665s 5319 3370 662.19386 37 163 - 631.68201 - 647 1670s 5336 3377 infeasible 44 - 631.68201 - 647 1675s 5352 3389 653.63763 33 176 - 631.68812 - 648 1680s 5368 3399 666.25962 41 158 - 631.68812 - 648 1685s 5378 3395 infeasible 29 - 631.71851 - 650 1691s 5382 3399 653.25066 28 172 - 631.75652 - 651 1695s 5402 3419 658.61078 44 136 - 631.75652 - 651 1700s 5424 3431 infeasible 54 - 631.75652 - 651 1705s 5444 3429 infeasible 31 - 631.79462 - 651 1711s 5452 3427 646.03627 21 186 - 631.79462 - 653 1715s 5462 3429 644.29515 28 191 - 631.79462 - 653 1720s 5469 3428 infeasible 28 - 631.79462 - 655 1725s 5480 3427 644.65693 26 190 - 631.79462 - 656 1731s 5488 3427 642.80914 24 191 - 631.79462 - 657 1735s 5502 3429 infeasible 34 - 631.79462 - 659 1742s 5511 3430 infeasible 27 - 631.81950 - 659 1745s 5519 3428 650.19475 28 152 - 631.86202 - 660 1750s 5528 3425 642.11381 24 176 - 631.95451 - 662 1755s 5542 3437 654.01757 34 153 - 631.95451 - 662 1760s 5565 3456 663.94309 47 141 - 631.95451 - 662 1765s 5579 3468 676.28892 54 140 - 631.95451 - 662 1770s 5621 3510 688.57492 91 125 - 631.95451 - 659 1775s 5646 3511 638.15506 24 188 - 631.96932 - 659 1781s 5656 3521 657.07892 30 157 - 631.96932 - 660 1785s 5665 3526 674.25312 36 168 - 631.96932 - 661 1790s 5678 3531 690.14225 41 137 - 631.96932 - 662 1795s 5694 3531 infeasible 45 - 631.96932 - 663 1800s 5707 3540 658.52334 39 175 - 631.99063 - 664 1805s 5709 3540 651.25655 41 179 - 631.99063 - 665 1814s 5710 3541 657.16483 41 144 - 631.99063 - 665 1815s 5724 3547 643.75653 34 190 - 631.99420 - 665 1820s 5729 3548 659.90527 35 178 - 631.99420 - 667 1825s 5744 3561 689.29206 42 163 - 631.99420 - 667 1830s 5754 3557 643.34865 31 168 - 632.03133 - 669 1836s 5761 3560 671.39210 35 150 - 632.03133 - 669 1840s 5771 3562 654.62512 28 171 - 632.04014 - 670 1845s 5781 3570 infeasible 33 - 632.04014 - 671 1850s 5794 3573 infeasible 38 - 632.04014 - 672 1855s 5807 3576 641.84223 25 184 - 632.04845 - 673 1860s 5817 3586 649.90338 31 161 - 632.04845 - 674 1865s 5841 3606 infeasible 47 - 632.04845 - 673 1870s 5852 3607 640.91635 25 162 - 632.06635 - 674 1875s 5871 3626 646.65856 35 133 - 632.06635 - 674 1880s 5909 3664 665.34151 58 130 - 632.06635 - 672 1885s 5926 3665 648.53650 25 178 - 632.07678 - 672 1890s 5935 3666 634.34341 30 172 - 632.07759 - 673 1895s 5940 3671 651.71848 33 157 - 632.07759 - 674 1900s 5953 3684 656.42942 40 118 - 632.07759 - 675 1905s 5985 3706 638.70165 31 177 - 632.08246 - 673 1910s 5998 3719 647.08167 36 140 - 632.08246 - 674 1915s 6011 3732 653.96111 36 147 - 632.08246 - 674 1920s 6044 3765 659.51002 61 134 - 632.08246 - 672 1925s 6064 3769 infeasible 71 - 632.08246 - 673 1930s 6072 3775 653.39109 37 178 - 632.11104 - 673 1935s 6080 3773 infeasible 39 - 632.11104 - 675 1940s 6092 3783 infeasible 43 - 632.11104 - 675 1945s 6105 3784 647.04614 33 158 - 632.11312 - 676 1951s 6113 3788 663.93755 36 181 - 632.11312 - 676 1955s 6119 3788 infeasible 39 - 632.11312 - 678 1960s 6135 3803 694.45034 50 152 - 632.11312 - 677 1965s 6150 3799 656.63996 29 188 - 632.16198 - 677 1970s 6165 3804 642.81702 39 175 - 632.16879 - 677 1975s 6176 3804 infeasible 37 - 632.22669 - 678 1980s 6187 3803 649.82007 23 186 - 632.28241 - 679 1985s 6197 3804 infeasible 28 - 632.28241 - 680 1991s 6205 3811 648.79115 37 162 - 632.30063 - 680 1995s 6212 3818 702.20795 40 175 - 632.30063 - 681 2000s 6219 3823 infeasible 44 - 632.30063 - 682 2005s 6225 3827 685.62381 46 158 - 632.30063 - 684 2010s 6236 3830 infeasible 48 - 632.30063 - 685 2015s 6242 3826 infeasible 25 - 632.38134 - 686 2020s 6251 3829 650.58762 30 185 - 632.38134 - 687 2025s 6258 3834 663.57132 34 161 - 632.38134 - 688 2030s 6267 3835 668.28042 37 169 - 632.38134 - 689 2035s 6274 3832 infeasible 38 - 632.52342 - 691 2041s 6277 3831 infeasible 39 - 632.52342 - 693 2046s 6289 3843 643.02586 30 147 - 632.57474 - 693 2050s 6301 3853 653.93904 34 164 - 632.57474 - 693 2055s 6323 3874 669.73529 53 115 - 632.57474 - 692 2060s 6338 3889 682.05857 60 103 - 632.57474 - 692 2065s 6354 3900 683.96839 70 113 - 632.57474 - 692 2070s 6390 3926 644.79573 26 184 - 632.57869 - 689 2075s 6407 3943 660.05608 40 160 - 632.57869 - 689 2080s 6414 3944 681.90012 42 154 - 632.57869 - 690 2085s 6432 3952 643.64391 29 186 - 632.63322 - 691 2091s 6438 3952 infeasible 32 - 632.63322 - 692 2095s 6449 3953 635.56858 31 160 - 632.75395 - 692 2100s 6471 3975 650.50378 42 139 - 632.75395 - 691 2105s 6486 3984 infeasible 51 - 632.75395 - 692 2110s 6498 3986 649.44242 26 175 - 632.80170 - 691 2115s 6509 3991 infeasible 34 - 632.80170 - 692 2121s 6523 3993 infeasible 39 - 632.80170 - 692 2125s 6531 3991 639.54543 33 180 - 632.85891 - 693 2130s 6540 3992 infeasible 35 - 632.85891 - 694 2135s 6551 3993 660.03150 31 172 - 632.87965 - 695 2141s 6562 4003 683.04289 42 176 - 632.87965 - 695 2145s 6571 4004 infeasible 44 - 632.87965 - 697 2150s 6577 4002 infeasible 32 - 632.88490 - 698 2155s 6593 4016 652.46633 39 140 - 632.89276 - 698 2160s 6609 4032 661.39532 44 130 - 632.89276 - 698 2165s 6627 4050 670.47406 58 134 - 632.89276 - 698 2170s 6645 4060 650.29040 36 179 - 632.90136 - 698 2175s 6655 4060 infeasible 27 - 632.92134 - 699 2182s 6657 4062 655.33734 31 179 - 632.92810 - 699 2185s 6666 4065 678.82591 37 165 - 632.96428 - 701 2190s 6681 4064 650.62982 29 181 - 633.09508 - 701 2195s 6690 4066 infeasible 35 - 633.09508 - 702 2200s 6701 4071 648.97446 33 170 - 633.09595 - 702 2205s 6708 4076 infeasible 37 - 633.09595 - 703 2210s 6722 4078 638.39084 28 186 - 633.12915 - 704 2215s 6732 4080 infeasible 32 - 633.12915 - 705 2220s 6737 4079 652.21752 26 184 - 633.15829 - 706 2225s 6749 4083 654.12890 41 177 - 633.18775 - 707 2231s 6760 4086 infeasible 46 - 633.18775 - 708 2235s 6765 4085 650.55072 39 163 - 633.20098 - 709 2241s 6775 4087 641.72745 29 180 - 633.20522 - 709 2245s 6794 4106 648.04217 43 146 - 633.20522 - 708 2250s 6810 4122 660.49642 50 133 - 633.20522 - 708 2255s 6837 4149 673.91702 70 107 - 633.20522 - 707 2260s 6856 4164 infeasible 82 - 633.20522 - 707 2265s 6893 4177 infeasible 104 - 633.20522 - 705 2270s 6900 4174 infeasible 32 - 633.35698 - 706 2275s 6909 4179 653.88246 42 173 - 633.35844 - 707 2280s 6915 4177 infeasible 45 - 633.35844 - 708 2285s 6919 4177 641.86532 38 167 - 633.39869 - 710 2290s 6927 4181 infeasible 41 - 633.39869 - 711 2296s 6931 4179 infeasible 45 - 633.39869 - 712 2300s 6937 4177 648.33525 37 193 - 633.48166 - 713 2305s 6948 4180 661.17424 31 165 - 633.49146 - 714 2310s 6954 4176 infeasible 26 - 633.54279 - 715 2316s 6955 4175 infeasible 33 - 633.61744 - 717 2320s 6962 4178 infeasible 38 - 633.62804 - 718 2325s 6972 4176 642.72738 23 187 - 633.63893 - 719 2331s 6979 4182 650.17623 30 154 - 633.63893 - 719 2335s 7001 4202 infeasible 49 - 633.63893 - 718 2340s 7022 4209 infeasible 59 - 633.63893 - 718 2345s 7025 4206 infeasible 28 - 633.67723 - 720 2353s 7029 4210 645.42053 31 145 - 633.80106 - 720 2355s 7057 4228 642.58503 27 169 - 633.80401 - 719 2360s 7069 4240 652.48931 34 171 - 633.80401 - 720 2365s 7087 4256 663.47255 49 120 - 633.80401 - 720 2370s 7110 4270 639.09084 34 135 - 633.80427 - 719 2375s 7129 4289 650.82113 45 109 - 633.80427 - 719 2380s 7143 4303 668.23139 52 111 - 633.80427 - 719 2385s 7154 4314 688.97612 57 100 - 633.80427 - 720 2391s 7172 4322 635.73682 29 158 - 633.81582 - 720 2395s 7190 4340 650.65991 42 121 - 633.81582 - 720 2400s 7203 4351 infeasible 47 - 633.81582 - 721 2405s 7221 4354 649.75871 28 170 - 633.81589 - 721 2410s 7238 4371 659.25853 41 148 - 633.81589 - 720 2415s 7283 4416 668.21639 82 118 - 633.81589 - 717 2420s 7307 4431 652.94160 38 150 - 633.89099 - 716 2425s 7327 4449 666.08123 46 123 - 633.89099 - 716 2430s 7346 4458 672.20160 59 129 - 633.89099 - 716 2435s 7370 4468 infeasible 69 - 633.89099 - 715 2440s 7374 4468 657.35408 30 175 - 633.95797 - 716 2445s 7383 4467 infeasible 26 - 633.97873 - 717 2450s 7389 4467 666.06470 28 149 - 634.01384 - 718 2455s 7392 4464 infeasible 33 - 634.02808 - 721 2462s 7393 4465 661.20079 32 136 - 634.03754 - 721 2465s 7402 4464 infeasible 33 - 634.06102 - 722 2470s 7409 4467 640.98420 34 138 - 634.08774 - 723 2475s 7423 4481 651.73959 42 143 - 634.08774 - 724 2480s 7449 4505 717.22265 63 101 - 634.08774 - 723 2486s 7463 4505 647.48395 33 150 - 634.14997 - 723 2490s 7478 4520 656.16128 42 127 - 634.14997 - 724 2495s 7494 4524 665.94647 43 171 - 634.18138 - 724 2500s 7497 4521 infeasible 44 - 634.18138 - 725 2505s 7510 4528 648.04605 34 159 - 634.33513 - 726 2510s 7537 4555 657.21018 59 126 - 634.33513 - 725 2515s 7566 4574 667.02857 81 133 - 634.33513 - 724 2520s 7583 4583 655.98328 37 147 - 634.35674 - 724 2525s 7601 4599 664.94346 46 126 - 634.35674 - 724 2530s 7622 4608 639.22473 36 138 - 634.35697 - 723 2535s 7636 4622 654.40807 43 130 - 634.35697 - 724 2540s 7653 4639 660.80820 52 136 - 634.35697 - 724 2545s 7674 4660 666.35066 67 120 - 634.35697 - 724 2550s 7694 4680 670.26286 78 107 - 634.35697 - 723 2555s 7719 4699 710.90266 93 86 - 634.35697 - 722 2560s 7742 4702 636.53510 31 172 - 634.36859 - 722 2565s 7755 4715 654.01671 38 136 - 634.36859 - 723 2570s 7779 4737 infeasible 55 - 634.36859 - 724 2580s 7817 4775 672.29072 90 108 - 634.36859 - 722 2585s 7830 4774 643.46791 24 171 - 634.48066 - 722 2591s 7839 4783 654.78875 29 145 - 634.48066 - 722 2595s 7848 4792 651.07824 35 140 - 634.48066 - 722 2600s 7860 4804 662.52254 44 128 - 634.48066 - 722 2605s 7867 4811 679.98466 47 124 - 634.48066 - 722 2610s 7885 4825 676.65481 57 133 - 634.48066 - 721 2615s 7892 4826 infeasible 59 - 634.48066 - 722 2620s 7917 4843 infeasible 79 - 634.48066 - 720 2625s 7928 4839 635.25724 28 165 - 634.64949 - 721 2630s 7941 4852 649.19380 37 155 - 634.64949 - 721 2635s 7969 4878 656.65228 54 113 - 634.64949 - 720 2640s 7982 4883 infeasible 61 - 634.64949 - 721 2645s 8007 4896 648.77843 37 146 - 634.69155 - 720 2650s 8024 4913 658.10560 43 145 - 634.69155 - 720 2655s 8034 4919 659.59668 47 123 - 634.69155 - 721 2660s 8057 4936 688.14919 64 125 - 634.69155 - 720 2665s 8069 4932 662.71510 27 149 - 634.72307 - 721 2671s 8080 4935 657.18008 31 135 - 634.73516 - 722 2675s 8090 4935 infeasible 35 - 634.73516 - 723 2681s 8091 4934 infeasible 36 - 634.73516 - 724 2685s 8094 4933 infeasible 37 - 634.73516 - 725 2691s 8097 4936 664.37254 31 128 - 634.74176 - 726 2695s 8115 4946 655.84747 31 149 - 634.81744 - 726 2700s 8133 4964 655.42154 42 124 - 634.81744 - 726 2705s 8151 4978 664.70851 47 131 - 634.81744 - 726 2710s 8166 4991 675.40128 52 137 - 634.81744 - 726 2715s 8181 5000 infeasible 55 - 634.81744 - 727 2720s 8206 5005 infeasible 32 - 634.85312 - 727 2725s 8211 5006 infeasible 43 - 634.85818 - 728 2730s 8214 5004 648.22916 30 188 - 634.95120 - 729 2741s 8221 5009 infeasible 37 - 634.95120 - 729 2745s 8223 5009 infeasible 37 - 634.95120 - 730 2750s 8231 5009 668.83593 29 139 - 634.95120 - 731 2756s 8243 5007 infeasible 31 - 634.95120 - 733 2762s 8244 5008 672.56463 31 146 - 634.95120 - 733 2765s 8261 5007 645.99560 32 180 - 634.97554 - 733 2771s 8263 5009 671.30787 33 135 - 634.97554 - 734 2776s 8276 5008 643.91202 22 179 - 634.98254 - 734 2780s 8280 5012 653.06504 24 182 - 634.98254 - 734 2786s 8286 5018 658.65646 29 149 - 634.98254 - 734 2790s 8299 5029 infeasible 38 - 634.98254 - 734 2796s 8301 5027 infeasible 39 - 634.98254 - 735 2801s 8306 5028 644.66212 34 176 - 634.99551 - 735 2805s 8309 5027 infeasible 34 - 634.99551 - 736 2810s 8312 5026 643.30269 26 177 - 635.01225 - 737 2817s 8315 5029 644.44563 29 173 - 635.01225 - 737 2820s 8320 5026 infeasible 31 - 635.01225 - 739 2829s 8322 5026 652.83579 29 167 - 635.01407 - 739 2833s 8324 5026 infeasible 31 - 635.01407 - 739 2838s 8325 5027 674.38480 31 142 - 635.01407 - 740 2841s 8334 5026 661.96317 32 140 - 635.01650 - 740 2847s 8342 5024 651.57793 32 144 - 635.05472 - 740 2850s 8356 5030 655.70793 30 138 - 635.07071 - 740 2855s 8383 5045 676.63680 43 120 - 635.07071 - 739 2860s 8399 5053 infeasible 52 - 635.07071 - 739 2865s 8423 5067 659.18249 32 133 - 635.17700 - 739 2870s 8440 5070 infeasible 35 - 635.19856 - 739 2876s 8443 5069 640.82666 34 157 - 635.22141 - 740 2880s 8458 5082 655.43593 44 122 - 635.22141 - 740 2885s 8473 5087 infeasible 51 - 635.22141 - 740 2890s 8507 5119 675.85385 77 116 - 635.22141 - 738 2895s 8548 5136 657.94757 31 167 - 635.25843 - 736 2901s 8560 5138 660.74504 29 174 - 635.30187 - 737 2906s 8567 5141 649.72997 34 152 - 635.30684 - 737 2910s 8595 5169 683.42790 55 104 - 635.30684 - 737 2916s 8602 5170 infeasible 58 - 635.30684 - 738 2920s 8649 5203 703.98142 98 107 - 635.30684 - 734 2925s 8665 5205 infeasible 33 - 635.33201 - 734 2930s 8667 5203 infeasible 34 - 635.33201 - 736 2935s 8679 5215 649.42227 33 148 - 635.34760 - 736 2940s 8702 5238 661.10404 51 119 - 635.34760 - 735 2945s 8722 5248 infeasible 60 - 635.34760 - 736 2950s 8763 5269 641.19418 33 169 - 635.36544 - 734 2956s 8769 5269 infeasible 37 - 635.36544 - 734 2960s 8775 5273 651.84684 27 168 - 635.37826 - 735 2965s 8800 5298 658.56221 48 125 - 635.37826 - 735 2970s 8819 5310 672.99833 54 125 - 635.37826 - 735 2975s 8848 5329 infeasible 73 - 635.37826 - 734 2980s 8855 5332 infeasible 31 - 635.38251 - 734 2985s 8864 5333 infeasible 36 - 635.38251 - 735 2990s 8887 5352 661.58715 50 107 - 635.39264 - 735 2995s 8906 5363 infeasible 63 - 635.39264 - 735 3000s 8914 5365 650.42088 38 155 - 635.40572 - 736 3005s 8935 5380 infeasible 46 - 635.40572 - 736 3010s 8971 5408 infeasible 79 - 635.40572 - 734 3015s 8987 5404 infeasible 33 - 635.44583 - 734 3020s 8997 5405 infeasible 41 - 635.50466 - 735 3026s 9006 5412 643.33075 36 124 - 635.52317 - 735 3030s 9020 5426 653.39718 42 122 - 635.52317 - 735 3035s 9032 5438 663.27558 46 100 - 635.52317 - 736 3040s 9050 5456 671.06394 56 112 - 635.52317 - 736 3045s 9063 5464 697.59964 63 102 - 635.52317 - 736 3050s 9094 5479 653.68828 31 163 - 635.55133 - 735 3055s 9096 5479 676.30422 32 142 - 635.55133 - 736 3060s 9108 5487 649.68783 28 167 - 635.55867 - 737 3065s 9122 5501 654.85543 41 149 - 635.55867 - 736 3070s 9128 5502 infeasible 42 - 635.55867 - 737 3075s 9144 5511 664.45699 53 120 - 635.55867 - 737 3080s 9159 5518 656.41067 37 136 - 635.55929 - 738 3085s 9171 5530 667.35241 43 140 - 635.55929 - 738 3090s 9179 5528 infeasible 28 - 635.56378 - 739 3099s 9180 5529 637.60308 24 176 - 635.57498 - 739 3100s 9192 5541 648.05399 33 145 - 635.57498 - 739 3105s 9223 5572 653.62956 64 130 - 635.57498 - 737 3110s 9237 5580 infeasible 75 - 635.57498 - 737 3115s 9245 5580 648.02830 40 128 - 635.58549 - 737 3120s 9256 5579 infeasible 32 - 635.63126 - 737 3128s 9257 5580 643.53163 25 156 - 635.63256 - 737 3130s 9267 5590 657.11313 32 138 - 635.63256 - 737 3135s 9289 5610 666.75406 41 134 - 635.63256 - 736 3140s 9302 5615 672.25677 38 120 - 635.63256 - 736 3145s 9323 5618 668.56755 43 132 - 635.63256 - 736 3150s 9335 5630 676.24545 48 151 - 635.63256 - 735 3155s 9350 5643 683.83764 55 132 - 635.63256 - 735 3160s 9376 5660 infeasible 72 - 635.63256 - 734 3165s 9391 5663 648.65652 33 139 - 635.66279 - 733 3170s 9407 5679 656.52051 43 148 - 635.66279 - 733 3175s 9419 5691 717.82365 52 119 - 635.66279 - 733 3182s 9425 5697 682.28882 54 139 - 635.66279 - 733 3185s 9438 5710 691.41621 61 132 - 635.66279 - 733 3190s 9452 5722 infeasible 68 - 635.66279 - 733 3195s 9467 5733 711.03470 78 95 - 635.66279 - 732 3200s 9482 5748 710.63426 83 100 - 635.66279 - 732 3205s 9501 5767 713.21115 94 112 - 635.66279 - 731 3210s 9519 5781 716.40238 104 93 - 635.66279 - 730 3215s 9531 5791 722.58039 109 86 - 635.66279 - 730 3220s 9546 5806 728.03915 124 97 - 635.66279 - 729 3225s 9569 5827 731.14999 143 53 - 635.66279 - 728 3230s 9591 5837 infeasible 24 - 635.67035 - 728 3243s 9592 5838 662.37854 41 166 - 635.67476 - 728 3245s 9598 5842 infeasible 47 - 635.67476 - 729 3251s 9603 5839 666.26546 31 128 - 635.70801 - 729 3258s 9620 5842 infeasible 29 - 635.70921 - 729 3263s 9625 5847 650.26635 40 115 - 635.71759 - 730 3265s 9637 5845 infeasible 29 - 635.84607 - 731 3272s 9641 5847 infeasible 37 - 635.85496 - 731 3275s 9651 5849 infeasible 41 - 635.85496 - 732 3280s 9665 5861 648.39498 41 133 - 635.89221 - 732 3285s 9678 5874 653.54081 43 139 - 635.89221 - 732 3290s 9708 5902 680.69512 70 117 - 635.89221 - 731 3295s 9731 5915 infeasible 83 - 635.89221 - 731 3300s 9748 5926 659.54915 34 136 - 635.89680 - 731 3305s 9759 5926 655.88571 33 148 - 635.91836 - 731 3310s 9776 5931 642.45464 26 143 - 635.91998 - 731 3315s 9810 5963 654.35388 52 128 - 635.91998 - 730 3320s 9819 5962 infeasible 29 - 635.98308 - 731 3326s 9828 5964 infeasible 35 - 636.05534 - 731 3331s 9830 5962 infeasible 34 - 636.05534 - 733 3335s 9852 5984 652.68228 44 120 - 636.05898 - 732 3340s 9872 6004 660.44016 58 114 - 636.05898 - 732 3345s 9898 6028 infeasible 79 - 636.05898 - 731 3350s 9919 6047 684.50625 90 99 - 636.05898 - 731 3355s 9946 6062 687.48640 99 90 - 636.05898 - 731 3360s 9966 6072 667.59374 50 168 - 636.07208 - 731 3365s 9970 6070 638.27251 29 156 - 636.08212 - 732 3370s 9983 6083 656.18980 35 128 - 636.08212 - 732 3375s 10024 6116 671.89409 70 95 - 636.08212 - 730 3380s 10057 6133 647.68871 36 122 - 636.09671 - 729 3385s 10097 6159 infeasible 28 - 636.10590 - 728 3395s 10109 6157 665.80931 36 187 - 636.15844 - 729 3400s 10119 6157 654.27510 28 171 - 636.17821 - 729 3405s 10127 6163 infeasible 35 - 636.17821 - 730 3410s 10146 6167 667.06488 31 126 - 636.19385 - 729 3415s 10168 6175 664.54598 40 182 - 636.24790 - 728 3420s 10175 6174 637.92031 29 162 - 636.27970 - 729 3425s 10191 6190 654.58644 40 125 - 636.27970 - 729 3430s 10201 6194 657.48408 47 122 - 636.27970 - 730 3435s 10233 6212 648.42151 37 183 - 636.30992 - 729 3440s 10240 6211 infeasible 41 - 636.30992 - 729 3445s 10249 6214 infeasible 37 - 636.31857 - 730 3450s 10264 6217 655.39878 33 142 - 636.40765 - 730 3455s 10287 6240 667.72728 49 137 - 636.40765 - 730 3460s 10304 6243 657.29900 30 152 - 636.44250 - 730 3465s 10311 6238 651.74623 30 147 - 636.46092 - 731 3470s 10327 6242 infeasible 26 - 636.46203 - 731 3475s 10333 6242 646.40926 26 151 - 636.46797 - 732 3480s 10350 6259 653.54438 37 136 - 636.46797 - 732 3485s 10370 6273 660.55111 48 119 - 636.46797 - 732 3490s 10391 6278 683.67505 36 126 - 636.49486 - 732 3495s 10401 6276 659.40413 30 179 - 636.49570 - 732 3500s 10404 6273 infeasible 31 - 636.49570 - 733 3505s 10421 6290 660.92696 45 138 - 636.49703 - 733 3510s 10428 6293 infeasible 47 - 636.49703 - 734 3515s 10447 6295 647.53497 28 173 - 636.52113 - 734 3520s 10474 6322 659.08589 51 117 - 636.52113 - 734 3525s 10495 6341 666.60791 59 98 - 636.52113 - 733 3530s 10520 6350 infeasible 30 - 636.52454 - 733 3535s 10530 6358 654.10125 36 149 - 636.53614 - 733 3540s 10556 6380 663.37876 51 145 - 636.53614 - 733 3545s 10563 6383 infeasible 55 - 636.53614 - 734 3550s 10566 6382 infeasible 56 - 636.53614 - 735 3556s 10589 6405 679.31707 76 121 - 636.53614 - 734 3560s 10600 6416 681.83102 83 127 - 636.53614 - 734 3565s 10613 6427 infeasible 87 - 636.53614 - 734 3570s 10631 6437 infeasible 95 - 636.53614 - 733 3575s 10652 6442 639.96092 36 145 - 636.55066 - 733 3580s 10662 6452 648.31648 39 144 - 636.55066 - 733 3585s 10677 6455 infeasible 37 - 636.55581 - 733 3591s 10682 6458 infeasible 40 - 636.55581 - 733 3597s Cutting planes: Gomory: 21 Cover: 276 Implied bound: 75 Clique: 3 Flow cover: 164 GUB cover: 17 Zero half: 1 Explored 10690 nodes (7868315 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.370000000000e+02, gap -