Gurobi 5.0.1 (linux64) logging started Fri Dec 21 11:27:08 2012 Optimize a model with 13202 rows, 12960 columns and 57438 nonzeros Presolve removed 873 rows and 160 columns Presolve time: 0.11s Presolved: 12329 rows, 12800 columns, 56149 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.446860e+02, 15965 iterations, 2.47 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 344.68602 0 143 - 344.68602 - - 2s 0 0 365.47459 0 183 - 365.47459 - - 4s 0 0 369.64468 0 173 - 369.64468 - - 5s 0 0 371.90177 0 189 - 371.90177 - - 6s 0 0 373.19252 0 192 - 373.19252 - - 6s 0 0 374.58835 0 202 - 374.58835 - - 7s 0 0 375.15843 0 194 - 375.15843 - - 8s 0 0 376.96803 0 195 - 376.96803 - - 8s 0 0 377.89147 0 203 - 377.89147 - - 9s 0 0 378.21396 0 194 - 378.21396 - - 9s 0 0 378.71343 0 198 - 378.71343 - - 9s 0 0 378.93100 0 199 - 378.93100 - - 10s 0 0 378.95952 0 203 - 378.95952 - - 10s 0 0 378.97107 0 197 - 378.97107 - - 10s 0 0 378.98289 0 202 - 378.98289 - - 10s 0 0 378.98289 0 201 - 378.98289 - - 19s 0 2 378.99318 0 200 - 378.99318 - - 24s 1 3 381.67670 1 186 - 379.46340 - 1923 26s 4 5 385.51867 2 182 - 383.97745 - 2626 31s 13 14 396.36860 10 182 - 384.39310 - 1456 35s 41 39 395.41551 33 177 - 384.39310 - 648 40s 92 90 398.12794 84 172 - 384.39310 - 369 45s 108 96 400.27763 9 176 - 385.52061 - 436 50s 124 110 414.01483 21 159 - 385.52061 - 513 56s 130 116 399.29384 25 181 - 385.52061 - 554 60s 146 130 407.62858 38 168 - 385.52061 - 576 65s 168 146 424.53860 56 134 - 385.52061 - 577 70s 190 167 460.85156 74 146 - 385.52061 - 579 75s 256 231 437.27676 139 137 - 385.52061 - 464 80s 323 292 455.67675 202 134 - 385.52061 - 397 85s 392 359 463.98715 268 125 - 385.52061 - 348 90s 455 395 387.33904 3 181 - 385.52504 - 328 95s 472 410 396.23441 16 183 - 385.52504 - 337 100s 493 429 421.77686 31 164 - 385.52504 - 348 105s 517 449 426.37450 45 157 - 385.52504 - 358 110s 537 463 450.98689 59 149 - 385.52504 - 367 115s 573 476 390.16046 4 192 - 385.86952 - 369 120s 592 495 399.85411 15 177 - 385.86952 - 379 125s 603 502 452.62353 172 147 - 385.86952 - 379 131s 605 504 404.83289 17 177 - 385.86952 - 378 136s 607 505 407.54751 38 188 - 385.86952 - 377 140s 611 508 393.16975 7 191 - 385.86952 - 374 146s 616 511 397.50302 47 210 - 385.86952 - 371 150s 622 515 389.89461 12 217 - 385.86952 - 367 163s 624 516 397.50302 47 217 - 385.86952 - 366 173s 625 519 385.86952 11 209 - 385.86952 - 426 183s 626 519 405.07603 11 179 - 386.33209 - 436 192s 627 519 408.44062 12 192 - 389.65838 - 442 202s 628 520 401.09670 12 194 - 401.09670 - 447 205s 631 522 414.49909 14 185 - 408.49682 - 456 210s 640 528 436.20763 18 185 - 408.49682 - 465 216s 644 531 442.98895 20 177 - 408.49682 - 475 220s 650 535 447.02219 23 176 - 408.49682 - 486 225s 658 540 444.20855 27 170 - 408.49682 - 497 230s 666 545 444.29089 31 181 - 408.49682 - 505 235s 674 547 450.23000 35 173 - 408.49682 - 518 240s 682 552 464.31729 39 169 - 408.49682 - 527 246s 688 556 460.46677 42 163 - 408.49682 - 536 250s 696 559 482.13535 46 155 - 408.49682 - 547 255s 705 565 461.25036 51 170 - 408.49682 - 556 260s 714 569 473.80644 55 171 - 408.49682 - 566 265s 726 573 477.88947 61 159 - 408.49682 - 575 270s 735 577 463.21350 66 175 - 408.49682 - 583 275s 744 581 infeasible 70 - 408.49682 - 596 281s 750 585 489.82569 73 164 - 408.49682 - 605 285s 760 590 488.45476 78 167 - 408.49682 - 612 290s 769 592 474.42712 83 169 - 408.49682 - 618 295s 788 593 491.80030 92 164 - 408.49682 - 619 300s 795 595 488.78809 96 164 - 408.49682 - 624 305s 811 597 494.78450 104 164 - 408.49682 - 626 310s 822 594 429.04977 14 204 - 413.73793 - 632 315s 831 600 433.21507 18 194 - 413.73793 - 641 320s 838 605 441.92286 22 182 - 413.73793 - 649 326s 841 607 451.24423 23 174 - 413.73793 - 659 330s 846 610 463.72006 26 174 - 413.73793 - 667 336s 855 614 461.12747 30 176 - 413.73793 - 671 340s 863 620 506.95946 34 160 - 413.73793 - 679 345s 874 627 465.86352 40 159 - 413.73793 - 682 350s 888 632 471.64890 47 166 - 413.73793 - 683 355s 897 636 489.63281 51 144 - 413.73793 - 691 360s 903 638 499.58145 54 177 - 413.73793 - 697 365s 919 647 509.73582 62 149 - 413.73793 - 699 370s 928 651 542.57369 67 123 - 413.73793 - 704 375s 940 650 infeasible 73 - 413.73793 - 707 380s 956 651 541.33066 81 130 - 413.73793 - 709 385s 966 651 564.50553 84 127 - 413.73793 - 716 390s 979 647 602.05605 89 124 - 413.73793 - 723 395s 996 642 429.13531 13 197 - 414.75822 - 724 400s 1001 646 447.47313 16 186 - 414.75822 - 726 405s 1009 651 462.28040 20 164 - 414.75822 - 731 410s 1020 658 473.10606 25 176 - 414.75822 - 734 415s 1024 661 481.72024 27 166 - 414.75822 - 744 420s 1034 668 497.60647 32 167 - 414.75822 - 749 425s 1046 676 511.67231 38 147 - 414.75822 - 754 430s 1058 679 535.35847 44 158 - 414.75822 - 756 435s 1070 683 531.80887 50 148 - 414.75822 - 760 440s 1086 685 572.00647 58 145 - 414.75822 - 760 445s 1104 685 infeasible 67 - 414.75822 - 762 450s 1128 685 infeasible 77 - 414.75822 - 755 455s 1153 676 421.17467 16 201 - 414.92725 - 749 460s 1160 681 441.93948 19 179 - 414.92725 - 755 465s 1168 686 460.21362 21 161 - 414.92725 - 762 470s 1175 691 462.37375 23 169 - 414.92725 - 767 475s 1186 694 486.56810 28 171 - 414.92725 - 772 480s 1194 699 492.45541 32 158 - 414.92725 - 776 485s 1209 707 505.81342 37 153 - 414.92725 - 779 490s 1218 713 512.22558 41 159 - 414.92725 - 784 495s 1227 719 515.86578 46 154 - 414.92725 - 789 500s 1245 729 524.87700 56 153 - 414.92725 - 786 505s 1255 730 infeasible 61 - 414.92725 - 793 510s 1265 733 572.49570 66 145 - 414.92725 - 794 515s 1295 742 595.02619 88 145 - 414.92725 - 783 520s 1307 742 454.75676 19 179 - 417.12442 - 786 525s 1316 748 466.74402 21 173 - 417.12442 - 790 530s 1327 755 473.34098 22 168 - 417.12442 - 793 535s 1340 760 509.53912 28 155 - 417.12442 - 797 540s 1363 764 435.48056 14 187 - 421.18316 - 791 545s 1374 771 450.23551 17 182 - 421.18316 - 794 550s 1387 780 457.15734 21 165 - 421.18316 - 795 555s 1401 783 infeasible 27 - 421.18316 - 796 560s 1411 786 482.74776 33 159 - 421.18316 - 802 565s 1423 794 491.34822 40 158 - 421.18316 - 805 570s 1446 799 508.68417 49 152 - 421.18316 - 802 575s 1456 806 550.62223 51 151 - 421.18316 - 803 580s 1478 806 424.23648 17 206 - 422.44681 - 797 585s 1487 812 444.80539 20 178 - 422.44681 - 800 590s 1494 816 454.84246 21 164 - 422.44681 - 806 595s 1506 824 464.10713 21 184 - 422.44681 - 809 600s 1518 832 456.94575 23 169 - 422.44681 - 810 605s 1529 838 473.63643 28 161 - 422.44681 - 812 610s 1542 844 473.27866 35 161 - 422.44681 - 814 615s 1557 854 473.94705 36 178 - 422.44681 - 815 620s 1570 861 485.54983 35 167 - 422.44681 - 818 625s 1580 868 485.44320 40 156 - 422.44681 - 820 630s 1590 874 496.02004 41 166 - 422.44681 - 824 635s 1599 880 503.50412 42 160 - 422.44681 - 827 640s 1611 886 529.67857 45 161 - 422.44681 - 829 645s 1621 891 517.43023 43 160 - 422.44681 - 833 651s 1634 894 520.28792 46 159 - 422.44681 - 833 655s 1649 902 512.01149 48 154 - 422.44681 - 832 660s 1666 905 519.76440 50 151 - 422.44681 - 831 669s 1674 906 519.88686 53 149 - 422.44681 - 829 670s 1688 898 451.08274 18 194 - 422.88340 - 831 675s 1696 903 471.87676 22 174 - 422.88340 - 835 680s 1703 906 483.49291 24 165 - 422.88340 - 839 685s 1718 906 infeasible 28 - 422.88340 - 839 690s 1722 906 451.85205 18 190 - 423.01124 - 842 695s 1731 912 470.46651 21 158 - 423.01124 - 846 700s 1742 916 480.39715 24 175 - 423.01124 - 848 705s 1751 920 482.63220 27 169 - 423.01124 - 850 710s 1763 924 508.14062 33 158 - 423.01124 - 851 715s 1777 933 526.20356 40 137 - 423.01124 - 852 720s 1796 936 541.58807 50 137 - 423.01124 - 850 725s 1807 938 561.40619 56 129 - 423.01124 - 852 730s 1824 947 578.04770 65 136 - 423.01124 - 850 735s 1862 960 598.44483 90 121 - 423.01124 - 838 740s 1883 960 458.51882 18 188 - 423.01124 - 835 745s 1894 967 469.74119 19 174 - 423.01124 - 838 750s 1905 972 479.83923 25 163 - 423.01124 - 840 755s 1923 976 523.41425 29 159 - 423.01124 - 840 760s 1935 982 infeasible 35 - 423.01124 - 840 765s 1950 988 551.28552 44 142 - 423.01124 - 840 770s 1961 986 456.90999 17 184 - 423.28371 - 842 775s 1971 992 475.41317 19 168 - 423.28371 - 844 780s 1983 998 infeasible 23 - 423.28371 - 847 785s 1993 999 524.19463 27 163 - 423.28371 - 848 790s 2002 1001 538.28516 28 162 - 423.28371 - 851 795s 2017 1011 557.18894 38 150 - 423.28371 - 850 800s 2038 1021 576.92623 48 152 - 423.28371 - 848 805s 2053 1015 436.25089 14 190 - 424.45269 - 847 810s 2063 1022 460.12614 18 164 - 424.45269 - 849 815s 2074 1029 462.63875 20 164 - 424.45269 - 850 820s 2083 1031 472.68342 23 171 - 424.45269 - 853 825s 2093 1038 486.35179 26 164 - 424.45269 - 855 830s 2110 1049 508.30979 36 137 - 424.45269 - 855 835s 2125 1053 519.53613 42 123 - 424.45269 - 856 840s 2146 1063 524.68131 56 113 - 424.45269 - 854 845s 2167 1075 531.25616 72 102 - 424.45269 - 850 850s 2196 1096 543.54216 92 119 - 424.45269 - 843 855s 2228 1126 563.36575 111 98 - 424.45269 - 835 860s 2261 1157 586.38227 129 96 - 424.45269 - 828 865s 2312 1208 598.51368 167 84 - 424.45269 - 811 870s 2365 1258 615.94464 210 88 - 424.45269 - 795 875s 2421 1296 442.58677 16 176 - 424.45369 - 779 880s 2428 1303 445.74763 16 193 - 424.45369 - 782 885s 2437 1312 452.91854 18 174 - 424.45369 - 785 890s 2453 1320 465.69103 21 162 - 424.45369 - 785 895s 2461 1322 infeasible 24 - 424.45369 - 788 900s 2475 1335 499.01251 32 153 - 424.45369 - 789 905s 2491 1351 527.93056 43 155 - 424.45369 - 789 910s 2500 1360 531.03382 47 128 - 424.45369 - 791 915s 2515 1371 infeasible 51 - 424.45369 - 792 920s 2549 1387 431.78044 15 203 - 424.86152 - 786 925s 2556 1394 449.77284 17 180 - 424.86152 - 789 930s 2565 1403 449.28620 17 183 - 424.86152 - 791 935s 2571 1409 468.18499 19 169 - 424.86152 - 794 940s 2581 1419 486.59848 22 160 - 424.86152 - 798 946s 2593 1427 501.76699 31 169 - 424.86152 - 797 950s 2611 1441 514.79143 41 167 - 424.86152 - 796 955s 2628 1458 541.97925 49 157 - 424.86152 - 796 960s 2648 1467 infeasible 58 - 424.86152 - 795 965s 2657 1474 463.16896 21 170 - 424.92116 - 797 970s 2668 1483 476.67588 25 151 - 424.92116 - 798 975s 2678 1489 495.86712 27 142 - 424.92116 - 801 980s 2690 1501 508.59095 32 139 - 424.92116 - 803 985s 2698 1509 519.97771 34 131 - 424.92116 - 807 990s 2714 1525 534.97519 39 122 - 424.92116 - 807 995s 2737 1534 infeasible 52 - 424.92116 - 806 1000s 2745 1538 463.45436 21 183 - 430.16161 - 808 1005s 2753 1546 482.67751 22 171 - 430.16161 - 810 1010s 2763 1554 495.19599 25 159 - 430.16161 - 812 1015s 2779 1562 530.94476 31 133 - 430.16161 - 812 1020s 2791 1574 529.84543 34 122 - 430.16161 - 814 1025s 2808 1579 451.01439 20 196 - 430.17529 - 815 1031s 2816 1587 476.91362 24 176 - 430.17529 - 816 1035s 2834 1595 infeasible 31 - 430.17529 - 816 1040s 2843 1602 475.26921 25 174 - 430.27822 - 818 1045s 2849 1608 498.08792 25 171 - 430.27822 - 821 1050s 2857 1612 infeasible 27 - 430.27822 - 823 1055s 2864 1617 521.31898 28 171 - 430.27822 - 826 1060s 2877 1630 537.87832 40 148 - 430.27822 - 827 1065s 2891 1644 552.59490 46 136 - 430.27822 - 828 1070s 2924 1660 577.77689 63 118 - 430.27822 - 822 1075s 2941 1675 597.15670 73 135 - 430.27822 - 822 1080s 2972 1706 607.54883 84 108 - 430.27822 - 818 1085s 3002 1731 622.32494 91 108 - 430.27822 - 813 1090s 3021 1732 457.66118 19 190 - 431.02284 - 813 1095s 3029 1740 468.18106 20 175 - 431.02284 - 815 1100s 3038 1749 475.04452 21 163 - 431.02284 - 817 1105s 3051 1758 489.26798 24 165 - 431.02284 - 819 1110s 3062 1767 infeasible 31 - 431.02284 - 820 1115s 3067 1766 infeasible 31 - 431.02284 - 824 1120s 3074 1773 535.01611 32 160 - 431.02284 - 827 1125s 3091 1790 554.28742 41 135 - 431.02284 - 826 1130s 3099 1797 567.24031 42 120 - 431.02284 - 829 1135s 3130 1820 596.78456 64 112 - 431.02284 - 825 1140s 3156 1842 606.14328 76 118 - 431.02284 - 822 1145s 3182 1861 640.54524 85 122 - 431.02284 - 820 1150s 3216 1889 656.10031 101 109 - 431.02284 - 815 1155s 3241 1897 453.94918 20 192 - 432.27550 - 813 1160s 3250 1906 469.46533 22 180 - 432.27550 - 815 1165s 3264 1912 491.05258 28 162 - 432.27550 - 816 1170s 3275 1923 497.78640 33 163 - 432.27550 - 817 1175s 3290 1938 511.64378 39 162 - 432.27550 - 817 1180s 3300 1944 553.42300 40 136 - 432.27550 - 819 1185s 3307 1949 555.58668 42 145 - 432.27550 - 822 1190s 3313 1953 557.60064 42 139 - 432.27550 - 825 1195s 3344 1974 565.07984 64 139 - 432.27550 - 821 1200s 3357 1979 592.36429 67 123 - 432.27550 - 822 1205s 3369 1983 449.57517 20 182 - 432.29794 - 824 1210s 3382 1996 478.45635 27 160 - 432.29794 - 825 1215s 3396 2008 503.54713 36 140 - 432.29794 - 825 1220s 3414 2024 510.91845 42 149 - 432.29794 - 825 1225s 3429 2039 525.03411 47 129 - 432.29794 - 826 1230s 3446 2056 535.95488 51 130 - 432.29794 - 826 1235s 3472 2068 440.88771 18 187 - 432.55235 - 824 1240s 3480 2076 477.04734 22 175 - 432.55235 - 826 1245s 3488 2084 484.34638 23 172 - 432.55235 - 828 1250s 3501 2093 508.87004 25 155 - 432.55235 - 829 1255s 3515 2105 533.49006 34 147 - 432.55235 - 829 1260s 3531 2121 548.09115 41 135 - 432.55235 - 829 1265s 3554 2142 574.19421 53 128 - 432.55235 - 828 1270s 3580 2150 447.77284 19 186 - 433.77305 - 826 1275s 3589 2159 471.86268 22 164 - 433.77305 - 828 1280s 3602 2168 498.75354 27 160 - 433.77305 - 828 1285s 3616 2180 533.27037 35 161 - 433.77305 - 829 1290s 3640 2200 547.67676 40 135 - 433.77305 - 827 1295s 3669 2223 571.14673 54 136 - 433.77305 - 824 1300s 3685 2226 462.39465 22 191 - 434.13840 - 824 1305s 3700 2241 487.46680 30 158 - 434.13840 - 825 1310s 3720 2257 502.84013 39 144 - 434.13840 - 824 1315s 3745 2280 565.83700 54 118 - 434.13840 - 822 1320s 3760 2283 455.65801 18 182 - 435.17967 - 823 1325s 3770 2293 467.56101 20 166 - 435.17967 - 824 1330s 3782 2301 infeasible 24 - 435.17967 - 825 1335s 3793 2308 505.98458 26 162 - 435.17967 - 826 1340s 3812 2325 543.90422 31 163 - 435.17967 - 826 1346s 3825 2336 538.54018 37 152 - 435.17967 - 826 1350s 3854 2357 577.63544 49 143 - 435.17967 - 824 1355s 3876 2371 600.86543 60 134 - 435.17967 - 822 1360s 3913 2402 605.25998 84 131 - 435.17967 - 817 1365s 3937 2407 442.58937 17 196 - 435.53333 - 815 1370s 3945 2415 456.78653 20 185 - 435.53333 - 817 1375s 3956 2426 478.11631 23 183 - 435.53333 - 818 1380s 3965 2431 500.11092 26 157 - 435.53333 - 819 1388s 3969 2433 508.87733 26 161 - 435.53333 - 819 1390s 3979 2439 515.66986 30 156 - 435.53333 - 821 1395s 3990 2444 infeasible 35 - 435.53333 - 822 1400s 4000 2446 infeasible 36 - 435.53333 - 824 1405s 4015 2461 574.30069 44 135 - 435.53333 - 824 1410s 4031 2475 584.37263 52 133 - 435.53333 - 824 1415s 4056 2490 640.73280 64 145 - 435.53333 - 823 1420s 4072 2493 448.31658 27 193 - 435.57834 - 822 1425s 4079 2499 462.95174 30 178 - 435.57834 - 823 1432s 4085 2505 477.35467 33 159 - 435.57834 - 824 1435s 4091 2511 506.87310 34 170 - 435.57834 - 826 1440s 4096 2516 513.12634 36 157 - 435.57834 - 828 1445s 4119 2537 537.90881 53 123 - 435.57834 - 827 1450s 4139 2549 563.21568 62 128 - 435.57834 - 827 1455s 4157 2564 576.51172 69 110 - 435.57834 - 826 1460s 4185 2590 587.03501 85 101 - 435.57834 - 824 1465s 4217 2614 606.19492 102 111 - 435.57834 - 821 1470s 4256 2643 629.28463 132 102 - 435.57834 - 817 1475s 4288 2655 453.32126 22 164 - 435.58093 - 813 1480s 4300 2667 488.31976 26 156 - 435.58093 - 814 1485s 4310 2675 502.40913 32 139 - 435.58093 - 816 1490s 4324 2683 infeasible 36 - 435.58093 - 816 1495s 4347 2696 574.72331 48 132 - 435.58093 - 815 1500s 4360 2699 505.57461 28 181 - 436.22161 - 816 1505s 4372 2710 498.14961 32 174 - 436.22161 - 816 1510s 4383 2710 456.28172 20 182 - 436.22382 - 817 1515s 4397 2724 487.29084 23 163 - 436.22382 - 817 1520s 4411 2738 493.24997 27 163 - 436.22382 - 817 1525s 4425 2752 513.66125 30 158 - 436.22382 - 817 1530s 4437 2762 519.96959 32 149 - 436.22382 - 818 1535s 4452 2775 544.99969 34 150 - 436.22382 - 818 1540s 4473 2786 552.95114 36 145 - 436.22382 - 817 1545s 4490 2786 470.94631 22 161 - 436.49142 - 816 1550s 4504 2800 491.71764 25 154 - 436.49142 - 817 1555s 4516 2808 506.33539 27 149 - 436.49142 - 817 1560s 4530 2822 532.75406 30 153 - 436.49142 - 818 1565s 4544 2834 545.34547 36 143 - 436.49142 - 818 1570s 4559 2845 567.54106 43 141 - 436.49142 - 818 1575s 4567 2851 574.79496 44 142 - 436.49142 - 820 1580s 4586 2860 459.49093 22 178 - 436.50433 - 819 1585s 4594 2868 479.22830 27 173 - 436.50433 - 820 1590s 4602 2876 498.60273 29 171 - 436.50433 - 822 1595s 4611 2885 506.99194 30 167 - 436.50433 - 823 1600s 4629 2901 535.90559 36 151 - 436.50433 - 822 1605s 4644 2912 542.70660 44 144 - 436.50433 - 823 1610s 4661 2925 infeasible 49 - 436.50433 - 822 1615s 4687 2932 446.64035 19 194 - 436.65770 - 822 1621s 4692 2937 482.22826 22 158 - 436.65770 - 822 1625s 4703 2948 499.21909 26 148 - 436.65770 - 823 1630s 4716 2957 551.63291 31 173 - 436.65770 - 824 1636s 4730 2965 469.36371 22 180 - 436.69709 - 824 1640s 4740 2975 488.70940 26 180 - 436.69709 - 824 1645s 4754 2989 508.09928 30 166 - 436.69709 - 825 1650s 4761 2996 531.80639 32 149 - 436.69709 - 827 1655s 4770 3005 529.29460 37 151 - 436.69709 - 828 1660s 4790 3023 578.67590 46 139 - 436.69709 - 827 1665s 4807 3031 615.99349 53 141 - 436.69709 - 827 1670s 4822 3037 469.27598 23 170 - 436.70224 - 827 1675s 4831 3046 490.66157 26 150 - 436.70224 - 828 1680s 4848 3063 512.15261 33 161 - 436.70224 - 828 1685s 4863 3076 546.54133 37 151 - 436.70224 - 829 1690s 4872 3085 541.89231 42 147 - 436.70224 - 830 1695s 4891 3098 574.99969 50 150 - 436.70224 - 829 1700s 4908 3111 606.88182 55 136 - 436.70224 - 830 1705s 4920 3121 608.94126 58 124 - 436.70224 - 831 1710s 4940 3141 623.27465 67 131 - 436.70224 - 830 1715s 4976 3153 454.01922 21 180 - 436.72227 - 827 1720s 4986 3163 484.94281 27 158 - 436.72227 - 827 1725s 4998 3171 infeasible 32 - 436.72227 - 828 1730s 5012 3181 infeasible 38 - 436.72227 - 829 1735s 5031 3192 583.42748 45 130 - 436.72227 - 829 1740s 5050 3199 454.56258 19 192 - 436.72257 - 829 1745s 5060 3209 476.76734 22 175 - 436.72257 - 830 1750s 5070 3219 498.40691 27 164 - 436.72257 - 831 1755s 5079 3228 505.14032 28 158 - 436.72257 - 832 1760s 5099 3246 525.26249 35 151 - 436.72257 - 832 1765s 5119 3252 infeasible 42 - 436.72257 - 831 1770s 5126 3257 469.45054 19 187 - 437.05364 - 833 1775s 5139 3270 493.56848 23 167 - 437.05364 - 834 1780s 5151 3282 501.79480 29 152 - 437.05364 - 834 1785s 5161 3284 522.83573 30 154 - 437.05364 - 835 1790s 5186 3293 444.05527 17 195 - 437.11815 - 834 1795s 5193 3300 473.44884 21 189 - 437.11815 - 836 1801s 5198 3305 482.87142 23 186 - 437.11815 - 837 1805s 5206 3313 496.26151 27 167 - 437.11815 - 838 1810s 5217 3316 515.50934 29 160 - 437.11815 - 839 1815s 5222 3317 541.16442 30 175 - 437.11815 - 840 1820s 5243 3328 477.06792 20 170 - 437.62313 - 840 1825s 5251 3336 487.04541 21 179 - 437.62313 - 841 1830s 5260 3345 494.23581 23 171 - 437.62313 - 842 1835s 5270 3351 519.63003 28 149 - 437.62313 - 843 1840s 5284 3353 458.06036 16 170 - 437.65566 - 844 1846s 5296 3365 488.36386 20 164 - 437.65566 - 844 1850s 5312 3379 501.02971 28 148 - 437.65566 - 844 1855s 5325 3386 565.28993 31 159 - 437.65566 - 845 1860s 5332 3387 infeasible 33 - 437.65566 - 846 1865s 5339 3390 466.96735 17 173 - 438.02798 - 848 1870s 5355 3398 499.36758 21 158 - 438.02798 - 848 1875s 5365 3402 infeasible 24 - 438.02798 - 849 1880s 5378 3405 457.85443 19 179 - 438.09601 - 850 1885s 5386 3413 489.37259 24 164 - 438.09601 - 851 1890s 5408 3423 531.12181 31 156 - 438.09601 - 850 1895s 5427 3440 561.92170 42 136 - 438.09601 - 850 1900s 5444 3455 570.96252 49 135 - 438.09601 - 850 1905s 5472 3475 592.64888 62 113 - 438.09601 - 848 1910s 5504 3503 infeasible 82 - 438.09601 - 846 1915s 5536 3533 614.54429 101 83 - 438.09601 - 843 1920s 5574 3571 621.24434 123 89 - 438.09601 - 838 1925s 5613 3608 657.07113 153 103 - 438.09601 - 835 1930s 5646 3623 464.16501 20 166 - 439.16287 - 832 1935s 5656 3633 485.97930 24 154 - 439.16287 - 833 1940s 5671 3636 457.69962 20 184 - 439.55395 - 833 1945s 5682 3647 484.01983 27 157 - 439.55395 - 834 1950s 5699 3654 518.33480 32 146 - 439.55395 - 834 1955s 5713 3658 462.90073 24 185 - 439.59318 - 835 1961s 5720 3665 503.77138 27 147 - 439.59318 - 836 1965s 5729 3674 509.19496 30 147 - 439.59318 - 837 1970s 5742 3685 526.98549 37 142 - 439.59318 - 838 1975s 5753 3696 532.32187 37 147 - 439.59318 - 839 1980s 5773 3714 539.92657 50 138 - 439.59318 - 839 1985s 5799 3734 569.14017 57 132 - 439.59318 - 837 1990s 5841 3772 581.41458 81 111 - 439.59318 - 833 1995s 5868 3793 611.21411 92 105 - 439.59318 - 832 2000s 5923 3837 648.72321 126 96 - 439.59318 - 826 2005s 5969 3863 463.01368 23 180 - 439.98161 - 822 2010s 5982 3872 505.98697 28 157 - 439.98161 - 823 2015s 6004 3886 578.34588 40 155 - 439.98161 - 822 2020s 6021 3887 458.44018 20 176 - 440.04877 - 822 2025s 6035 3899 489.10718 26 155 - 440.04877 - 822 2030s 6054 3908 529.62031 33 154 - 440.04877 - 822 2035s 6072 3924 532.69369 42 126 - 440.04877 - 822 2040s 6099 3942 603.71242 54 137 - 440.04877 - 820 2045s 6113 3948 475.55850 26 167 - 440.15519 - 821 2050s 6125 3958 491.50365 32 165 - 440.15519 - 821 2055s 6134 3961 infeasible 35 - 440.15519 - 822 2060s 6143 3962 459.63833 23 189 - 440.15747 - 823 2065s 6152 3971 485.15912 26 175 - 440.15747 - 824 2070s 6166 3985 510.44115 29 163 - 440.15747 - 824 2075s 6185 4002 552.39564 39 127 - 440.15747 - 824 2080s 6207 4011 442.08660 21 190 - 440.39073 - 823 2085s 6214 4018 459.48422 23 173 - 440.39073 - 825 2090s 6225 4029 478.64871 28 165 - 440.39073 - 825 2095s 6243 4043 541.55037 38 144 - 440.39073 - 825 2100s 6265 4057 552.80084 49 146 - 440.39073 - 824 2105s 6286 4072 581.85892 60 135 - 440.39073 - 824 2110s 6317 4097 587.97050 80 116 - 440.39073 - 822 2115s 6359 4128 625.77683 109 108 - 440.39073 - 818 2120s 6397 4161 634.76122 132 106 - 440.39073 - 815 2125s 6450 4203 668.90044 167 109 - 440.39073 - 811 2130s 6483 4212 466.20205 22 173 - 440.43024 - 809 2135s 6501 4230 480.88367 26 174 - 440.43024 - 809 2140s 6523 4248 506.26307 35 155 - 440.43024 - 808 2145s 6539 4264 532.56694 40 149 - 440.43024 - 808 2150s 6563 4274 560.12313 48 160 - 440.43024 - 807 2155s 6588 4273 446.75917 23 186 - 440.44514 - 806 2160s 6597 4282 471.32234 27 169 - 440.44514 - 807 2165s 6608 4293 488.12959 29 158 - 440.44514 - 808 2170s 6628 4309 527.68030 42 144 - 440.44514 - 808 2175s 6650 4325 542.66856 49 133 - 440.44514 - 807 2180s 6667 4336 infeasible 53 - 440.44514 - 808 2185s 6681 4338 462.23842 25 177 - 440.81744 - 808 2190s 6691 4348 487.33195 30 166 - 440.81744 - 809 2195s 6701 4358 504.54867 32 154 - 440.81744 - 810 2200s 6719 4370 540.60004 41 151 - 440.81744 - 810 2205s 6750 4393 566.84973 54 109 - 440.81744 - 809 2210s 6779 4414 588.68679 63 93 - 440.81744 - 808 2215s 6831 4462 607.14557 88 89 - 440.81744 - 803 2220s 6874 4502 635.44153 115 83 - 440.81744 - 800 2225s 6908 4517 469.23782 18 165 - 440.90413 - 798 2230s 6919 4524 507.49350 24 163 - 440.90413 - 798 2235s 6938 4541 522.78149 29 140 - 440.90413 - 798 2240s 6954 4557 542.50912 38 140 - 440.90413 - 799 2245s 6965 4568 552.53800 41 145 - 440.90413 - 799 2250s 6995 4576 441.00302 20 193 - 441.00302 - 798 2255s 7009 4590 479.27089 26 177 - 441.67480 - 798 2260s 7022 4591 infeasible 30 - 441.67480 - 798 2265s 7040 4597 465.33800 22 179 - 441.69121 - 798 2270s 7050 4607 475.80224 23 162 - 441.69121 - 799 2275s 7057 4614 496.29995 26 161 - 441.69121 - 801 2285s 7068 4623 510.11018 32 153 - 441.69121 - 801 2290s 7081 4630 infeasible 37 - 441.69121 - 802 2295s 7093 4636 465.34773 22 176 - 441.84727 - 802 2300s 7100 4643 480.91799 23 170 - 441.84727 - 804 2306s 7105 4648 482.13999 25 164 - 441.84727 - 805 2310s 7114 4657 496.87498 29 160 - 441.84727 - 806 2315s 7130 4665 528.51097 34 158 - 441.84727 - 806 2320s 7147 4672 infeasible 41 - 441.84727 - 805 2325s 7171 4682 469.90663 21 171 - 441.94560 - 805 2330s 7182 4687 496.63627 24 164 - 441.94560 - 806 2335s 7198 4703 529.29942 30 144 - 441.94560 - 806 2340s 7218 4719 543.25048 41 123 - 441.94560 - 805 2345s 7239 4740 557.23743 45 115 - 441.94560 - 805 2350s 7260 4759 590.02489 55 118 - 441.94560 - 805 2355s 7303 4800 602.74788 84 105 - 441.94560 - 801 2360s 7356 4847 infeasible 125 - 441.94560 - 797 2365s 7376 4853 492.79947 23 141 - 442.31079 - 797 2370s 7389 4864 524.70542 27 151 - 442.31079 - 797 2375s 7414 4889 545.45633 37 132 - 442.31079 - 797 2380s 7469 4914 infeasible 60 - 442.31079 - 793 2385s 7480 4925 489.59351 27 163 - 442.59305 - 794 2390s 7496 4939 518.19065 34 157 - 442.59305 - 794 2395s 7511 4940 infeasible 38 - 442.59305 - 794 2400s 7524 4945 461.11419 21 184 - 443.00937 - 795 2405s 7534 4955 475.36743 23 172 - 443.00937 - 795 2410s 7540 4961 492.79572 26 175 - 443.00937 - 796 2415s 7551 4968 infeasible 30 - 443.00937 - 797 2420s 7561 4970 infeasible 35 - 443.00937 - 798 2425s 7572 4969 471.89330 30 178 - 443.01057 - 798 2430s 7586 4981 512.60092 37 142 - 443.01057 - 798 2435s 7606 4995 558.59924 45 146 - 443.01057 - 798 2440s 7622 4999 457.58713 30 190 - 443.21921 - 798 2446s 7629 5006 485.68974 35 157 - 443.21921 - 799 2450s 7641 5016 492.75267 37 144 - 443.21921 - 799 2455s 7656 5021 infeasible 43 - 443.21921 - 799 2460s 7675 5027 590.27014 48 141 - 443.21921 - 799 2465s 7690 5036 507.93890 26 168 - 443.66356 - 799 2470s 7710 5038 457.97721 29 192 - 443.66605 - 798 2475s 7720 5048 503.53591 36 162 - 443.66605 - 799 2480s 7734 5058 526.17176 41 145 - 443.66605 - 799 2486s 7741 5053 459.59684 29 189 - 443.96054 - 800 2490s 7755 5067 500.22386 36 150 - 443.96054 - 800 2495s 7767 5073 infeasible 39 - 443.96054 - 801 2500s 7781 5075 470.00495 17 167 - 444.05555 - 801 2505s 7793 5083 522.57053 21 173 - 444.05555 - 802 2510s 7802 5088 544.18142 26 172 - 444.05555 - 803 2516s 7812 5092 455.90366 19 183 - 444.21277 - 803 2520s 7818 5098 482.06022 23 167 - 444.21277 - 804 2525s 7824 5104 483.16827 24 167 - 444.21277 - 805 2530s 7839 5113 503.19559 32 158 - 444.21277 - 805 2535s 7851 5115 464.52827 28 175 - 444.23484 - 806 2541s 7866 5130 506.62633 36 137 - 444.23484 - 806 2545s 7890 5142 544.84214 43 146 - 444.23484 - 805 2550s 7910 5149 460.74958 32 182 - 444.29380 - 805 2556s 7920 5159 487.39651 37 173 - 444.29380 - 805 2560s 7938 5177 515.80263 44 149 - 444.29380 - 805 2565s 7951 5176 462.12387 32 188 - 444.51247 - 805 2570s 7968 5193 502.90025 38 162 - 444.51247 - 805 2575s 7981 5204 528.49855 45 144 - 444.51247 - 805 2580s 7997 5208 549.92914 48 137 - 444.51247 - 806 2585s 8011 5208 503.27606 32 170 - 444.54955 - 806 2590s 8022 5219 517.29283 37 151 - 444.54955 - 807 2595s 8035 5218 450.37414 16 167 - 444.60550 - 807 2600s 8048 5229 infeasible 22 - 444.60550 - 807 2605s 8079 5242 495.90369 32 151 - 444.60550 - 806 2610s 8101 5264 508.89138 40 151 - 444.60550 - 805 2615s 8115 5277 553.36815 43 141 - 444.60550 - 806 2620s 8124 5286 518.45070 44 166 - 444.60550 - 806 2625s 8135 5297 530.54088 48 149 - 444.60550 - 807 2630s 8147 5303 540.08564 48 150 - 444.60550 - 807 2635s 8162 5308 infeasible 54 - 444.60550 - 808 2640s 8179 5315 infeasible 57 - 444.60550 - 808 2645s 8196 5316 infeasible 58 - 444.60550 - 808 2650s 8215 5311 460.36596 21 181 - 444.82345 - 808 2655s 8227 5323 495.52585 27 167 - 444.82345 - 808 2660s 8237 5329 509.39210 31 160 - 444.82345 - 809 2665s 8253 5345 531.38137 38 141 - 444.82345 - 809 2670s 8270 5360 534.22632 47 144 - 444.82345 - 809 2675s 8294 5380 563.72839 55 147 - 444.82345 - 808 2680s 8322 5406 582.45561 71 120 - 444.82345 - 807 2685s 8354 5436 590.99662 93 119 - 444.82345 - 806 2690s 8397 5471 617.62362 115 119 - 444.82345 - 802 2695s 8431 5494 461.17218 20 176 - 445.27587 - 800 2700s 8440 5503 477.07331 24 166 - 445.27587 - 801 2705s 8450 5513 503.48976 25 152 - 445.27587 - 802 2710s 8465 5520 546.94899 32 139 - 445.27587 - 802 2715s 8481 5528 497.35864 27 164 - 445.30771 - 802 2720s 8498 5531 475.88691 26 166 - 445.37665 - 802 2725s 8511 5536 516.82855 30 159 - 445.37665 - 802 2730s 8526 5549 537.85710 40 148 - 445.37665 - 802 2735s 8543 5566 559.57092 50 138 - 445.37665 - 803 2740s 8565 5576 459.08909 18 178 - 446.04769 - 802 2745s 8572 5583 468.21882 19 179 - 446.04769 - 803 2750s 8592 5597 518.21494 31 156 - 446.04769 - 803 2755s 8613 5606 565.43435 45 132 - 446.04769 - 803 2760s 8636 5623 576.05238 53 128 - 446.04769 - 802 2765s 8665 5638 infeasible 59 - 446.04769 - 801 2770s 8678 5641 479.32197 23 164 - 446.06700 - 802 2775s 8695 5654 499.52585 26 162 - 446.06700 - 802 2780s 8715 5668 567.99983 35 155 - 446.06700 - 802 2785s 8734 5683 infeasible 40 - 446.06700 - 801 2790s 8749 5686 472.75610 20 170 - 446.16846 - 802 2795s 8766 5698 499.15666 25 162 - 446.16846 - 802 2800s 8783 5709 527.55635 31 145 - 446.16846 - 802 2805s 8795 5721 542.11778 33 140 - 446.16846 - 803 2810s 8820 5744 569.10038 48 136 - 446.16846 - 802 2815s 8846 5762 590.48842 62 116 - 446.16846 - 801 2820s 8877 5791 605.21191 81 108 - 446.16846 - 800 2825s 8902 5812 616.35128 98 91 - 446.16846 - 799 2830s 8937 5844 infeasible 122 - 446.16846 - 797 2835s 8985 5872 657.87047 140 82 - 446.16846 - 795 2840s 9000 5875 479.61013 26 168 - 446.17526 - 795 2845s 9013 5888 519.63576 34 141 - 446.17526 - 795 2850s 9027 5900 531.43089 40 147 - 446.17526 - 796 2855s 9039 5908 537.54431 43 139 - 446.17526 - 796 2860s 9055 5912 infeasible 47 - 446.17526 - 797 2865s 9073 5918 489.46142 28 158 - 446.31974 - 797 2870s 9085 5922 523.78486 34 153 - 446.31974 - 797 2875s 9107 5942 558.65209 48 150 - 446.31974 - 797 2880s 9131 5964 infeasible 54 - 446.31974 - 796 2885s 9150 5967 infeasible 62 - 446.31974 - 796 2890s 9164 5975 480.48044 23 171 - 446.38921 - 797 2895s 9176 5987 494.64984 25 163 - 446.38921 - 797 2900s 9196 6005 514.46266 31 163 - 446.38921 - 797 2905s 9215 6024 536.10642 44 133 - 446.38921 - 797 2910s 9241 6038 568.82098 57 115 - 446.38921 - 796 2915s 9266 6057 617.20655 71 124 - 446.38921 - 796 2920s 9298 6070 455.61003 20 177 - 446.64035 - 795 2925s 9307 6079 487.21779 24 166 - 446.64035 - 796 2930s 9323 6091 517.55875 31 140 - 446.64035 - 796 2935s 9339 6095 447.50500 20 185 - 446.65851 - 796 2940s 9354 6104 infeasible 30 - 446.65851 - 796 2946s 9357 6105 480.15529 30 156 - 446.65851 - 797 2950s 9367 6107 infeasible 32 - 446.65851 - 798 2956s 9378 6108 501.69442 28 171 - 447.03210 - 798 2960s 9390 6120 516.00944 35 138 - 447.03210 - 799 2965s 9403 6133 529.28715 42 141 - 447.03210 - 799 2970s 9426 6146 551.43614 50 146 - 447.03210 - 799 2975s 9442 6148 489.55021 28 168 - 447.22496 - 799 2980s 9457 6155 525.72877 35 142 - 447.22496 - 799 2985s 9475 6169 574.05471 44 147 - 447.22496 - 800 2990s 9498 6182 infeasible 55 - 447.22496 - 799 2995s 9511 6187 471.66014 21 170 - 447.24488 - 800 3000s 9523 6199 500.39011 25 161 - 447.24488 - 800 3005s 9541 6213 512.63331 30 160 - 447.24488 - 800 3010s 9550 6222 547.94758 32 148 - 447.24488 - 801 3015s 9564 6232 573.34580 36 126 - 447.24488 - 801 3020s 9596 6254 624.31246 48 138 - 447.24488 - 800 3025s 9619 6259 465.60625 22 181 - 447.43315 - 799 3030s 9626 6266 490.99855 24 177 - 447.43315 - 800 3036s 9635 6275 491.80645 28 156 - 447.43315 - 801 3040s 9648 6286 infeasible 35 - 447.43315 - 801 3045s 9659 6295 532.34367 36 142 - 447.43315 - 802 3050s 9666 6302 550.72419 38 143 - 447.43315 - 803 3055s 9686 6314 602.89785 49 150 - 447.43315 - 802 3060s 9699 6317 479.17209 21 182 - 447.49403 - 803 3065s 9710 6328 490.94418 22 174 - 447.49403 - 804 3070s 9723 6339 512.28265 27 158 - 447.49403 - 804 3075s 9740 6354 533.68201 32 159 - 447.49403 - 804 3080s 9753 6357 473.33308 23 167 - 447.50278 - 805 3085s 9767 6370 503.72492 32 147 - 447.50278 - 805 3090s 9787 6382 530.71329 36 154 - 447.50278 - 805 3095s 9797 6392 529.70435 39 151 - 447.50278 - 805 3100s 9816 6405 593.23063 48 137 - 447.50278 - 805 3105s 9837 6416 624.73382 58 142 - 447.50278 - 805 3110s 9857 6432 666.41212 66 127 - 447.50278 - 804 3115s 9900 6464 675.18567 93 120 - 447.50278 - 802 3120s 9921 6468 480.36215 25 164 - 447.51529 - 802 3125s 9932 6477 483.78327 26 154 - 447.51529 - 803 3130s 9946 6487 498.70234 30 163 - 447.51529 - 803 3135s 9961 6498 493.12116 29 152 - 447.51529 - 803 3140s 9972 6507 508.58385 34 162 - 447.51529 - 803 3145s 9985 6510 515.92053 36 159 - 447.51529 - 803 3154s 9989 6514 533.99652 34 155 - 447.51529 - 803 3155s 10005 6526 514.79736 36 157 - 447.51529 - 803 3160s 10022 6531 556.44596 39 147 - 447.51529 - 803 3165s 10038 6539 infeasible 45 - 447.51529 - 804 3170s 10065 6534 infeasible 47 - 447.51529 - 803 3175s 10078 6539 475.78864 22 167 - 447.53837 - 803 3180s 10086 6547 519.78762 24 171 - 447.53837 - 804 3185s 10104 6561 525.29827 32 164 - 447.53837 - 804 3190s 10120 6569 549.25783 39 137 - 447.53837 - 804 3195s 10140 6589 584.05661 48 120 - 447.53837 - 804 3200s 10182 6625 infeasible 74 - 447.53837 - 802 3205s 10206 6643 638.20515 79 95 - 447.53837 - 801 3210s 10244 6674 651.99271 101 90 - 447.53837 - 799 3215s 10306 6734 680.69555 143 76 - 447.53837 - 795 3220s 10335 6744 486.10918 29 161 - 447.94751 - 794 3225s 10339 6742 infeasible 30 - 447.94751 - 795 3230s 10349 6744 infeasible 31 - 447.94751 - 796 3235s 10356 6739 infeasible 32 - 447.94751 - 797 3240s 10365 6744 468.73978 22 176 - 447.94903 - 797 3245s 10373 6752 490.06459 26 163 - 447.94903 - 798 3250s 10387 6762 516.65189 30 156 - 447.94903 - 798 3255s 10406 6773 543.02215 37 146 - 447.94903 - 798 3260s 10423 6780 infeasible 44 - 447.94903 - 798 3265s 10437 6787 472.53255 22 172 - 448.01916 - 798 3270s 10455 6805 511.40703 30 153 - 448.01916 - 798 3275s 10468 6808 450.60997 23 183 - 448.12606 - 799 3280s 10474 6814 467.23776 25 172 - 448.12606 - 800 3285s 10482 6822 478.93916 26 158 - 448.12606 - 800 3290s 10496 6834 498.69574 29 151 - 448.12606 - 801 3295s 10506 6844 504.95675 31 162 - 448.12606 - 801 3300s 10518 6848 546.55625 38 162 - 448.12606 - 801 3305s 10538 6866 565.04029 52 137 - 448.12606 - 801 3310s 10557 6881 610.72089 61 115 - 448.12606 - 801 3315s 10573 6891 634.00959 68 117 - 448.12606 - 801 3320s 10592 6904 645.87297 73 119 - 448.12606 - 801 3325s 10613 6908 495.72173 27 180 - 448.15980 - 801 3330s 10620 6915 518.98641 29 160 - 448.15980 - 801 3335s 10635 6926 544.67154 40 144 - 448.15980 - 801 3340s 10662 6941 459.83572 29 184 - 448.31662 - 800 3345s 10675 6954 491.57902 32 168 - 448.31662 - 800 3350s 10688 6965 522.37286 38 148 - 448.31662 - 801 3355s 10702 6975 547.40565 43 135 - 448.31662 - 801 3360s 10725 6994 584.93418 54 127 - 448.31662 - 801 3365s 10747 7010 597.77159 66 124 - 448.31662 - 800 3370s 10764 7025 609.70036 75 115 - 448.31662 - 800 3375s 10806 7063 620.12190 101 101 - 448.31662 - 798 3380s 10829 7081 660.29877 110 92 - 448.31662 - 798 3385s 10851 7095 651.84322 124 92 - 448.31662 - 798 3390s 10897 7135 665.48160 157 97 - 448.31662 - 796 3395s 10935 7161 477.19745 29 169 - 448.40435 - 794 3400s 10948 7174 513.40023 38 173 - 448.40435 - 795 3405s 10962 7184 540.53052 45 143 - 448.40435 - 795 3410s 10987 7203 565.86590 54 136 - 448.40435 - 794 3415s 11004 7218 586.67280 63 125 - 448.40435 - 795 3420s 11030 7238 infeasible 76 - 448.40435 - 795 3425s 11059 7263 635.19248 97 98 - 448.40435 - 794 3430s 11110 7312 653.69097 114 82 - 448.40435 - 792 3435s 11154 7331 476.84801 20 164 - 449.01786 - 790 3440s 11168 7337 519.78601 24 159 - 449.01786 - 790 3445s 11185 7352 548.10886 33 134 - 449.01786 - 790 3450s 11197 7364 553.25557 36 143 - 449.01786 - 790 3455s 11211 7376 595.94140 44 133 - 449.01786 - 790 3460s 11229 7383 466.52411 19 161 - 449.01957 - 790 3465s 11244 7392 492.73146 25 160 - 449.01957 - 791 3470s 11254 7402 494.99404 28 158 - 449.01957 - 791 3475s 11264 7412 510.39241 33 161 - 449.01957 - 791 3480s 11275 7423 516.06140 35 153 - 449.01957 - 792 3485s 11285 7425 infeasible 37 - 449.01957 - 792 3490s 11298 7432 569.65081 42 137 - 449.01957 - 793 3495s 11312 7442 574.81108 48 128 - 449.01957 - 793 3500s 11330 7454 589.62604 54 145 - 449.01957 - 793 3505s 11349 7459 477.20737 19 148 - 449.02619 - 793 3510s 11361 7465 511.24698 24 145 - 449.02619 - 793 3515s 11381 7479 539.30060 35 151 - 449.02619 - 793 3520s 11394 7480 479.02973 27 156 - 449.03042 - 793 3525s 11405 7491 481.24014 31 167 - 449.03042 - 793 3530s 11417 7501 infeasible 35 - 449.03042 - 794 3535s 11429 7509 526.03210 39 142 - 449.03042 - 794 3540s 11450 7528 548.38146 49 134 - 449.03042 - 793 3545s 11476 7554 565.30945 61 130 - 449.03042 - 793 3550s 11490 7560 586.67915 68 117 - 449.03042 - 793 3555s 11513 7565 463.83403 26 183 - 449.14217 - 793 3560s 11522 7574 480.00203 28 176 - 449.14217 - 793 3565s 11536 7584 510.50525 34 166 - 449.14217 - 794 3570s 11552 7598 529.59433 47 149 - 449.14217 - 794 3575s 11570 7616 543.23075 54 139 - 449.14217 - 794 3580s 11586 7628 567.11662 58 132 - 449.14217 - 794 3585s 11601 7629 infeasible 65 - 449.14217 - 794 3590s 11609 7635 468.80753 22 169 - 449.26099 - 795 3595s Cutting planes: Gomory: 27 Cover: 66 Implied bound: 64 Flow cover: 142 GUB cover: 9 Zero half: 1 Explored 11618 nodes (9265818 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.500000000000e+02, gap -