Gurobi 5.0.1 (linux64) logging started Sun Dec 30 13:12:26 2012 Optimize a model with 13202 rows, 12960 columns and 56876 nonzeros Presolve removed 1426 rows and 160 columns Presolve time: 0.11s Presolved: 11776 rows, 12800 columns, 55041 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.922393e+02, 17090 iterations, 2.94 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 392.23931 0 155 - 392.23931 - - 3s 0 0 421.45666 0 169 - 421.45666 - - 4s 0 0 434.68527 0 160 - 434.68527 - - 5s 0 0 442.38843 0 160 - 442.38843 - - 5s 0 0 445.86243 0 139 - 445.86243 - - 6s 0 0 451.40723 0 153 - 451.40723 - - 7s 0 0 452.19895 0 163 - 452.19895 - - 7s 0 0 453.88879 0 165 - 453.88879 - - 8s 0 0 454.68695 0 166 - 454.68695 - - 8s 0 0 455.52078 0 175 - 455.52078 - - 9s 0 0 455.78118 0 175 - 455.78118 - - 9s 0 0 455.95352 0 164 - 455.95352 - - 9s 0 0 458.15209 0 172 - 458.15209 - - 10s 0 0 458.23814 0 169 - 458.23814 - - 10s 0 0 458.29159 0 174 - 458.29159 - - 10s 0 0 458.29707 0 171 - 458.29707 - - 10s 0 0 458.29771 0 172 - 458.29771 - - 11s 0 0 459.24338 0 178 - 459.24338 - - 20s 0 0 459.24338 0 178 - 459.24338 - - 21s 0 2 459.25080 0 177 - 459.25080 - - 25s 12 14 464.46962 6 182 - 460.07496 - 550 30s 29 31 470.88817 17 148 - 460.07496 - 535 35s 62 63 484.46701 43 118 - 460.07496 - 400 40s 116 91 461.63598 3 166 - 460.07496 - 295 45s 135 110 470.05880 18 135 - 460.07496 - 334 50s 162 133 494.29687 39 135 - 460.07496 - 358 55s 184 150 492.27323 54 131 - 460.07496 - 388 60s 225 186 565.38993 88 117 - 460.07496 - 381 65s 252 202 467.76336 13 162 - 460.49046 - 397 70s 272 216 485.89774 26 154 - 460.49046 - 420 75s 292 234 489.63324 38 141 - 460.49046 - 425 80s 342 284 544.38932 80 139 - 460.49046 - 401 85s 378 291 463.23447 6 162 - 460.51406 - 396 90s 398 311 471.38139 16 156 - 460.51406 - 413 95s 459 370 476.55662 73 152 - 460.51406 - 383 100s 497 400 516.28522 94 97 - 460.51406 - 390 105s 601 503 556.17408 68 178 - 460.51406 - 326 110s 604 505 515.39094 154 159 - 460.51406 - 325 116s 607 507 519.41294 133 160 - 460.51406 - 323 120s 611 510 502.39300 82 174 - 462.62476 - 321 125s 615 512 530.37451 158 179 - 464.86336 - 319 130s 623 518 524.71227 121 193 - 465.56613 - 315 135s 624 518 513.72940 118 193 - 465.56613 - 314 144s 626 520 516.78401 159 193 - 465.56613 - 313 153s 627 522 466.05177 12 186 - 465.75735 - 367 164s 628 523 468.06484 12 191 - 466.27346 - 369 173s 629 524 467.41995 13 185 - 466.72046 - 370 176s 632 526 479.42092 14 167 - 467.44842 - 376 180s 639 530 471.65581 18 167 - 467.44842 - 381 185s 647 536 472.81763 22 173 - 467.44842 - 385 190s 664 540 475.79407 32 181 - 467.44842 - 385 195s 671 543 493.09923 35 150 - 467.44842 - 400 200s 678 547 476.33345 39 172 - 467.44842 - 407 205s 691 556 493.44719 45 155 - 467.44842 - 416 210s 701 561 493.54203 50 162 - 467.44842 - 428 215s 717 569 infeasible 58 - 467.44842 - 436 220s 729 577 546.06442 64 157 - 467.44842 - 444 225s 741 585 496.33758 70 156 - 467.44842 - 452 230s 753 591 501.45990 76 162 - 467.44842 - 460 235s 769 601 582.39425 84 164 - 467.44842 - 470 241s 781 609 504.19672 90 152 - 467.44842 - 475 245s 793 615 infeasible 96 - 467.44842 - 489 251s 801 620 558.33061 100 144 - 467.44842 - 494 255s 810 624 483.47619 105 165 - 467.44842 - 503 260s 823 629 infeasible 111 - 467.44842 - 513 265s 835 637 531.07364 117 139 - 467.44842 - 522 270s 843 641 521.01169 121 153 - 467.44842 - 529 275s 849 643 541.49327 124 139 - 467.44842 - 541 280s 861 649 527.55216 130 156 - 467.44842 - 548 285s 875 651 infeasible 137 - 467.44842 - 555 290s 897 651 539.38309 148 128 - 467.44842 - 560 295s 903 653 infeasible 151 - 467.44842 - 563 300s 919 648 infeasible 159 - 467.44842 - 573 306s 935 643 infeasible 167 - 467.44842 - 575 310s 947 649 555.01804 173 148 - 467.44842 - 577 315s 971 643 470.18446 15 195 - 467.92088 - 572 320s 977 643 infeasible 18 - 467.92088 - 582 325s 985 646 infeasible 22 - 467.92088 - 590 330s 990 645 486.95518 25 183 - 467.92088 - 597 335s 997 648 infeasible 28 - 467.92088 - 602 340s 1014 657 498.40033 37 158 - 467.92088 - 603 345s 1026 665 502.63896 43 158 - 467.92088 - 607 350s 1037 673 504.96879 48 157 - 467.92088 - 612 355s 1048 680 525.53981 54 130 - 467.92088 - 616 360s 1063 684 537.36678 59 145 - 467.92088 - 619 365s 1087 675 471.36792 14 197 - 468.22241 - 617 370s 1093 677 473.85031 17 180 - 468.22241 - 624 375s 1097 680 485.82335 19 184 - 468.22241 - 632 380s 1108 683 491.30428 25 173 - 468.22241 - 637 385s 1117 685 510.36122 29 153 - 468.22241 - 642 390s 1128 688 513.62892 35 169 - 468.22241 - 644 395s 1139 690 518.93137 40 155 - 468.22241 - 650 400s 1151 694 infeasible 46 - 468.22241 - 658 406s 1165 695 infeasible 53 - 468.22241 - 658 410s 1171 699 551.16184 56 126 - 468.22241 - 665 415s 1187 703 596.31600 64 138 - 468.22241 - 665 420s 1202 711 554.90239 72 137 - 468.22241 - 666 425s 1223 719 565.76914 82 124 - 468.22241 - 666 430s 1238 724 570.18229 90 121 - 468.22241 - 669 435s 1260 734 576.34765 101 121 - 468.22241 - 669 440s 1274 744 578.79028 108 116 - 468.22241 - 673 445s 1292 754 580.88446 117 123 - 468.22241 - 674 450s 1329 768 infeasible 135 - 468.22241 - 667 455s 1367 786 infeasible 154 - 468.22241 - 659 460s 1395 804 605.93127 168 92 - 468.22241 - 657 465s 1431 818 663.29397 186 60 - 468.22241 - 654 470s 1473 838 678.45626 207 84 - 468.22241 - 649 475s 1510 856 675.96589 226 80 - 468.22241 - 646 480s 1542 851 483.89423 15 172 - 468.44293 - 644 485s 1558 862 490.77404 21 159 - 468.44293 - 646 490s 1574 872 511.20508 31 165 - 468.44293 - 646 495s 1589 875 563.16895 38 153 - 468.44293 - 648 500s 1607 876 472.30959 16 195 - 468.45514 - 647 505s 1620 880 501.30355 24 169 - 468.45514 - 650 510s 1629 880 505.22402 24 170 - 468.45514 - 655 515s 1650 894 512.33569 37 163 - 468.45514 - 655 521s 1665 900 infeasible 47 - 468.45514 - 656 525s 1678 903 infeasible 53 - 468.45514 - 658 530s 1707 916 536.13133 69 124 - 468.45514 - 655 535s 1738 926 579.16427 87 126 - 468.45514 - 649 540s 1755 921 500.33394 19 170 - 469.31878 - 651 545s 1769 931 500.23723 24 154 - 469.31878 - 655 550s 1780 938 499.78069 32 142 - 469.31878 - 658 555s 1792 940 516.84485 36 152 - 469.31878 - 662 560s 1806 941 infeasible 42 - 469.31878 - 665 565s 1816 940 infeasible 44 - 469.31878 - 670 570s 1825 936 482.89230 13 183 - 470.28648 - 673 575s 1837 942 501.94774 20 179 - 470.28648 - 675 580s 1850 949 511.44465 27 172 - 470.28648 - 676 585s 1862 951 528.76614 26 180 - 470.28648 - 679 590s 1869 951 543.78314 27 177 - 470.28648 - 684 595s 1875 949 554.40809 26 184 - 470.28648 - 689 600s 1895 963 555.71437 32 163 - 470.28648 - 688 605s 1922 979 560.12519 40 165 - 470.28648 - 684 610s 1941 991 564.93924 48 146 - 470.28648 - 684 615s 1966 1004 572.15057 55 132 - 470.28648 - 682 620s 1988 1009 infeasible 59 - 470.28648 - 681 625s 2013 1019 586.40465 77 120 - 470.28648 - 677 630s 2039 1037 590.05328 96 123 - 470.28648 - 673 635s 2051 1035 598.67307 97 120 - 470.28648 - 678 640s 2070 1041 601.44385 98 123 - 470.28648 - 679 645s 2096 1045 629.47360 100 122 - 470.28648 - 681 651s 2110 1050 620.97263 105 119 - 470.28648 - 680 655s 2161 1063 643.45450 136 127 - 470.28648 - 668 660s 2182 1068 491.66456 24 151 - 470.28909 - 668 665s 2195 1080 498.67968 33 147 - 470.28909 - 670 670s 2208 1093 517.27400 39 140 - 470.28909 - 673 675s 2222 1106 512.78190 46 141 - 470.28909 - 674 680s 2255 1139 528.29928 70 127 - 470.28909 - 669 685s 2276 1156 infeasible 81 - 470.28909 - 668 690s 2287 1161 560.87293 85 103 - 470.28909 - 672 695s 2314 1172 485.62807 19 158 - 470.72408 - 671 700s 2326 1180 492.45563 23 149 - 470.72408 - 674 705s 2342 1192 524.54895 31 151 - 470.72408 - 675 710s 2352 1192 472.64568 17 169 - 471.07105 - 678 715s 2369 1203 512.68492 27 157 - 471.07105 - 680 720s 2383 1213 532.94256 36 151 - 471.07105 - 681 725s 2405 1229 542.40702 49 145 - 471.07105 - 680 730s 2429 1247 565.66615 58 135 - 471.07105 - 679 735s 2456 1270 598.32648 74 128 - 471.07105 - 677 740s 2473 1279 infeasible 81 - 471.07105 - 678 745s 2486 1290 495.03036 27 156 - 471.18786 - 680 750s 2499 1291 infeasible 29 - 471.18786 - 682 755s 2521 1313 538.76351 49 148 - 471.18786 - 682 760s 2544 1324 585.73096 63 136 - 471.18786 - 681 765s 2550 1330 587.91879 67 134 - 471.18786 - 681 771s 2572 1352 596.50473 83 132 - 471.18786 - 679 775s 2596 1370 605.93440 97 130 - 471.18786 - 678 780s 2610 1368 475.19851 16 170 - 471.86799 - 681 785s 2621 1375 493.66460 22 159 - 471.86799 - 684 790s 2638 1382 524.59677 27 145 - 471.86799 - 685 795s 2659 1403 533.31368 46 131 - 471.86799 - 685 800s 2669 1413 561.98037 53 132 - 471.86799 - 687 806s 2682 1424 infeasible 61 - 471.86799 - 688 810s 2700 1430 489.44667 21 184 - 472.25249 - 689 815s 2705 1433 492.95222 24 176 - 472.25249 - 691 820s 2723 1445 523.39501 34 179 - 472.25249 - 692 825s 2732 1452 549.49708 36 152 - 472.25249 - 695 831s 2743 1463 555.63069 44 149 - 472.25249 - 697 836s 2753 1471 574.29222 48 143 - 472.25249 - 698 840s 2768 1482 581.17318 59 137 - 472.25249 - 699 845s 2784 1496 580.60126 71 137 - 472.25249 - 699 850s 2798 1501 486.93335 24 156 - 472.25891 - 700 855s 2813 1508 515.84452 29 150 - 472.25891 - 702 861s 2822 1515 552.37806 35 137 - 472.25891 - 704 865s 2830 1523 560.11972 35 141 - 472.25891 - 707 870s 2837 1530 551.13163 36 148 - 472.25891 - 710 875s 2842 1533 600.44108 37 113 - 472.25891 - 714 880s 2857 1546 559.69059 47 137 - 472.25891 - 713 885s 2886 1563 476.35448 19 181 - 472.78564 - 710 890s 2899 1576 492.47516 28 162 - 472.78564 - 710 895s 2910 1587 500.04890 36 136 - 472.78564 - 712 900s 2927 1602 520.23678 50 119 - 472.78564 - 712 905s 2953 1626 542.68222 75 144 - 472.78564 - 710 910s 2971 1634 infeasible 79 - 472.78564 - 710 915s 2989 1642 574.00301 85 131 - 472.78564 - 710 920s 3003 1643 614.64885 87 118 - 472.78564 - 711 925s 3022 1639 483.27698 18 167 - 473.07427 - 711 930s 3035 1652 515.62316 25 150 - 473.07427 - 712 935s 3051 1656 560.17057 27 154 - 473.07427 - 713 941s 3063 1668 579.39820 34 155 - 473.07427 - 715 945s 3081 1680 infeasible 42 - 473.07427 - 715 950s 3098 1683 501.52177 20 173 - 473.52801 - 715 955s 3118 1695 535.33380 28 160 - 473.52801 - 715 960s 3129 1704 557.83842 34 161 - 473.52801 - 717 965s 3140 1715 564.72062 37 164 - 473.52801 - 719 970s 3152 1723 669.90096 43 152 - 473.52801 - 721 975s 3171 1735 630.37895 58 144 - 473.52801 - 721 980s 3191 1742 infeasible 67 - 473.52801 - 721 985s 3210 1757 519.77199 27 160 - 473.85847 - 721 990s 3224 1763 558.62811 33 162 - 473.85847 - 722 995s 3240 1777 572.65257 43 162 - 473.85847 - 723 1000s 3245 1782 649.06676 43 158 - 473.85847 - 726 1005s 3259 1786 520.65606 21 171 - 473.88082 - 727 1010s 3267 1794 515.58069 23 173 - 473.88082 - 730 1015s 3278 1805 527.95190 30 147 - 473.88082 - 731 1020s 3294 1821 537.55686 41 136 - 473.88082 - 732 1025s 3316 1843 566.39255 52 126 - 473.88082 - 731 1030s 3333 1852 infeasible 59 - 473.88082 - 732 1035s 3344 1859 521.63800 25 172 - 474.75528 - 734 1040s 3355 1864 538.48182 27 166 - 474.75528 - 736 1045s 3372 1879 545.22479 38 173 - 474.75528 - 736 1050s 3386 1889 576.77386 43 130 - 474.75528 - 739 1055s 3400 1899 596.50661 52 128 - 474.75528 - 739 1060s 3428 1923 606.41198 69 120 - 474.75528 - 737 1065s 3448 1943 608.11830 77 117 - 474.75528 - 737 1070s 3479 1974 622.99194 99 100 - 474.75528 - 734 1075s 3506 1999 632.05111 107 95 - 474.75528 - 733 1080s 3527 2018 630.98254 117 94 - 474.75528 - 732 1085s 3564 2047 infeasible 140 - 474.75528 - 728 1090s 3578 2057 500.87839 36 156 - 474.80689 - 730 1095s 3589 2068 510.87905 40 143 - 474.80689 - 731 1100s 3603 2080 577.62136 46 150 - 474.80689 - 732 1105s 3630 2107 553.80084 65 129 - 474.80689 - 730 1110s 3646 2117 infeasible 73 - 474.80689 - 731 1115s 3664 2119 493.67687 25 154 - 474.83782 - 732 1120s 3679 2134 498.66308 35 126 - 474.83782 - 733 1125s 3697 2150 531.85857 43 143 - 474.83782 - 734 1130s 3716 2159 504.19631 23 168 - 475.10599 - 733 1135s 3728 2169 539.33953 29 158 - 475.10599 - 734 1140s 3740 2181 572.80359 37 142 - 475.10599 - 736 1145s 3763 2204 591.25335 53 148 - 475.10599 - 735 1150s 3788 2229 603.52624 69 125 - 475.10599 - 734 1155s 3805 2242 612.92909 80 141 - 475.10599 - 734 1160s 3826 2258 625.83294 94 122 - 475.10599 - 733 1165s 3848 2278 631.73998 104 114 - 475.10599 - 731 1170s 3889 2317 645.44114 121 122 - 475.10599 - 727 1175s 3915 2343 647.99946 130 95 - 475.10599 - 725 1180s 3968 2394 654.47439 180 97 - 475.10599 - 716 1185s 4014 2440 660.54265 223 84 - 475.10599 - 709 1190s 4042 2448 480.28287 20 159 - 475.11536 - 708 1195s 4062 2468 518.54545 32 142 - 475.11536 - 708 1200s 4088 2492 596.77830 47 147 - 475.11536 - 706 1205s 4105 2499 657.62428 55 133 - 475.11536 - 707 1210s 4125 2507 487.93510 22 158 - 475.44491 - 707 1215s 4143 2523 520.49585 32 154 - 475.44491 - 708 1220s 4156 2536 552.26502 38 139 - 475.44491 - 709 1225s 4182 2551 611.67931 52 138 - 475.44491 - 708 1230s 4209 2564 498.54466 29 156 - 475.51430 - 706 1235s 4227 2580 520.04458 38 137 - 475.51430 - 707 1240s 4238 2585 543.26649 40 140 - 475.51430 - 708 1245s 4263 2610 550.07000 61 141 - 475.51430 - 707 1250s 4288 2624 495.75648 27 170 - 475.54762 - 706 1255s 4301 2637 508.75526 30 140 - 475.54762 - 707 1260s 4319 2655 512.62662 37 141 - 475.54762 - 707 1265s 4339 2659 533.16092 26 146 - 475.56372 - 708 1270s 4351 2671 548.81307 33 143 - 475.56372 - 709 1275s 4387 2707 574.03791 58 122 - 475.56372 - 707 1280s 4413 2731 infeasible 72 - 475.56372 - 706 1285s 4427 2731 495.87306 24 166 - 475.57390 - 708 1290s 4437 2739 528.85924 27 154 - 475.57390 - 709 1295s 4457 2759 548.22389 41 111 - 475.57390 - 709 1300s 4479 2779 infeasible 53 - 475.57390 - 709 1305s 4507 2796 513.09016 32 142 - 475.70694 - 708 1310s 4532 2809 506.33895 31 141 - 475.79463 - 707 1315s 4548 2821 523.99966 35 148 - 475.79463 - 708 1320s 4566 2821 infeasible 38 - 475.79463 - 708 1325s 4575 2830 521.51451 24 172 - 475.79998 - 710 1330s 4579 2834 525.21471 25 191 - 475.79998 - 712 1335s 4592 2845 531.51470 31 165 - 475.79998 - 713 1340s 4603 2856 609.06502 35 165 - 475.79998 - 715 1345s 4612 2861 569.63532 38 166 - 475.79998 - 717 1350s 4622 2871 581.47524 47 144 - 475.79998 - 718 1355s 4630 2877 623.88366 48 142 - 475.79998 - 720 1360s 4647 2894 635.12539 58 119 - 475.79998 - 721 1365s 4657 2894 infeasible 62 - 475.79998 - 723 1370s 4668 2897 507.69631 24 173 - 476.43901 - 725 1375s 4685 2910 594.67234 33 162 - 476.43901 - 726 1381s 4693 2918 568.67568 36 167 - 476.43901 - 727 1385s 4702 2927 581.83113 37 160 - 476.43901 - 729 1391s 4709 2932 infeasible 39 - 476.43901 - 731 1395s 4721 2938 499.79632 26 148 - 476.48075 - 732 1400s 4726 2943 521.08855 26 170 - 476.48075 - 734 1405s 4730 2945 511.94676 28 164 - 476.48075 - 735 1412s 4738 2953 530.13499 31 158 - 476.48075 - 735 1415s 4756 2971 544.28368 45 181 - 476.48075 - 735 1420s 4770 2983 550.80882 53 154 - 476.48075 - 736 1425s 4788 2997 569.93360 63 144 - 476.48075 - 736 1430s 4813 3012 581.58892 77 137 - 476.48075 - 736 1435s 4831 3018 611.77751 82 125 - 476.48075 - 736 1440s 4845 3028 563.86833 36 167 - 476.51466 - 737 1445s 4852 3035 545.28754 39 148 - 476.51466 - 737 1450s 4870 3053 603.14437 45 154 - 476.51466 - 737 1455s 4898 3069 651.46418 59 150 - 476.51466 - 736 1460s 4911 3072 506.95149 25 163 - 476.65656 - 736 1465s 4926 3087 541.99273 36 161 - 476.65656 - 737 1470s 4932 3085 493.53961 21 177 - 478.23222 - 738 1475s 4942 3093 515.98581 26 162 - 478.23222 - 739 1480s 4950 3101 537.33674 31 163 - 478.23222 - 741 1486s 4957 3108 547.45578 37 159 - 478.23222 - 742 1490s 4972 3113 589.95422 45 162 - 478.23222 - 742 1495s 4987 3126 604.88025 56 129 - 478.23222 - 742 1500s 4999 3124 488.88453 30 168 - 478.25432 - 743 1505s 5013 3138 531.23272 36 158 - 478.25432 - 743 1510s 5026 3149 547.56167 46 146 - 478.25432 - 744 1515s 5047 3164 infeasible 51 - 478.25432 - 743 1520s 5072 3173 491.56754 22 169 - 478.31532 - 742 1525s 5089 3188 537.00353 33 136 - 478.31532 - 742 1530s 5106 3199 591.75438 39 157 - 478.31532 - 742 1535s 5125 3206 528.87140 32 148 - 478.35688 - 742 1540s 5138 3219 555.50822 38 153 - 478.35688 - 743 1545s 5150 3231 617.00965 45 150 - 478.35688 - 744 1550s 5168 3235 500.36719 33 153 - 478.85803 - 744 1555s 5190 3253 572.86185 40 147 - 478.85803 - 743 1560s 5206 3255 517.62935 20 174 - 478.97902 - 744 1565s 5216 3265 532.44974 23 156 - 478.97902 - 745 1570s 5225 3274 536.09058 27 163 - 478.97902 - 746 1575s 5236 3285 554.06726 32 172 - 478.97902 - 747 1580s 5247 3282 488.41579 19 163 - 479.11365 - 748 1585s 5263 3298 519.16628 27 162 - 479.11365 - 749 1590s 5279 3314 510.33652 37 131 - 479.11365 - 749 1595s 5296 3331 523.09709 44 125 - 479.11365 - 749 1600s 5316 3349 556.28841 57 127 - 479.11365 - 749 1605s 5326 3355 infeasible 62 - 479.11365 - 751 1610s 5332 3359 582.15227 64 135 - 479.11365 - 752 1615s 5361 3370 486.26464 23 147 - 479.14467 - 750 1620s 5380 3389 522.24446 33 153 - 479.14467 - 750 1625s 5393 3394 536.09010 37 155 - 479.14467 - 751 1630s 5409 3402 498.71668 24 154 - 479.18480 - 752 1635s 5424 3411 536.54753 29 162 - 479.18480 - 752 1640s 5432 3419 560.03032 35 153 - 479.18480 - 754 1645s 5441 3428 557.94725 36 164 - 479.18480 - 755 1650s 5450 3435 552.99077 41 149 - 479.18480 - 756 1655s 5463 3448 561.46475 50 137 - 479.18480 - 757 1660s 5475 3460 570.63277 60 132 - 479.18480 - 758 1665s 5491 3476 602.07111 66 140 - 479.18480 - 758 1670s 5515 3494 620.76399 79 136 - 479.18480 - 758 1675s 5533 3502 infeasible 89 - 479.18480 - 758 1680s 5564 3513 infeasible 100 - 479.18480 - 755 1685s 5571 3520 525.94856 23 170 - 479.24680 - 757 1690s 5584 3533 534.29272 32 165 - 479.24680 - 758 1695s 5599 3548 549.19140 39 145 - 479.24680 - 758 1700s 5616 3565 552.97506 50 138 - 479.24680 - 758 1705s 5646 3589 infeasible 73 - 479.24680 - 756 1710s 5655 3594 514.31353 28 164 - 479.42120 - 758 1715s 5666 3605 534.03064 34 156 - 479.42120 - 759 1720s 5682 3621 562.93871 42 140 - 479.42120 - 759 1725s 5701 3640 577.41886 49 125 - 479.42120 - 759 1730s 5730 3661 587.86022 61 110 - 479.42120 - 758 1735s 5752 3681 infeasible 69 - 479.42120 - 757 1740s 5790 3708 644.10738 92 106 - 479.42120 - 754 1745s 5806 3710 490.55375 17 176 - 479.42397 - 755 1750s 5821 3725 523.90535 23 167 - 479.42397 - 756 1755s 5841 3745 527.73660 29 161 - 479.42397 - 755 1760s 5856 3750 infeasible 34 - 479.42397 - 756 1765s 5862 3750 infeasible 34 - 479.42397 - 758 1770s 5884 3772 564.45884 36 137 - 479.42397 - 757 1775s 5903 3791 569.20167 40 123 - 479.42397 - 757 1780s 5938 3818 infeasible 50 - 479.42397 - 755 1785s 5957 3819 508.57426 19 167 - 479.48405 - 755 1790s 5979 3837 527.56935 30 166 - 479.48405 - 755 1795s 5990 3848 568.23047 36 165 - 479.48405 - 755 1800s 6009 3865 580.87901 47 160 - 479.48405 - 755 1805s 6049 3881 489.31511 35 156 - 479.51354 - 752 1810s 6063 3895 535.16819 44 159 - 479.51354 - 752 1815s 6077 3899 infeasible 46 - 479.51354 - 753 1820s 6099 3902 490.76655 35 153 - 479.55558 - 753 1825s 6115 3916 infeasible 46 - 479.55558 - 753 1830s 6134 3931 572.22082 54 146 - 479.55558 - 753 1835s 6155 3950 620.68495 61 138 - 479.55558 - 752 1840s 6171 3948 492.69742 22 180 - 479.60810 - 753 1845s 6186 3963 528.20558 29 159 - 479.60810 - 753 1850s 6203 3980 569.30246 39 153 - 479.60810 - 753 1855s 6220 3991 603.45620 45 134 - 479.60810 - 754 1860s 6245 4006 502.28127 25 132 - 480.07649 - 753 1865s 6256 4017 505.64898 27 131 - 480.07649 - 754 1870s 6283 4044 521.14641 50 142 - 480.07649 - 753 1875s 6292 4053 558.93143 53 157 - 480.07649 - 755 1880s 6298 4057 infeasible 55 - 480.07649 - 756 1885s 6306 4063 infeasible 56 - 480.07649 - 758 1890s 6325 4082 586.18869 70 133 - 480.07649 - 757 1895s 6347 4092 infeasible 80 - 480.07649 - 757 1900s 6360 4099 521.56103 28 152 - 480.09242 - 758 1905s 6372 4111 534.37737 33 150 - 480.09242 - 759 1910s 6386 4123 559.72287 41 151 - 480.09242 - 759 1915s 6405 4136 608.47731 52 154 - 480.09242 - 759 1920s 6420 4141 663.16113 59 134 - 480.09242 - 760 1925s 6440 4151 495.72415 24 151 - 480.13457 - 760 1930s 6453 4164 509.23114 30 145 - 480.13457 - 760 1935s 6468 4179 515.05958 35 131 - 480.13457 - 761 1940s 6494 4205 532.19084 54 131 - 480.13457 - 760 1945s 6500 4203 infeasible 57 - 480.13457 - 762 1950s 6512 4211 503.99796 22 171 - 480.26895 - 762 1955s 6527 4218 infeasible 28 - 480.26895 - 763 1960s 6539 4230 524.87589 33 154 - 480.26895 - 764 1965s 6548 4237 infeasible 37 - 480.26895 - 765 1970s 6552 4234 543.05453 35 147 - 480.26895 - 767 1980s 6565 4241 504.54182 28 166 - 480.34119 - 767 1985s 6576 4252 517.88327 35 168 - 480.34119 - 768 1990s 6602 4267 507.20063 24 167 - 480.39831 - 767 1995s 6619 4282 551.37380 35 162 - 480.39831 - 767 2000s 6639 4300 infeasible 43 - 480.39831 - 767 2005s 6667 4316 674.06561 56 120 - 480.39831 - 766 2010s 6682 4323 518.20399 25 175 - 480.75521 - 767 2015s 6690 4331 552.18177 27 164 - 480.75521 - 768 2021s 6703 4344 539.97483 36 160 - 480.75521 - 768 2025s 6716 4349 infeasible 42 - 480.75521 - 768 2030s 6738 4367 510.84145 32 127 - 480.83627 - 767 2035s 6755 4378 519.63129 38 134 - 480.83627 - 768 2040s 6773 4391 525.35814 47 124 - 480.83627 - 768 2045s 6778 4392 557.04929 49 127 - 480.83627 - 770 2051s 6783 4397 558.33938 49 114 - 480.83627 - 772 2056s 6793 4394 infeasible 51 - 480.83627 - 773 2060s 6802 4403 514.69543 26 159 - 481.08438 - 774 2065s 6816 4417 549.46644 33 139 - 481.08438 - 774 2070s 6826 4425 547.50266 35 153 - 481.08438 - 775 2075s 6842 4437 563.09688 41 135 - 481.08438 - 775 2080s 6857 4444 infeasible 48 - 481.08438 - 776 2085s 6863 4448 511.62678 24 167 - 481.39045 - 778 2090s 6874 4459 533.02916 29 148 - 481.39045 - 778 2095s 6885 4470 537.17345 33 144 - 481.39045 - 779 2100s 6899 4482 infeasible 41 - 481.39045 - 779 2105s 6918 4499 588.06571 48 129 - 481.39045 - 779 2110s 6958 4517 604.11036 62 137 - 481.39045 - 776 2115s 6978 4537 612.86372 73 134 - 481.39045 - 776 2120s 7005 4564 618.45521 94 111 - 481.39045 - 774 2125s 7033 4583 infeasible 104 - 481.39045 - 774 2130s 7058 4588 498.36392 23 153 - 481.53128 - 773 2135s 7072 4602 543.89757 31 140 - 481.53128 - 774 2140s 7089 4619 554.87219 43 140 - 481.53128 - 774 2145s 7101 4624 588.37923 47 119 - 481.53128 - 775 2150s 7117 4628 511.33165 29 145 - 481.59952 - 775 2155s 7135 4640 infeasible 36 - 481.59952 - 775 2160s 7152 4641 515.13024 21 177 - 481.60864 - 775 2165s 7159 4648 525.61775 24 169 - 481.60864 - 776 2170s 7178 4661 540.93236 32 156 - 481.60864 - 776 2175s 7192 4673 549.41547 41 175 - 481.60864 - 776 2180s 7206 4681 600.43303 47 150 - 481.60864 - 776 2185s 7219 4687 610.07464 55 145 - 481.60864 - 777 2190s 7233 4689 483.67016 18 175 - 481.74609 - 778 2195s 7247 4703 514.00632 26 178 - 481.74609 - 778 2200s 7257 4713 522.13721 33 161 - 481.74609 - 779 2205s 7280 4724 533.56702 50 151 - 481.78842 - 778 2210s 7320 4748 619.80948 65 141 - 481.78842 - 776 2215s 7342 4756 550.18612 52 145 - 481.83950 - 775 2220s 7359 4765 571.88163 57 160 - 481.83950 - 775 2225s 7373 4769 infeasible 25 - 481.88411 - 776 2231s 7387 4783 557.57094 30 134 - 481.88411 - 776 2235s 7397 4793 578.66621 31 145 - 481.88411 - 777 2241s 7406 4802 559.08603 31 144 - 481.88411 - 778 2245s 7419 4815 569.65851 33 124 - 481.88411 - 778 2250s 7438 4828 infeasible 38 - 481.88411 - 778 2255s 7455 4831 infeasible 45 - 481.88411 - 779 2260s 7475 4831 587.79563 47 149 - 481.88411 - 778 2265s 7498 4840 550.96019 41 161 - 482.05187 - 778 2270s 7517 4841 496.34733 22 181 - 482.08070 - 778 2275s 7530 4854 513.23743 30 178 - 482.08070 - 778 2280s 7540 4864 529.38218 35 137 - 482.08070 - 779 2285s 7551 4875 535.82806 40 135 - 482.08070 - 780 2290s 7565 4881 541.76979 45 132 - 482.08070 - 780 2295s 7583 4899 554.01021 59 143 - 482.08070 - 780 2300s 7602 4916 558.69496 70 123 - 482.08070 - 780 2305s 7622 4936 572.19745 85 137 - 482.08070 - 780 2310s 7637 4951 575.94692 91 134 - 482.08070 - 779 2315s 7654 4955 494.99937 22 172 - 482.19802 - 780 2320s 7666 4967 504.30870 28 164 - 482.19802 - 780 2325s 7679 4978 532.11285 35 138 - 482.19802 - 781 2330s 7687 4986 534.88747 36 135 - 482.19802 - 782 2335s 7706 5003 550.12899 48 143 - 482.19802 - 782 2340s 7731 5028 558.67393 64 132 - 482.19802 - 781 2345s 7757 5050 586.62854 81 118 - 482.19802 - 781 2350s 7773 5051 485.81814 23 182 - 482.20809 - 781 2355s 7785 5063 513.00544 30 151 - 482.20809 - 782 2360s 7795 5073 528.52795 35 167 - 482.20809 - 783 2365s 7824 5102 547.68476 57 135 - 482.20809 - 782 2370s 7840 5108 513.07058 29 162 - 482.58665 - 782 2375s 7850 5116 526.07338 34 164 - 482.58665 - 783 2380s 7869 5131 infeasible 47 - 482.58665 - 783 2385s 7880 5136 infeasible 50 - 482.58665 - 783 2390s 7892 5142 508.89826 34 140 - 482.92653 - 784 2395s 7911 5161 515.86654 43 124 - 482.92653 - 784 2400s 7919 5159 infeasible 46 - 482.92653 - 785 2405s 7927 5165 524.34149 104 149 - 482.92785 - 786 2410s 7949 5179 577.02597 113 142 - 482.92785 - 785 2415s 7971 5183 509.21888 101 148 - 483.30463 - 785 2420s 7986 5196 551.99679 106 145 - 483.30463 - 785 2425s 8007 5211 566.25504 109 136 - 483.30463 - 784 2430s 8027 5213 505.28090 22 151 - 483.46731 - 784 2435s 8044 5228 553.16919 34 140 - 483.46731 - 784 2440s 8055 5235 604.91198 40 172 - 483.46731 - 785 2445s 8072 5250 infeasible 49 - 483.46731 - 785 2450s 8093 5269 infeasible 62 - 483.46731 - 784 2455s 8101 5271 671.57876 65 137 - 483.46731 - 786 2460s 8113 5279 501.28426 24 173 - 483.55697 - 786 2465s 8122 5288 518.95532 26 151 - 483.55697 - 787 2470s 8130 5296 525.88250 30 148 - 483.55697 - 788 2475s 8138 5304 533.75818 34 135 - 483.55697 - 789 2480s 8154 5310 596.03120 41 141 - 483.55697 - 790 2485s 8167 5315 510.18749 25 160 - 483.57657 - 790 2490s 8179 5325 522.95549 30 152 - 483.57657 - 791 2495s 8193 5331 529.95461 36 159 - 483.57657 - 791 2500s 8206 5344 622.64358 47 147 - 483.57657 - 792 2505s 8212 5350 623.65321 47 150 - 483.57657 - 793 2510s 8214 5352 624.82193 47 149 - 483.57657 - 795 2515s 8221 5351 infeasible 48 - 483.57657 - 796 2520s 8233 5361 507.95857 25 157 - 483.59205 - 797 2525s 8251 5379 524.95491 35 142 - 483.59205 - 797 2530s 8259 5385 infeasible 39 - 483.59205 - 798 2536s 8267 5389 infeasible 41 - 483.59205 - 799 2540s 8282 5400 607.69915 51 139 - 483.59205 - 800 2545s 8303 5419 601.95165 64 119 - 483.59205 - 800 2550s 8324 5438 607.93046 78 122 - 483.59205 - 800 2555s 8347 5461 614.34064 95 111 - 483.59205 - 799 2560s 8366 5469 infeasible 105 - 483.59205 - 799 2565s 8380 5467 487.67537 21 177 - 483.63786 - 799 2570s 8391 5478 512.93012 27 172 - 483.63786 - 799 2575s 8411 5496 532.27881 40 161 - 483.63786 - 799 2580s 8423 5498 498.64763 18 163 - 483.64741 - 799 2585s 8437 5512 520.31526 26 161 - 483.64741 - 800 2590s 8454 5525 527.24815 36 158 - 483.64741 - 800 2595s 8468 5529 491.69753 24 165 - 483.72089 - 801 2600s 8478 5539 549.97774 30 149 - 483.72089 - 801 2605s 8495 5556 564.68710 41 122 - 483.72089 - 801 2610s 8511 5558 494.58099 20 178 - 483.96994 - 802 2615s 8521 5568 510.72883 25 174 - 483.96994 - 803 2620s 8532 5577 infeasible 30 - 483.96994 - 803 2625s 8550 5593 534.25398 40 134 - 483.96994 - 803 2630s 8562 5603 544.13743 45 134 - 483.96994 - 804 2635s 8578 5619 547.33804 53 120 - 483.96994 - 804 2640s 8597 5630 infeasible 62 - 483.96994 - 804 2645s 8609 5640 538.82679 77 154 - 484.07667 - 804 2650s 8621 5650 infeasible 79 - 484.07667 - 805 2655s 8634 5657 579.74606 85 134 - 484.07667 - 805 2660s 8650 5671 612.02863 93 142 - 484.07667 - 806 2665s 8666 5672 507.10586 18 174 - 484.14774 - 806 2670s 8684 5690 532.10174 36 165 - 484.14774 - 805 2675s 8698 5700 570.48441 44 174 - 484.14774 - 806 2680s 8715 5713 infeasible 54 - 484.14774 - 806 2685s 8731 5729 599.52509 60 126 - 484.14774 - 806 2690s 8754 5750 605.32855 74 104 - 484.14774 - 806 2695s 8787 5779 614.30582 101 111 - 484.14774 - 804 2700s 8822 5800 517.88981 23 156 - 484.15268 - 801 2705s 8836 5814 537.37433 30 152 - 484.15268 - 802 2710s 8844 5816 578.60313 31 159 - 484.15268 - 803 2715s 8861 5833 552.62672 47 144 - 484.15268 - 803 2720s 8883 5855 562.47319 61 142 - 484.15268 - 802 2725s 8903 5875 569.82880 74 135 - 484.15268 - 802 2730s 8920 5880 525.47445 71 153 - 484.19890 - 803 2735s 8935 5893 infeasible 81 - 484.19890 - 803 2740s 8952 5908 594.79037 86 135 - 484.19890 - 803 2745s 8977 5925 642.95240 94 134 - 484.19890 - 802 2750s 8992 5922 500.73982 19 162 - 484.20873 - 803 2755s 9007 5933 541.54671 29 144 - 484.20873 - 803 2760s 9019 5945 558.18180 34 158 - 484.20873 - 803 2765s 9034 5954 603.69506 42 128 - 484.20873 - 804 2770s 9038 5958 578.88513 42 155 - 484.20873 - 804 2777s 9043 5961 600.93263 43 135 - 484.20873 - 805 2780s 9071 5989 615.29138 60 115 - 484.20873 - 804 2785s 9096 6012 630.06082 75 107 - 484.20873 - 803 2790s 9121 6035 678.85936 90 105 - 484.20873 - 803 2795s 9135 6041 671.94412 96 103 - 484.20873 - 803 2800s 9151 6046 511.71803 30 148 - 484.24595 - 804 2805s 9158 6051 522.74360 32 153 - 484.24595 - 804 2810s 9169 6058 573.02949 40 151 - 484.24595 - 805 2815s 9182 6071 572.95122 45 123 - 484.24595 - 805 2820s 9205 6094 580.84502 62 125 - 484.24595 - 805 2825s 9227 6116 600.57383 76 131 - 484.24595 - 805 2830s 9258 6141 infeasible 94 - 484.24595 - 804 2835s 9274 6141 514.96906 20 167 - 484.28764 - 804 2840s 9285 6152 531.53870 25 159 - 484.28764 - 805 2845s 9298 6165 537.27852 28 138 - 484.28764 - 805 2850s 9317 6182 544.41485 37 120 - 484.28764 - 805 2855s 9336 6201 545.10644 39 133 - 484.28764 - 805 2860s 9350 6215 605.29736 46 123 - 484.28764 - 805 2865s 9370 6215 647.27539 47 109 - 484.28764 - 805 2870s 9382 6216 infeasible 49 - 484.28764 - 805 2875s 9392 6218 521.16655 22 182 - 484.46190 - 806 2880s 9405 6231 551.56852 31 140 - 484.46190 - 807 2885s 9412 6238 557.04995 36 133 - 484.46190 - 808 2890s 9424 6250 560.39098 40 118 - 484.46190 - 808 2897s 9435 6261 562.00011 43 125 - 484.46190 - 808 2900s 9467 6280 infeasible 61 - 484.46190 - 807 2905s 9490 6291 525.32478 32 148 - 484.51831 - 807 2910s 9506 6305 551.11725 40 121 - 484.51831 - 807 2915s 9525 6314 555.76575 50 125 - 484.51831 - 807 2920s 9536 6315 515.84347 29 164 - 484.65930 - 807 2926s 9544 6321 520.62978 34 160 - 484.65930 - 808 2930s 9560 6327 492.84811 17 173 - 484.66775 - 808 2935s 9572 6339 521.68906 27 168 - 484.66775 - 808 2940s 9582 6347 527.84675 32 159 - 484.66775 - 809 2945s 9588 6351 infeasible 35 - 484.66775 - 810 2951s 9596 6351 infeasible 39 - 484.66775 - 811 2955s 9608 6355 512.97361 20 182 - 484.78434 - 811 2960s 9619 6366 532.89114 28 156 - 484.78434 - 811 2965s 9628 6373 541.25151 29 160 - 484.78434 - 812 2970s 9637 6380 570.25759 32 154 - 484.78434 - 813 2975s 9644 6387 580.39924 34 156 - 484.78434 - 814 2980s 9656 6399 589.27092 42 135 - 484.78434 - 814 2985s 9679 6422 598.70722 59 116 - 484.78434 - 813 2990s 9693 6422 490.15534 20 183 - 484.81219 - 814 2995s 9698 6427 522.93622 25 188 - 484.81219 - 814 3000s 9702 6431 561.45649 27 185 - 484.81219 - 815 3005s 9714 6443 562.12844 33 134 - 484.81219 - 816 3010s 9736 6465 571.39335 46 136 - 484.81219 - 815 3015s 9757 6486 588.79165 55 124 - 484.81219 - 815 3020s 9782 6507 infeasible 65 - 484.81219 - 814 3025s 9800 6511 545.27514 28 163 - 485.13037 - 814 3030s 9812 6521 553.76947 32 138 - 485.13037 - 815 3035s 9822 6531 563.04484 35 133 - 485.13037 - 815 3040s 9835 6536 infeasible 39 - 485.13037 - 816 3046s 9850 6537 518.37455 27 149 - 485.25127 - 816 3050s 9861 6546 535.87790 33 163 - 485.25127 - 816 3055s 9879 6560 565.01478 42 135 - 485.25127 - 816 3060s 9904 6581 574.82785 60 117 - 485.25127 - 815 3065s 9920 6597 582.77318 67 122 - 485.25127 - 815 3070s 9949 6620 infeasible 85 - 485.25127 - 814 3075s 9970 6622 504.27260 20 158 - 485.27305 - 814 3080s 9976 6628 533.48105 24 170 - 485.27305 - 815 3085s 9990 6638 550.07785 30 167 - 485.27305 - 815 3090s 10006 6642 infeasible 35 - 485.27305 - 815 3095s 10023 6651 508.81607 36 148 - 485.27756 - 815 3100s 10036 6662 528.65477 45 147 - 485.27756 - 815 3105s 10051 6665 494.01554 19 154 - 485.32657 - 816 3110s 10065 6674 537.02868 25 160 - 485.32657 - 816 3115s 10074 6679 541.98636 27 144 - 485.32657 - 817 3120s 10083 6684 564.82159 35 138 - 485.32657 - 817 3125s 10091 6692 570.73545 40 141 - 485.32657 - 818 3130s 10100 6701 573.52627 45 142 - 485.32657 - 819 3135s 10123 6724 578.23285 61 124 - 485.32657 - 819 3140s 10148 6749 619.58479 75 103 - 485.32657 - 818 3145s 10166 6759 647.37004 85 90 - 485.32657 - 818 3150s 10188 6765 516.39455 27 161 - 485.42125 - 817 3155s 10199 6774 525.29431 32 164 - 485.42125 - 818 3160s 10214 6785 infeasible 43 - 485.42125 - 818 3165s 10228 6793 527.62671 29 140 - 485.62874 - 818 3170s 10242 6807 575.83781 33 152 - 485.62874 - 818 3175s 10248 6807 infeasible 37 - 485.62874 - 819 3180s 10260 6815 530.33229 28 164 - 485.63307 - 820 3185s 10277 6828 558.19314 38 155 - 485.63307 - 820 3190s 10296 6845 568.61473 51 113 - 485.63307 - 820 3195s 10314 6863 583.37110 63 134 - 485.63307 - 819 3200s 10338 6886 605.69996 83 114 - 485.63307 - 819 3205s 10359 6895 507.87042 28 155 - 485.67444 - 819 3210s 10370 6904 521.50692 33 161 - 485.67444 - 819 3215s 10387 6919 535.78871 41 138 - 485.67444 - 819 3220s 10405 6923 565.27434 43 126 - 485.67444 - 819 3225s 10414 6926 infeasible 44 - 485.67444 - 820 3231s 10423 6933 604.77079 49 150 - 485.67444 - 821 3235s 10433 6939 624.93642 49 109 - 485.67444 - 821 3240s 10448 6951 629.82307 50 124 - 485.67444 - 822 3245s 10465 6964 654.85538 57 129 - 485.67444 - 822 3250s 10489 6986 670.53730 69 131 - 485.67444 - 821 3255s 10508 7001 682.90627 77 122 - 485.67444 - 821 3260s 10535 7015 infeasible 90 - 485.67444 - 820 3265s 10560 7011 506.84497 26 160 - 485.77618 - 820 3270s 10572 7017 558.57246 32 173 - 485.77618 - 820 3275s 10574 7017 infeasible 32 - 485.77618 - 822 3280s 10589 7022 518.15021 24 163 - 485.78419 - 822 3285s 10600 7031 555.18240 28 164 - 485.78419 - 822 3290s 10618 7043 567.04215 36 145 - 485.78419 - 822 3295s 10632 7055 604.36942 45 164 - 485.78419 - 823 3300s 10647 7070 610.18485 51 129 - 485.78419 - 823 3305s 10669 7092 622.65982 66 127 - 485.78419 - 822 3310s 10694 7117 634.86511 84 105 - 485.78419 - 822 3315s 10727 7146 644.03276 110 106 - 485.78419 - 821 3320s 10768 7187 658.66086 148 102 - 485.78419 - 818 3325s 10795 7210 669.22049 169 95 - 485.78419 - 817 3330s 10821 7230 infeasible 178 - 485.78419 - 816 3335s 10851 7241 528.58720 36 159 - 485.79523 - 815 3340s 10865 7249 579.05762 40 142 - 485.79523 - 815 3345s 10877 7251 650.33795 44 137 - 485.79523 - 816 3350s 10895 7257 515.20808 25 165 - 485.79911 - 816 3355s 10903 7265 539.49382 30 166 - 485.79911 - 816 3360s 10911 7271 572.00896 33 173 - 485.79911 - 817 3365s 10928 7288 590.93887 45 130 - 485.79911 - 817 3370s 10942 7300 604.84830 54 124 - 485.79911 - 818 3375s 10956 7314 603.34005 60 101 - 485.79911 - 818 3380s 10985 7343 607.33477 83 116 - 485.79911 - 817 3385s 11015 7363 488.24006 21 179 - 485.80111 - 816 3390s 11025 7373 513.20301 29 159 - 485.80111 - 816 3395s 11037 7385 538.75976 31 150 - 485.80111 - 817 3400s 11049 7397 565.42508 39 172 - 485.80111 - 817 3405s 11068 7404 631.23923 47 164 - 485.80111 - 817 3410s 11088 7409 697.39806 53 181 - 485.80111 - 816 3415s 11110 7417 infeasible 41 - 485.84353 - 816 3420s 11126 7431 582.75653 48 138 - 485.84353 - 816 3425s 11146 7441 515.77670 30 168 - 485.84915 - 816 3430s 11158 7453 536.31529 36 158 - 485.84915 - 816 3435s 11175 7470 555.68142 45 154 - 485.84915 - 816 3440s 11188 7483 560.24871 50 150 - 485.84915 - 817 3445s 11204 7499 568.23713 58 145 - 485.84915 - 817 3450s 11217 7510 586.22268 63 149 - 485.84915 - 817 3455s 11234 7527 589.89042 75 119 - 485.84915 - 817 3460s 11258 7549 infeasible 87 - 485.84915 - 817 3465s 11271 7552 infeasible 91 - 485.84915 - 818 3470s 11281 7554 519.52270 25 152 - 485.86069 - 819 3475s 11293 7566 537.52550 31 165 - 485.86069 - 819 3480s 11307 7574 596.72875 41 157 - 485.86069 - 819 3485s 11323 7584 515.42358 37 158 - 485.87581 - 820 3490s 11332 7589 infeasible 39 - 485.87581 - 820 3495s 11351 7598 infeasible 48 - 485.87581 - 820 3500s 11370 7615 521.63156 33 146 - 485.92572 - 820 3506s 11382 7627 560.45820 43 148 - 485.92572 - 821 3510s 11398 7635 589.70967 51 143 - 485.92572 - 821 3515s 11410 7637 510.58064 26 164 - 486.05303 - 821 3520s 11424 7644 561.53525 34 166 - 486.05303 - 822 3525s 11426 7644 infeasible 34 - 486.05303 - 822 3530s 11441 7651 515.78135 28 177 - 486.08193 - 823 3535s 11447 7657 530.06951 31 178 - 486.08193 - 823 3540s 11458 7666 infeasible 36 - 486.08193 - 824 3545s 11476 7680 557.63156 46 135 - 486.08193 - 824 3550s 11494 7688 infeasible 56 - 486.08193 - 824 3556s 11515 7709 588.21559 72 145 - 486.08193 - 824 3561s 11550 7716 infeasible 83 - 486.08193 - 823 3565s 11563 7727 519.85677 27 159 - 486.19689 - 823 3570s 11571 7733 524.42924 29 165 - 486.19689 - 824 3575s 11585 7747 561.51160 37 148 - 486.19689 - 824 3580s 11600 7756 infeasible 48 - 486.19689 - 825 3585s 11613 7761 510.17815 33 157 - 486.24968 - 825 3590s 11625 7768 551.35717 37 150 - 486.24968 - 826 3595s Cutting planes: Gomory: 36 Cover: 169 Implied bound: 58 Clique: 2 Flow cover: 203 GUB cover: 14 Explored 11642 nodes (9640971 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.870000000000e+02, gap -