Gurobi 5.0.1 (linux64) logging started Fri Dec 21 05:43:44 2012 Optimize a model with 13202 rows, 12960 columns and 57680 nonzeros Presolve removed 636 rows and 160 columns Presolve time: 0.12s Presolved: 12566 rows, 12800 columns, 56626 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.581028e+02, 14288 iterations, 2.25 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 358.10275 0 163 - 358.10275 - - 2s 0 0 395.52628 0 172 - 395.52628 - - 5s 0 0 407.86054 0 183 - 407.86054 - - 6s 0 0 423.05310 0 181 - 423.05310 - - 7s 0 0 429.14837 0 203 - 429.14837 - - 8s 0 0 432.22825 0 215 - 432.22825 - - 9s 0 0 436.54387 0 211 - 436.54387 - - 9s 0 0 440.40890 0 208 - 440.40890 - - 10s 0 0 441.37965 0 206 - 441.37965 - - 11s 0 0 441.99664 0 206 - 441.99664 - - 11s 0 0 442.24585 0 205 - 442.24585 - - 11s 0 0 442.39364 0 206 - 442.39364 - - 12s 0 0 442.90219 0 200 - 442.90219 - - 12s 0 0 443.15732 0 200 - 443.15732 - - 12s 0 0 443.16683 0 202 - 443.16683 - - 12s 0 0 443.77434 0 195 - 443.77434 - - 22s 0 0 444.03882 0 191 - 444.03882 - - 22s 0 0 444.03882 0 191 - 444.03882 - - 23s 0 2 444.04644 0 191 - 444.04644 - - 27s 4 6 451.36119 3 177 - 444.07932 - 921 30s 20 19 457.37941 16 158 - 444.07932 - 662 35s 30 25 476.31367 22 171 - 444.07932 - 841 40s 52 37 497.40991 37 164 - 444.07932 - 701 45s 66 49 494.62749 49 154 - 444.07932 - 721 50s 95 72 512.23183 72 158 - 444.07932 - 610 55s 131 104 524.74831 103 158 - 444.07932 - 520 60s 174 141 568.29264 141 160 - 444.07932 - 449 65s 215 180 551.42080 175 136 - 444.07932 - 396 70s 274 234 572.37823 225 125 - 444.07932 - 343 75s 319 268 451.95332 7 193 - 444.70935 - 327 80s 337 285 459.33496 20 166 - 444.70935 - 346 85s 352 300 512.09742 30 168 - 444.70935 - 372 90s 379 319 447.53500 2 195 - 446.85409 - 380 95s 399 337 461.48425 18 180 - 446.85409 - 393 100s 431 367 480.33075 43 167 - 446.85409 - 394 105s 466 390 453.64720 4 189 - 447.08401 - 396 110s 479 403 462.35776 11 172 - 447.08401 - 405 115s 504 428 490.58998 31 151 - 447.08401 - 416 120s 521 445 499.34795 39 164 - 447.08401 - 429 125s 539 461 527.47601 50 156 - 447.08401 - 443 130s 549 465 544.58965 55 149 - 447.08401 - 461 135s 560 476 565.55249 61 168 - 447.08401 - 479 140s 568 476 infeasible 65 - 447.08401 - 495 145s 578 478 infeasible 69 - 447.08401 - 512 150s 601 497 554.79242 192 191 - 447.22158 - 512 157s 603 498 469.85689 23 162 - 447.22158 - 511 160s 605 500 525.82268 118 181 - 447.22158 - 509 165s 607 501 489.61505 26 196 - 447.22158 - 507 170s 610 503 465.44962 22 185 - 451.33061 - 505 176s 613 505 532.43532 43 185 - 453.46682 - 502 180s 618 508 532.69751 143 184 - 453.70106 - 498 185s 626 514 516.26831 76 185 - 453.78787 - 492 199s 629 516 551.58388 176 174 - 453.79399 - 490 202s 630 518 454.01590 14 190 - 454.01590 - 561 211s 631 518 460.19003 14 181 - 454.14213 - 564 221s 632 519 460.47058 15 179 - 454.14213 - 565 230s 640 520 458.51795 19 165 - 457.34396 - 569 235s 647 523 infeasible 22 - 459.52824 - 584 242s 650 525 460.04391 24 173 - 459.98635 - 588 245s 656 529 464.92616 27 169 - 460.74966 - 597 250s 664 532 467.56887 31 166 - 460.74966 - 603 255s 673 538 471.82190 35 167 - 460.74966 - 609 260s 683 545 471.73279 40 149 - 460.74966 - 615 265s 695 553 479.67439 46 147 - 460.74966 - 619 270s 705 559 476.93462 51 151 - 460.74966 - 627 275s 711 563 491.47482 54 165 - 460.74966 - 642 281s 717 565 infeasible 57 - 460.74966 - 655 286s 722 567 478.14399 60 158 - 460.74966 - 660 290s 731 572 502.76587 64 157 - 460.74966 - 673 296s 745 581 503.38165 71 147 - 460.74966 - 674 300s 754 586 480.82654 76 156 - 460.74966 - 678 305s 765 591 infeasible 81 - 460.74966 - 683 310s 774 597 488.89481 86 136 - 460.74966 - 687 315s 779 601 503.92280 88 144 - 460.74966 - 701 320s 787 606 521.18074 92 135 - 460.74966 - 714 326s 793 610 544.65011 95 133 - 460.74966 - 724 331s 798 609 546.28796 98 137 - 460.74966 - 731 335s 812 615 547.29588 106 128 - 460.74966 - 732 340s 828 614 466.21062 17 184 - 460.99717 - 736 345s 848 622 471.70881 27 167 - 460.99717 - 732 350s 860 624 477.02479 33 160 - 460.99717 - 736 355s 867 624 infeasible 36 - 460.99717 - 747 361s 873 624 infeasible 39 - 460.99717 - 755 365s 883 631 489.50021 44 149 - 460.99717 - 757 370s 896 633 484.36236 51 144 - 460.99717 - 758 375s 903 631 infeasible 54 - 460.99717 - 767 380s 913 636 496.65396 59 135 - 460.99717 - 772 385s 923 639 502.93728 64 161 - 460.99717 - 776 390s 935 645 infeasible 70 - 460.99717 - 780 395s 947 653 498.12280 76 132 - 460.99717 - 781 400s 955 658 528.55629 80 134 - 460.99717 - 793 405s 961 660 534.53685 83 141 - 460.99717 - 804 410s 967 664 541.42523 86 133 - 460.99717 - 818 415s 978 663 546.09275 92 147 - 460.99717 - 818 420s 997 655 467.48977 16 192 - 461.76868 - 805 427s 1005 656 482.54417 20 196 - 461.76868 - 807 430s 1010 660 477.60671 23 174 - 461.76868 - 813 435s 1017 664 491.29516 26 175 - 461.76868 - 818 440s 1030 671 482.53276 33 172 - 461.76868 - 818 445s 1037 674 486.33874 36 163 - 461.76868 - 826 450s 1048 677 495.27577 42 144 - 461.76868 - 830 455s 1057 681 499.78102 46 157 - 461.76868 - 839 460s 1067 683 infeasible 51 - 461.76868 - 844 465s 1080 689 502.63105 58 143 - 461.76868 - 846 470s 1094 695 505.17433 65 111 - 461.76868 - 851 475s 1108 700 508.76024 72 108 - 461.76868 - 856 480s 1116 701 515.19460 76 130 - 461.76868 - 864 485s 1125 705 520.36836 80 134 - 461.76868 - 869 490s 1137 713 549.30575 86 134 - 461.76868 - 875 495s 1149 721 526.45914 92 119 - 461.76868 - 879 500s 1161 729 537.41473 98 109 - 461.76868 - 881 505s 1171 734 570.69495 103 115 - 461.76868 - 889 510s 1179 739 581.24353 107 121 - 461.76868 - 900 515s 1190 742 551.82102 113 103 - 461.76868 - 904 520s 1201 741 infeasible 118 - 461.76868 - 911 525s 1231 741 597.77271 133 102 - 461.76868 - 902 530s 1251 746 593.01738 143 109 - 461.76868 - 900 535s 1273 757 infeasible 154 - 461.76868 - 895 540s 1301 757 623.89931 168 89 - 461.76868 - 887 545s 1318 756 468.51903 24 173 - 461.77380 - 887 550s 1329 763 478.11325 28 168 - 461.77380 - 890 555s 1345 772 infeasible 38 - 461.77380 - 891 561s 1356 777 infeasible 45 - 461.77380 - 893 565s 1380 789 492.70760 57 133 - 461.77380 - 887 570s 1394 798 506.81565 64 133 - 461.77380 - 889 575s 1422 816 511.47838 86 148 - 461.77380 - 880 580s 1439 820 infeasible 94 - 461.77380 - 880 585s 1456 825 527.57090 106 138 - 461.77380 - 877 590s 1480 837 536.45929 119 131 - 461.77380 - 871 595s 1495 843 infeasible 131 - 461.77380 - 871 600s 1511 852 588.81182 133 137 - 461.77380 - 870 605s 1530 848 466.86696 22 185 - 462.12503 - 869 610s 1539 854 473.28085 28 162 - 462.12503 - 873 615s 1552 863 477.23365 38 153 - 462.12503 - 873 620s 1563 870 488.30868 43 148 - 462.12503 - 878 625s 1569 874 489.14289 44 144 - 462.12503 - 884 630s 1593 890 496.36039 63 142 - 462.12503 - 878 635s 1638 908 503.30039 89 121 - 462.12503 - 860 640s 1674 929 508.90798 122 120 - 462.12503 - 846 645s 1714 950 522.79182 151 127 - 462.12503 - 831 650s 1758 965 463.02823 16 197 - 462.20597 - 814 655s 1770 971 473.11170 23 181 - 462.20597 - 815 660s 1781 979 479.50550 28 178 - 462.20597 - 817 665s 1794 985 482.56712 34 185 - 462.20597 - 818 670s 1810 996 487.95100 47 153 - 462.20597 - 818 675s 1821 1001 492.74512 51 162 - 462.20597 - 820 680s 1831 1008 497.14583 58 139 - 462.20597 - 824 685s 1852 1020 503.95855 68 127 - 462.20597 - 823 690s 1879 1031 513.55255 93 137 - 462.20597 - 817 695s 1921 1059 526.52374 124 116 - 462.20597 - 804 700s 1940 1068 560.34646 136 133 - 462.20597 - 803 705s 1988 1100 582.44933 171 133 - 462.20597 - 787 710s 2023 1104 477.51346 20 206 - 462.50765 - 781 717s 2029 1108 479.48220 24 180 - 462.50765 - 783 720s 2038 1114 470.65900 21 185 - 462.50765 - 784 725s 2048 1121 478.47015 23 185 - 462.50765 - 787 730s 2061 1129 478.59830 28 179 - 462.50765 - 787 735s 2075 1135 485.33789 38 175 - 462.50765 - 789 740s 2083 1140 489.55407 37 162 - 462.50765 - 793 746s 2091 1145 488.32379 44 152 - 462.50765 - 795 750s 2099 1147 489.98601 46 157 - 462.50765 - 799 755s 2108 1149 498.29453 49 156 - 462.50765 - 802 760s 2127 1161 508.45037 55 157 - 462.50765 - 802 765s 2146 1174 501.16895 65 139 - 462.50765 - 801 770s 2181 1195 505.96724 76 137 - 462.50765 - 794 775s 2207 1219 513.10737 83 127 - 462.50765 - 792 780s 2241 1250 539.45152 102 143 - 462.50765 - 787 785s 2265 1270 533.36787 112 128 - 462.50765 - 785 790s 2284 1283 530.80002 114 130 - 462.50765 - 785 795s 2306 1297 infeasible 120 - 462.50765 - 786 800s 2327 1298 infeasible 128 - 462.50765 - 786 805s 2334 1302 579.78782 133 130 - 462.50765 - 788 810s 2346 1302 467.51047 29 172 - 462.51202 - 790 815s 2358 1312 478.07290 38 142 - 462.51202 - 793 820s 2366 1320 482.94714 41 153 - 462.51202 - 794 825s 2375 1329 487.90892 43 152 - 462.51202 - 797 830s 2384 1336 490.85089 48 139 - 462.51202 - 800 835s 2405 1353 504.27427 57 130 - 462.51202 - 799 840s 2425 1373 503.37045 73 114 - 462.51202 - 798 845s 2452 1396 513.43892 89 129 - 462.51202 - 793 850s 2479 1423 519.59060 104 115 - 462.51202 - 789 855s 2520 1464 550.46762 141 100 - 462.51202 - 780 860s 2538 1466 475.51731 30 163 - 462.64551 - 781 865s 2551 1479 482.62690 36 141 - 462.64551 - 785 871s 2568 1495 492.92082 48 127 - 462.64551 - 784 875s 2592 1517 504.60531 62 129 - 462.64551 - 783 880s 2640 1560 524.36224 91 117 - 462.64551 - 773 885s 2685 1605 531.59098 122 110 - 462.64551 - 764 890s 2726 1642 564.96167 149 108 - 462.64551 - 755 895s 2768 1658 468.66317 22 174 - 463.17685 - 748 900s 2776 1666 477.53754 27 172 - 463.17685 - 751 905s 2793 1683 489.96818 39 144 - 463.17685 - 751 910s 2808 1696 496.09173 49 153 - 463.17685 - 752 915s 2827 1713 558.47517 57 141 - 463.17685 - 754 921s 2830 1716 538.08370 59 133 - 463.17685 - 758 925s 2842 1728 533.28999 70 153 - 463.17685 - 761 930s 2857 1743 558.14366 80 129 - 463.17685 - 762 935s 2866 1746 580.82841 83 134 - 463.17685 - 765 940s 2884 1756 475.96746 29 155 - 464.25985 - 765 945s 2896 1768 479.17758 30 160 - 464.25985 - 765 950s 2908 1780 501.85335 36 157 - 464.25985 - 767 955s 2935 1803 496.80345 59 112 - 464.25985 - 763 960s 2946 1814 533.61227 67 124 - 464.25985 - 766 966s 2956 1824 533.57632 77 139 - 464.25985 - 767 970s 2966 1833 555.45018 85 118 - 464.25985 - 770 975s 2982 1843 infeasible 95 - 464.25985 - 770 980s 2991 1846 587.77497 97 135 - 464.25985 - 773 985s 3005 1860 596.82589 103 129 - 464.25985 - 774 990s 3020 1869 infeasible 111 - 464.25985 - 775 995s 3029 1864 468.22416 22 174 - 465.15724 - 778 1000s 3043 1878 486.67262 31 169 - 465.15724 - 780 1005s 3052 1887 487.28949 33 184 - 465.15724 - 782 1011s 3063 1898 490.31250 40 150 - 465.15724 - 783 1015s 3078 1911 504.89725 51 158 - 465.15724 - 784 1021s 3087 1918 513.01022 57 155 - 465.15724 - 785 1025s 3101 1932 524.15821 62 136 - 465.15724 - 785 1030s 3128 1939 468.58723 21 175 - 465.38598 - 782 1035s 3144 1952 495.88317 30 178 - 465.38598 - 784 1041s 3158 1964 490.59069 33 166 - 465.38598 - 784 1045s 3187 1985 infeasible 50 - 465.38598 - 781 1050s 3204 2000 509.84383 62 121 - 465.38598 - 781 1055s 3218 2012 561.46200 70 133 - 465.38598 - 785 1062s 3231 2025 539.67616 80 125 - 465.38598 - 784 1065s 3263 2050 578.83145 99 117 - 465.38598 - 781 1070s 3278 2056 infeasible 107 - 465.38598 - 781 1075s 3328 2077 468.00669 29 174 - 465.67724 - 772 1080s 3337 2086 474.88038 35 161 - 465.67724 - 774 1085s 3346 2095 484.38053 37 158 - 465.67724 - 776 1090s 3357 2106 482.66378 45 146 - 465.67724 - 777 1095s 3368 2117 488.05809 52 144 - 465.67724 - 779 1100s 3390 2137 494.45410 69 141 - 465.67724 - 778 1105s 3425 2172 515.23813 97 128 - 465.67724 - 773 1110s 3454 2197 521.16402 115 112 - 465.67724 - 770 1115s 3484 2224 542.71783 131 112 - 465.67724 - 767 1120s 3505 2234 472.73639 33 174 - 465.78382 - 766 1125s 3511 2240 474.07978 35 152 - 465.78382 - 768 1130s 3519 2248 479.04075 37 156 - 465.78382 - 770 1135s 3530 2259 493.14391 43 151 - 465.78382 - 772 1140s 3548 2275 497.07797 57 149 - 465.78382 - 772 1145s 3582 2305 509.89772 82 132 - 465.78382 - 768 1150s 3614 2329 infeasible 102 - 465.78382 - 766 1155s 3630 2339 infeasible 107 - 465.78382 - 767 1160s 3651 2354 infeasible 118 - 465.78382 - 767 1166s 3678 2371 569.72275 137 110 - 465.78382 - 764 1170s 3695 2372 479.62672 20 198 - 466.21697 - 766 1176s 3704 2381 478.47852 24 167 - 466.21697 - 767 1180s 3711 2388 486.86960 26 166 - 466.21697 - 770 1185s 3723 2400 488.87148 30 151 - 466.21697 - 770 1190s 3733 2410 500.57126 35 152 - 466.21697 - 772 1195s 3745 2420 514.00374 43 155 - 466.21697 - 774 1200s 3766 2439 509.32660 59 116 - 466.21697 - 773 1205s 3797 2468 519.97301 86 126 - 466.21697 - 770 1210s 3833 2502 543.83484 117 112 - 466.21697 - 767 1215s 3865 2531 534.88181 140 101 - 466.21697 - 763 1220s 3897 2552 472.18330 21 183 - 466.32807 - 760 1225s 3909 2564 485.50823 25 154 - 466.32807 - 761 1230s 3920 2575 484.68985 32 162 - 466.32807 - 762 1235s 3933 2588 492.17613 40 164 - 466.32807 - 763 1240s 3944 2599 496.33970 50 168 - 466.32807 - 765 1245s 3963 2618 502.73685 62 141 - 466.32807 - 764 1250s 3976 2631 507.31411 72 152 - 466.32807 - 765 1255s 4006 2659 512.93490 99 120 - 466.32807 - 762 1260s 4051 2700 525.47181 137 128 - 466.32807 - 756 1265s 4094 2735 532.83162 176 126 - 466.32807 - 751 1270s 4120 2749 480.19465 27 173 - 466.36986 - 749 1275s 4143 2772 500.21940 42 160 - 466.36986 - 748 1280s 4159 2782 infeasible 51 - 466.36986 - 749 1285s 4193 2810 508.88994 70 121 - 466.36986 - 746 1290s 4218 2832 518.93594 86 129 - 466.36986 - 745 1295s 4245 2853 541.99896 107 111 - 466.36986 - 745 1300s 4258 2852 471.36136 31 158 - 466.41156 - 746 1305s 4274 2868 481.53038 41 166 - 466.41156 - 746 1310s 4290 2883 494.78389 49 142 - 466.41156 - 747 1315s 4327 2918 512.45027 81 128 - 466.41156 - 744 1320s 4358 2949 528.67774 98 118 - 466.41156 - 741 1325s 4395 2980 537.04839 118 107 - 466.41156 - 738 1330s 4447 3023 551.69878 162 107 - 466.41156 - 731 1335s 4467 3023 469.48584 32 183 - 466.59620 - 731 1340s 4473 3029 478.25421 36 177 - 466.59620 - 733 1345s 4485 3041 488.82418 43 153 - 466.59620 - 734 1350s 4502 3058 500.69243 55 158 - 466.59620 - 735 1355s 4519 3069 504.99130 66 127 - 466.59620 - 735 1360s 4537 3085 512.98394 72 121 - 466.59620 - 735 1365s 4580 3123 528.45338 108 118 - 466.59620 - 730 1370s 4652 3195 530.34226 178 106 - 466.59620 - 720 1375s 4705 3231 473.66680 28 171 - 466.61046 - 714 1380s 4714 3240 490.82027 36 150 - 466.61046 - 715 1385s 4731 3256 501.39456 50 147 - 466.61046 - 716 1390s 4759 3279 516.68268 65 144 - 466.61046 - 714 1395s 4802 3320 578.52106 92 145 - 466.61046 - 711 1400s 4832 3346 543.32439 119 121 - 466.61046 - 709 1405s 4880 3390 infeasible 145 - 466.61046 - 705 1410s 4919 3404 473.30660 31 173 - 466.61611 - 702 1415s 4928 3413 481.56330 35 161 - 466.61611 - 703 1420s 4938 3423 484.47114 37 157 - 466.61611 - 705 1425s 4948 3433 494.60508 41 143 - 466.61611 - 706 1430s 4964 3449 504.57871 52 144 - 466.61611 - 707 1436s 4974 3459 506.15279 56 163 - 466.61611 - 708 1440s 4985 3470 545.90419 59 142 - 466.61611 - 710 1446s 5006 3489 528.14270 75 121 - 466.61611 - 709 1450s 5045 3526 infeasible 101 - 466.61611 - 707 1455s 5051 3524 477.31586 24 168 - 466.67907 - 710 1460s 5063 3535 487.65032 28 153 - 466.67907 - 711 1465s 5073 3545 488.45551 30 154 - 466.67907 - 712 1470s 5088 3560 490.88755 32 154 - 466.67907 - 713 1475s 5102 3574 495.73112 41 155 - 466.67907 - 713 1480s 5120 3584 infeasible 47 - 466.67907 - 714 1485s 5137 3597 506.08099 57 146 - 466.67907 - 715 1490s 5142 3602 510.35581 56 142 - 466.67907 - 718 1495s 5188 3646 518.07853 82 110 - 466.67907 - 714 1500s 5224 3672 infeasible 97 - 466.67907 - 714 1506s 5228 3676 587.16485 93 124 - 466.67907 - 717 1511s 5243 3683 612.43233 102 133 - 466.67907 - 717 1515s 5288 3718 644.51411 116 110 - 466.67907 - 714 1520s 5349 3745 470.72185 29 173 - 466.69488 - 708 1525s 5357 3751 476.38677 32 172 - 466.69488 - 709 1530s 5365 3759 488.03208 36 158 - 466.69488 - 711 1535s 5388 3779 503.45626 50 124 - 466.69488 - 711 1540s 5425 3812 529.00494 72 134 - 466.69488 - 709 1545s 5486 3861 468.32705 25 173 - 466.78290 - 703 1550s 5495 3870 478.12167 30 156 - 466.78290 - 705 1555s 5502 3873 483.50271 32 148 - 466.78290 - 706 1560s 5528 3897 infeasible 47 - 466.78290 - 706 1565s 5552 3921 519.16481 64 125 - 466.78290 - 705 1570s 5609 3974 571.12336 102 141 - 466.78290 - 700 1575s 5633 3989 481.59424 33 162 - 466.80282 - 699 1580s 5642 3998 490.92799 34 152 - 466.80282 - 701 1585s 5650 4006 490.46575 37 135 - 466.80282 - 703 1590s 5662 4018 495.09797 45 143 - 466.80282 - 704 1595s 5691 4045 infeasible 66 - 466.80282 - 703 1600s 5701 4052 533.85460 72 124 - 466.80282 - 703 1605s 5759 4079 473.28383 27 160 - 466.87050 - 698 1611s 5765 4085 475.93580 31 149 - 466.87050 - 698 1615s 5769 4089 483.57088 34 155 - 466.87050 - 700 1621s 5771 4091 479.41469 33 148 - 466.87050 - 700 1625s 5776 4096 485.76360 36 145 - 466.87050 - 701 1630s 5787 4107 503.88795 43 146 - 466.87050 - 701 1635s 5794 4114 506.58106 46 133 - 466.87050 - 702 1640s 5801 4121 508.50296 48 141 - 466.87050 - 702 1647s 5808 4128 511.59887 51 126 - 466.87050 - 702 1650s 5815 4133 559.06876 54 164 - 466.87050 - 703 1655s 5836 4152 531.81144 69 140 - 466.87050 - 702 1660s 5872 4178 552.71690 98 137 - 466.87050 - 699 1665s 5904 4188 468.26193 23 181 - 466.97897 - 697 1670s 5914 4198 479.66689 28 169 - 466.97897 - 697 1675s 5926 4210 487.32353 39 162 - 466.97897 - 698 1680s 5936 4220 494.02304 43 147 - 466.97897 - 698 1685s 5944 4228 498.11206 44 177 - 466.97897 - 699 1690s 5952 4236 501.66471 50 165 - 466.97897 - 700 1695s 5960 4244 505.88209 56 160 - 466.97897 - 702 1700s 5973 4257 511.16965 67 147 - 466.97897 - 702 1705s 5991 4269 521.46080 80 130 - 466.97897 - 702 1710s 6027 4303 529.59490 107 104 - 466.97897 - 700 1715s 6065 4333 544.92157 137 106 - 466.97897 - 697 1720s 6091 4346 475.66635 34 150 - 467.11152 - 697 1725s 6105 4360 486.98885 45 152 - 467.11152 - 697 1730s 6132 4386 503.81827 64 146 - 467.11152 - 696 1735s 6170 4424 518.97582 93 113 - 467.11152 - 694 1740s 6194 4444 554.84129 109 141 - 467.11152 - 694 1745s 6213 4447 492.81001 29 175 - 467.63643 - 693 1750s 6239 4473 524.31930 43 160 - 467.63643 - 692 1755s 6262 4496 540.93887 48 159 - 467.63643 - 691 1760s 6301 4523 575.62716 61 159 - 467.63643 - 689 1765s 6330 4538 475.96394 28 173 - 467.64555 - 687 1770s 6336 4544 477.49647 28 171 - 467.64555 - 688 1775s 6348 4556 498.47459 34 161 - 467.64555 - 689 1780s 6357 4564 501.86410 38 152 - 467.64555 - 690 1785s 6379 4585 517.10374 53 127 - 467.64555 - 690 1790s 6398 4600 524.99639 63 128 - 467.64555 - 690 1795s 6428 4630 532.25445 85 106 - 467.64555 - 688 1800s 6452 4642 infeasible 101 - 467.64555 - 688 1805s 6462 4648 480.67957 35 152 - 467.81654 - 689 1810s 6470 4656 487.85001 36 170 - 467.81654 - 690 1815s 6478 4664 488.86257 40 147 - 467.81654 - 692 1820s 6489 4675 499.10832 45 140 - 467.81654 - 693 1825s 6501 4687 498.57307 50 156 - 467.81654 - 693 1830s 6514 4700 506.38265 60 147 - 467.81654 - 694 1835s 6534 4718 532.12087 74 138 - 467.81654 - 694 1840s 6547 4728 533.18362 83 134 - 467.81654 - 695 1845s 6564 4743 541.29563 93 137 - 467.81654 - 695 1850s 6580 4755 555.15514 103 134 - 467.81654 - 696 1855s 6610 4769 470.00035 33 161 - 467.88833 - 695 1860s 6617 4776 477.55156 36 162 - 467.88833 - 696 1865s 6623 4782 486.78427 37 163 - 467.88833 - 697 1870s 6636 4795 496.37618 43 151 - 467.88833 - 698 1875s 6649 4808 504.99312 47 162 - 467.88833 - 699 1880s 6660 4819 511.13454 53 153 - 467.88833 - 700 1885s 6673 4831 519.41286 61 154 - 467.88833 - 700 1890s 6694 4851 552.42887 75 141 - 467.88833 - 700 1895s 6720 4870 544.24492 92 150 - 467.88833 - 698 1900s 6744 4876 infeasible 101 - 467.88833 - 698 1905s 6751 4883 474.57074 33 173 - 468.00669 - 698 1910s 6756 4888 484.74917 35 164 - 468.00669 - 699 1916s 6762 4894 484.61888 38 162 - 468.00669 - 700 1921s 6767 4899 489.41348 41 160 - 468.00669 - 700 1925s 6773 4905 489.59585 43 163 - 468.00669 - 701 1930s 6779 4911 494.75711 46 159 - 468.00669 - 701 1935s 6786 4918 501.28666 50 143 - 468.00669 - 702 1940s 6800 4930 509.00092 62 129 - 468.00669 - 701 1945s 6807 4937 517.42372 66 147 - 468.00669 - 702 1950s 6817 4945 522.47362 70 124 - 468.00669 - 702 1955s 6838 4964 521.44409 81 131 - 468.00669 - 701 1960s 6865 4981 530.21923 95 115 - 468.00669 - 700 1965s 6881 4997 540.79958 106 124 - 468.00669 - 700 1970s 6904 5015 580.01529 126 135 - 468.00669 - 698 1975s 6943 5050 554.40760 151 113 - 468.00669 - 695 1980s 6956 5053 479.94651 34 172 - 468.03227 - 696 1985s 6965 5062 487.37055 40 159 - 468.03227 - 697 1990s 6972 5069 491.65953 42 143 - 468.03227 - 698 1995s 6978 5075 507.90175 43 156 - 468.03227 - 700 2000s 6985 5082 516.49364 49 141 - 468.03227 - 701 2005s 7006 5102 524.15188 63 128 - 468.03227 - 701 2010s 7017 5107 infeasible 71 - 468.03227 - 702 2015s 7057 5131 481.15462 32 168 - 468.04011 - 700 2020s 7064 5138 489.99934 36 146 - 468.04011 - 701 2025s 7076 5150 496.33327 40 142 - 468.04011 - 702 2030s 7087 5161 509.72646 44 161 - 468.04011 - 703 2035s 7099 5173 518.99540 52 142 - 468.04011 - 704 2040s 7117 5191 522.19156 66 141 - 468.04011 - 704 2045s 7128 5202 537.79627 74 145 - 468.04011 - 705 2050s 7164 5226 580.12092 98 154 - 468.04011 - 703 2055s 7200 5236 473.09571 26 163 - 468.04983 - 701 2060s 7208 5244 477.39364 29 167 - 468.04983 - 702 2065s 7219 5255 486.70290 32 161 - 468.04983 - 703 2071s 7226 5262 490.53765 37 168 - 468.04983 - 704 2075s 7236 5272 502.85107 44 158 - 468.04983 - 705 2080s 7247 5281 529.89358 46 162 - 468.04983 - 706 2085s 7278 5312 525.22416 67 130 - 468.04983 - 705 2090s 7313 5343 539.58872 89 132 - 468.04983 - 703 2095s 7350 5370 infeasible 107 - 468.04983 - 702 2100s 7367 5379 484.75342 36 158 - 468.14753 - 702 2105s 7373 5385 498.46186 40 139 - 468.14753 - 703 2110s 7382 5394 499.71937 42 154 - 468.14753 - 705 2115s 7392 5404 504.23486 44 135 - 468.14753 - 706 2120s 7408 5418 511.49459 51 124 - 468.14753 - 706 2125s 7427 5432 524.60326 63 112 - 468.14753 - 707 2130s 7479 5476 541.66963 106 114 - 468.14753 - 703 2135s 7509 5500 590.42162 119 100 - 468.14753 - 703 2140s 7543 5532 593.40360 146 105 - 468.14753 - 701 2145s 7598 5584 608.57183 188 86 - 468.14753 - 697 2150s 7636 5608 484.31474 31 178 - 468.22416 - 696 2156s 7659 5631 518.56545 44 173 - 468.22416 - 695 2160s 7695 5661 556.40830 57 148 - 468.22416 - 693 2165s 7745 5690 477.74208 27 172 - 468.25420 - 690 2170s 7753 5698 485.59230 32 167 - 468.25420 - 691 2175s 7765 5710 498.15894 38 152 - 468.25420 - 692 2181s 7773 5718 497.17921 45 146 - 468.25420 - 693 2185s 7793 5738 520.88456 57 149 - 468.25420 - 693 2190s 7808 5753 527.36421 62 155 - 468.25420 - 693 2195s 7829 5774 533.23939 74 130 - 468.25420 - 693 2200s 7852 5795 559.16703 89 138 - 468.25420 - 693 2205s 7885 5806 579.96691 102 110 - 468.25420 - 692 2210s 7918 5811 infeasible 115 - 468.25420 - 692 2215s 7935 5820 476.17037 28 180 - 468.30129 - 692 2220s 7942 5827 486.65154 30 177 - 468.30129 - 693 2225s 7951 5836 490.13302 35 166 - 468.30129 - 694 2230s 7962 5847 496.45154 38 159 - 468.30129 - 694 2235s 7979 5862 511.30210 49 147 - 468.30129 - 694 2240s 7991 5874 520.02308 54 154 - 468.30129 - 695 2245s 8008 5891 526.18498 62 146 - 468.30129 - 695 2250s 8034 5911 534.36274 80 142 - 468.30129 - 695 2255s 8068 5940 607.60538 103 153 - 468.30129 - 693 2260s 8116 5970 infeasible 139 - 468.30129 - 691 2265s 8133 5977 492.04472 31 167 - 468.32147 - 691 2270s 8143 5987 502.20112 37 173 - 468.32147 - 692 2275s 8155 5999 511.43208 42 170 - 468.32147 - 692 2280s 8169 6013 516.87910 53 150 - 468.32147 - 693 2285s 8183 6025 521.30648 59 135 - 468.32147 - 694 2290s 8207 6049 540.85879 74 116 - 468.32147 - 693 2295s 8235 6071 545.57775 93 141 - 468.32147 - 693 2300s 8257 6081 481.73186 27 173 - 468.32999 - 693 2305s 8267 6091 493.13595 30 144 - 468.32999 - 694 2310s 8278 6102 494.67621 32 159 - 468.32999 - 695 2316s 8291 6115 500.32804 32 173 - 468.32999 - 695 2321s 8297 6121 506.83680 34 154 - 468.32999 - 697 2326s 8299 6123 518.91910 35 173 - 468.32999 - 698 2330s 8309 6133 504.82325 39 141 - 468.32999 - 699 2335s 8327 6151 505.84087 43 154 - 468.32999 - 699 2340s 8345 6167 522.98009 52 133 - 468.32999 - 699 2345s 8358 6178 518.18077 58 134 - 468.32999 - 700 2350s 8383 6197 infeasible 70 - 468.32999 - 700 2355s 8394 6202 534.61031 75 131 - 468.32999 - 701 2360s 8413 6213 infeasible 89 - 468.32999 - 701 2366s 8423 6209 470.54738 28 167 - 468.36797 - 702 2370s 8431 6217 478.95870 32 159 - 468.36797 - 703 2375s 8437 6223 484.69181 34 159 - 468.36797 - 704 2380s 8452 6234 498.63270 40 157 - 468.36797 - 705 2386s 8468 6250 520.19007 52 141 - 468.36797 - 705 2390s 8501 6283 522.85079 76 138 - 468.36797 - 704 2395s 8567 6348 544.19613 131 100 - 468.36797 - 700 2400s 8637 6412 573.43885 182 92 - 468.36797 - 695 2405s 8673 6432 477.52372 29 158 - 468.43180 - 694 2410s 8680 6439 484.27027 30 164 - 468.43180 - 695 2415s 8691 6450 487.86269 33 158 - 468.43180 - 696 2420s 8702 6461 494.25590 41 165 - 468.43180 - 696 2425s 8718 6477 514.57680 50 164 - 468.43180 - 697 2431s 8734 6487 511.41950 57 145 - 468.43180 - 697 2435s 8750 6503 523.65710 68 148 - 468.43180 - 697 2440s 8766 6519 530.18727 78 142 - 468.43180 - 698 2445s 8791 6544 570.55016 96 136 - 468.43180 - 698 2450s 8820 6571 555.72795 111 115 - 468.43180 - 697 2455s 8853 6600 580.21520 135 102 - 468.43180 - 696 2460s 8885 6612 473.71962 27 164 - 468.46875 - 695 2465s 8895 6622 486.72229 31 166 - 468.46875 - 696 2470s 8900 6627 490.90304 34 161 - 468.46875 - 697 2480s 8928 6655 528.37978 52 149 - 468.46875 - 697 2486s 8937 6664 514.70950 56 151 - 468.46875 - 697 2490s 8947 6674 542.83834 58 143 - 468.46875 - 699 2495s 8963 6690 535.93415 67 148 - 468.46875 - 699 2500s 9016 6727 infeasible 107 - 468.46875 - 696 2505s 9028 6733 485.06094 34 166 - 468.48257 - 696 2510s 9041 6746 492.01575 40 160 - 468.48257 - 697 2515s 9050 6755 507.68148 43 175 - 468.48257 - 698 2520s 9060 6765 510.81903 51 139 - 468.48257 - 698 2525s 9072 6777 514.54001 56 150 - 468.48257 - 699 2530s 9083 6788 537.72640 59 151 - 468.48257 - 700 2535s 9115 6820 531.95874 78 142 - 468.48257 - 699 2540s 9142 6827 470.70817 22 178 - 468.52938 - 699 2545s 9149 6833 478.25843 28 172 - 468.52938 - 699 2550s 9165 6849 487.59492 39 170 - 468.52938 - 700 2555s 9180 6864 498.76992 47 154 - 468.52938 - 700 2560s 9186 6870 504.15763 53 150 - 468.52938 - 701 2565s 9202 6882 infeasible 63 - 468.52938 - 701 2570s 9237 6911 542.37268 86 139 - 468.52938 - 700 2575s 9264 6924 infeasible 102 - 468.52938 - 699 2580s 9293 6931 485.58576 28 175 - 468.58259 - 698 2585s 9304 6942 489.75019 33 157 - 468.58259 - 699 2590s 9310 6948 490.53237 33 161 - 468.58259 - 700 2595s 9326 6963 498.65607 45 156 - 468.58259 - 699 2600s 9345 6980 512.97488 55 151 - 468.58259 - 700 2605s 9367 6998 521.79408 70 126 - 468.58259 - 699 2610s 9384 7015 526.99749 79 106 - 468.58259 - 699 2615s 9423 7044 471.10999 28 172 - 468.64993 - 698 2620s 9432 7053 482.63713 33 145 - 468.64993 - 699 2626s 9438 7059 486.34229 35 171 - 468.64993 - 700 2630s 9443 7064 488.29918 35 165 - 468.64993 - 701 2635s 9452 7073 499.68864 39 153 - 468.64993 - 702 2641s 9458 7079 507.24647 40 160 - 468.64993 - 703 2645s 9466 7085 525.27236 43 157 - 468.64993 - 703 2650s 9476 7091 527.49285 49 148 - 468.64993 - 704 2655s 9515 7122 534.99422 84 152 - 468.64993 - 702 2660s 9560 7157 476.29662 25 163 - 468.66967 - 700 2665s 9568 7165 487.30748 28 157 - 468.66967 - 701 2670s 9579 7176 489.40973 36 151 - 468.66967 - 701 2675s 9589 7185 500.00286 41 150 - 468.66967 - 702 2680s 9607 7201 513.19815 49 149 - 468.66967 - 702 2685s 9616 7207 infeasible 51 - 468.66967 - 703 2690s 9634 7225 528.25974 65 141 - 468.66967 - 703 2695s 9661 7248 545.09025 86 120 - 468.66967 - 702 2700s 9683 7256 469.65460 23 168 - 468.78893 - 702 2705s 9692 7265 481.87419 28 143 - 468.78893 - 703 2711s 9698 7271 479.51490 29 174 - 468.78893 - 703 2715s 9706 7279 495.76635 32 164 - 468.78893 - 704 2721s 9721 7294 497.52737 42 147 - 468.78893 - 704 2725s 9742 7315 512.15065 48 148 - 468.78893 - 704 2730s 9751 7324 530.10260 54 161 - 468.78893 - 705 2735s 9776 7343 527.10120 71 135 - 468.78893 - 704 2740s 9795 7360 infeasible 87 - 468.78893 - 704 2745s 9809 7368 infeasible 95 - 468.78893 - 705 2750s 9824 7381 infeasible 103 - 468.78893 - 705 2755s 9843 7392 598.04595 116 138 - 468.78893 - 705 2760s 9860 7399 487.56741 31 164 - 468.83228 - 705 2765s 9874 7413 500.24238 37 159 - 468.83228 - 705 2770s 9885 7424 505.78507 45 145 - 468.83228 - 706 2775s 9906 7445 526.06612 51 141 - 468.83228 - 705 2780s 9921 7460 548.31227 55 135 - 468.83228 - 706 2786s 9938 7473 536.67525 67 129 - 468.83228 - 706 2790s 9963 7494 551.67422 85 140 - 468.83228 - 706 2795s 9982 7507 627.78706 97 135 - 468.83228 - 706 2800s 10006 7521 infeasible 115 - 468.83228 - 705 2805s 10046 7553 668.89909 144 138 - 468.83228 - 703 2810s 10063 7560 499.32886 31 175 - 468.87342 - 703 2815s 10072 7569 516.65432 35 178 - 468.87342 - 704 2820s 10089 7578 536.64377 40 164 - 468.87342 - 704 2825s 10108 7597 550.29254 48 158 - 468.87342 - 704 2830s 10125 7600 469.89441 23 164 - 468.87591 - 705 2835s 10138 7613 493.90096 32 153 - 468.87591 - 705 2841s 10143 7618 490.66339 31 161 - 468.87591 - 706 2845s 10153 7628 501.70462 35 142 - 468.87591 - 707 2850s 10185 7646 515.83815 57 135 - 468.87591 - 706 2855s 10203 7662 564.88400 68 113 - 468.87591 - 705 2860s 10237 7696 547.62099 86 123 - 468.87591 - 704 2865s 10265 7710 486.16339 30 157 - 468.89715 - 704 2870s 10274 7719 494.93634 34 150 - 468.89715 - 705 2875s 10294 7739 510.54767 43 144 - 468.89715 - 705 2880s 10316 7757 519.57777 62 139 - 468.89715 - 704 2885s 10352 7785 549.47302 90 135 - 468.89715 - 703 2890s 10364 7789 485.04840 33 169 - 468.92327 - 704 2895s 10370 7795 485.19251 35 161 - 468.92327 - 705 2900s 10380 7805 488.94855 38 155 - 468.92327 - 705 2905s 10390 7815 504.68698 43 152 - 468.92327 - 706 2910s 10400 7825 511.74543 46 158 - 468.92327 - 707 2915s 10416 7840 515.47471 57 133 - 468.92327 - 707 2920s 10428 7852 525.31043 65 144 - 468.92327 - 708 2925s 10443 7865 543.24175 71 141 - 468.92327 - 708 2930s 10465 7881 infeasible 84 - 468.92327 - 709 2936s 10485 7883 475.04592 23 189 - 468.95474 - 708 2940s 10495 7893 492.27373 29 170 - 468.95474 - 709 2945s 10510 7908 499.72888 41 169 - 468.95474 - 709 2950s 10520 7918 503.95393 47 162 - 468.95474 - 710 2955s 10529 7927 533.63445 51 158 - 468.95474 - 710 2960s 10537 7935 598.50518 57 157 - 468.95474 - 712 2966s 10560 7956 529.24476 76 140 - 468.95474 - 711 2970s 10586 7978 558.28281 86 132 - 468.95474 - 711 2975s 10605 7993 601.27903 99 145 - 468.95474 - 711 2980s 10619 8001 583.48992 104 138 - 468.95474 - 711 2985s 10635 8005 infeasible 111 - 468.95474 - 712 2990s 10644 8010 478.46520 38 164 - 468.95570 - 712 2995s 10656 8022 487.50984 43 163 - 468.95570 - 713 3001s 10663 8027 496.65754 45 165 - 468.95570 - 714 3005s 10671 8031 infeasible 47 - 468.95570 - 714 3010s 10678 8034 infeasible 49 - 468.95570 - 715 3015s 10687 8043 513.34249 57 159 - 468.95570 - 716 3020s 10702 8056 522.16098 64 148 - 468.95570 - 716 3025s 10717 8071 530.49565 72 140 - 468.95570 - 716 3030s 10741 8093 536.85553 90 117 - 468.95570 - 716 3035s 10776 8126 548.08291 109 118 - 468.95570 - 715 3040s 10803 8153 568.75492 125 110 - 468.95570 - 714 3045s 10849 8187 481.67926 31 174 - 468.96797 - 712 3050s 10858 8196 490.52390 36 170 - 468.96797 - 713 3055s 10874 8212 502.38126 42 163 - 468.96797 - 713 3060s 10888 8226 513.57855 54 155 - 468.96797 - 713 3065s 10915 8249 534.69852 70 131 - 468.96797 - 713 3070s 10951 8277 556.43666 93 136 - 468.96797 - 712 3075s 10961 8285 639.26635 97 140 - 468.96797 - 713 3080s 10979 8287 infeasible 110 - 468.96797 - 713 3085s 10987 8291 478.25968 37 164 - 468.98360 - 714 3090s 11001 8305 493.15323 45 173 - 468.98360 - 714 3096s 11007 8309 490.45984 49 152 - 468.98360 - 715 3100s 11015 8317 493.00062 51 159 - 468.98360 - 716 3105s 11026 8324 516.44690 56 161 - 468.98360 - 717 3111s 11044 8335 524.61248 71 172 - 468.98360 - 717 3115s 11068 8359 536.43322 92 167 - 468.98360 - 716 3120s 11090 8381 544.84888 103 155 - 468.98360 - 716 3125s 11117 8408 554.17345 126 148 - 468.98360 - 715 3130s 11150 8429 infeasible 152 - 468.98360 - 714 3135s 11162 8437 489.92203 31 149 - 469.00620 - 715 3140s 11170 8445 495.97722 33 152 - 469.00620 - 716 3145s 11178 8453 497.45086 34 150 - 469.00620 - 716 3150s 11190 8465 517.44230 42 161 - 469.00620 - 717 3155s 11208 8483 532.54953 55 152 - 469.00620 - 717 3160s 11228 8492 554.62691 63 149 - 469.00620 - 717 3165s 11259 8512 491.06936 31 153 - 469.03925 - 716 3170s 11271 8524 516.34664 39 159 - 469.03925 - 716 3175s 11288 8541 526.07791 49 161 - 469.03925 - 717 3180s 11297 8550 557.25445 51 155 - 469.03925 - 717 3185s 11331 8582 545.27392 76 143 - 469.03925 - 716 3190s 11352 8599 562.55076 87 139 - 469.03925 - 716 3195s 11357 8602 575.17769 88 130 - 469.03925 - 718 3200s 11363 8604 592.62271 88 145 - 469.03925 - 719 3205s 11369 8610 613.53980 90 138 - 469.03925 - 720 3210s 11371 8610 infeasible 90 - 469.03925 - 721 3215s 11398 8614 471.95862 24 168 - 469.07512 - 720 3220s 11411 8627 484.80319 29 158 - 469.07512 - 721 3225s 11428 8644 499.49522 44 152 - 469.07512 - 721 3230s 11454 8668 513.45651 64 158 - 469.07512 - 720 3235s 11480 8694 535.66574 80 148 - 469.07512 - 720 3240s 11539 8741 infeasible 126 - 469.07512 - 717 3245s 11551 8749 492.81203 37 153 - 469.11218 - 718 3250s 11558 8756 507.68898 39 142 - 469.11218 - 718 3255s 11574 8772 518.47415 49 151 - 469.11218 - 719 3260s 11584 8782 532.66639 56 170 - 469.11218 - 719 3265s 11606 8804 540.74444 75 155 - 469.11218 - 719 3270s 11627 8823 553.21307 86 139 - 469.11218 - 719 3275s 11652 8842 576.65150 97 149 - 469.11218 - 719 3280s 11720 8882 470.56093 28 176 - 469.15110 - 716 3285s 11728 8888 482.09596 33 146 - 469.15110 - 716 3290s 11738 8896 495.49316 37 149 - 469.15110 - 717 3295s 11762 8920 509.48674 54 133 - 469.15110 - 717 3300s 11816 8974 528.54453 97 116 - 469.15110 - 715 3305s 11858 9014 542.46144 124 131 - 469.15110 - 713 3310s 11904 9048 597.95150 157 110 - 469.15110 - 712 3315s 11924 9058 489.15582 36 157 - 469.18515 - 712 3320s 11938 9072 506.73445 42 151 - 469.18515 - 712 3325s 11954 9088 518.77838 49 141 - 469.18515 - 712 3330s 11976 9110 527.34065 69 154 - 469.18515 - 712 3335s 12014 9142 570.17911 96 144 - 469.18515 - 711 3340s 12072 9164 474.27466 27 174 - 469.26275 - 709 3345s 12082 9174 494.89306 31 165 - 469.26275 - 710 3351s 12085 9177 493.43031 33 153 - 469.26275 - 710 3355s 12089 9181 496.79168 35 151 - 469.26275 - 711 3360s 12103 9195 505.48808 40 147 - 469.26275 - 712 3365s 12114 9206 520.00551 44 156 - 469.26275 - 712 3370s 12127 9219 529.35235 49 155 - 469.26275 - 713 3375s 12141 9233 543.56827 59 160 - 469.26275 - 713 3380s 12163 9240 565.44765 72 151 - 469.26275 - 713 3385s 12179 9246 481.17072 29 147 - 469.27480 - 713 3390s 12194 9261 490.67309 35 159 - 469.27480 - 714 3396s 12202 9269 493.57333 40 156 - 469.27480 - 714 3400s 12213 9280 508.04676 47 146 - 469.27480 - 715 3405s 12225 9292 512.32997 51 138 - 469.27480 - 715 3410s 12235 9302 540.89454 55 137 - 469.27480 - 716 3416s 12241 9308 546.03064 58 151 - 469.27480 - 717 3420s 12283 9346 567.23096 90 133 - 469.27480 - 716 3425s 12298 9349 481.87635 32 169 - 469.39514 - 716 3435s 12309 9360 495.48702 39 153 - 469.39514 - 717 3440s 12320 9371 498.77390 45 149 - 469.39514 - 717 3445s 12331 9382 510.33716 48 131 - 469.39514 - 718 3450s 12351 9402 525.12165 65 138 - 469.39514 - 718 3455s 12381 9428 infeasible 84 - 469.39514 - 717 3460s 12398 9439 infeasible 91 - 469.39514 - 718 3465s 12419 9438 478.30297 28 172 - 469.41750 - 718 3470s 12431 9448 498.74235 37 135 - 469.41750 - 718 3475s 12459 9470 513.44333 59 148 - 469.41750 - 718 3480s 12475 9485 521.90287 71 152 - 469.41750 - 717 3485s 12516 9524 536.93789 102 126 - 469.41750 - 716 3490s 12583 9579 570.63051 139 121 - 469.41750 - 713 3495s 12603 9589 497.94647 37 167 - 469.42906 - 713 3500s 12613 9599 500.17334 43 157 - 469.42906 - 714 3505s 12628 9614 502.52758 53 146 - 469.42906 - 714 3510s 12639 9624 511.73222 60 151 - 469.42906 - 714 3515s 12654 9639 523.86382 67 140 - 469.42906 - 714 3520s 12661 9644 530.65487 68 129 - 469.42906 - 715 3525s 12678 9661 536.39298 77 123 - 469.42906 - 715 3530s 12698 9677 549.99685 87 117 - 469.42906 - 715 3535s 12743 9719 566.34830 118 129 - 469.42906 - 713 3540s 12761 9725 484.63556 36 158 - 469.43062 - 714 3545s 12770 9734 490.03002 39 161 - 469.43062 - 714 3550s 12780 9744 500.88033 48 138 - 469.43062 - 715 3555s 12789 9753 506.93055 55 121 - 469.43062 - 715 3560s 12804 9766 514.37620 64 144 - 469.43062 - 715 3565s 12820 9778 522.80209 75 125 - 469.43062 - 716 3570s 12832 9788 528.44071 80 129 - 469.43062 - 716 3575s 12878 9828 infeasible 122 - 469.43062 - 714 3580s 12890 9826 477.61078 33 175 - 469.49204 - 715 3585s 12900 9836 494.77507 38 164 - 469.49204 - 715 3590s 12907 9843 504.86422 40 156 - 469.49204 - 716 3595s Cutting planes: Gomory: 19 Cover: 134 Implied bound: 26 Flow cover: 193 GUB cover: 9 Zero half: 6 Explored 12917 nodes (9288905 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.700000000000e+02, gap -