Gurobi 5.0.1 (linux64) logging started Mon Dec 31 22:12:51 2012 Optimize a model with 13202 rows, 12960 columns and 56398 nonzeros Presolve removed 1900 rows and 160 columns Presolve time: 0.11s Presolved: 11302 rows, 12800 columns, 54094 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.202739e+02, 13439 iterations, 1.98 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 320.27394 0 150 - 320.27394 - - 2s 0 0 332.20862 0 147 - 332.20862 - - 3s 0 0 333.97131 0 167 - 333.97131 - - 4s 0 0 336.40575 0 163 - 336.40575 - - 4s 0 0 339.89163 0 164 - 339.89163 - - 5s 0 0 341.35701 0 168 - 341.35701 - - 5s 0 0 342.18831 0 166 - 342.18831 - - 6s 0 0 342.74234 0 169 - 342.74234 - - 7s 0 0 343.88303 0 169 - 343.88303 - - 7s 0 0 343.98153 0 175 - 343.98153 - - 7s 0 0 344.19089 0 168 - 344.19089 - - 7s 0 0 344.20141 0 172 - 344.20141 - - 8s 0 0 344.30661 0 155 - 344.30661 - - 8s 0 0 344.45228 0 158 - 344.45228 - - 8s 0 0 344.47550 0 161 - 344.47550 - - 8s 0 0 344.48280 0 161 - 344.48280 - - 9s 0 0 344.48280 0 161 - 344.48280 - - 16s 0 2 344.49548 0 161 - 344.49548 - - 19s 1 3 347.59835 1 178 - 345.18192 - 8784 22s 2 4 347.65797 1 171 - 347.60405 - 6135 25s 30 32 357.70270 26 151 - 347.60405 - 716 30s 38 38 infeasible 33 - 347.60405 - 905 35s 51 46 infeasible 41 - 347.60405 - 989 40s 84 69 348.88388 4 168 - 347.60441 - 753 45s 118 103 356.00524 37 163 - 347.60441 - 641 50s 156 139 375.63179 72 160 - 347.60441 - 565 55s 188 171 366.63663 103 162 - 347.60441 - 514 60s 233 210 371.91178 145 138 - 347.60441 - 462 65s 272 240 388.02569 179 147 - 347.60441 - 438 70s 307 262 infeasible 208 - 347.60441 - 426 75s 334 279 355.58042 12 149 - 347.68760 - 439 80s 354 299 369.80652 27 160 - 347.68760 - 454 85s 405 347 367.75729 77 145 - 347.68760 - 413 90s 470 408 372.42662 139 142 - 347.68760 - 376 95s 524 449 363.53779 4 167 - 347.79850 - 357 100s 546 457 350.72084 3 170 - 347.82586 - 376 105s 564 475 356.00438 13 149 - 347.82586 - 389 110s 583 490 infeasible 25 - 347.82586 - 400 115s 597 498 infeasible 35 - 347.82586 - 421 120s 603 502 358.18499 35 148 - 347.82586 - 417 125s 606 504 353.20259 7 174 - 347.82586 - 415 131s 609 506 376.03579 74 188 - 348.86782 - 413 135s 613 509 381.26918 106 192 - 351.53271 - 411 140s 619 513 353.20259 7 192 - 352.83835 - 407 145s 623 516 358.18499 35 194 - 353.02964 - 404 150s 624 516 413.33310 139 200 - 353.02964 - 403 158s 626 518 409.03849 134 200 - 353.02964 - 402 171s 627 520 353.20932 11 191 - 353.20932 - 467 179s 628 521 353.91813 11 185 - 353.35486 - 468 187s 629 522 354.52606 12 180 - 353.38169 - 470 195s 632 524 366.64856 13 162 - 354.27250 - 485 203s 634 525 373.77794 14 177 - 354.27250 - 489 205s 644 532 407.83860 19 171 - 354.27250 - 498 210s 650 536 407.01411 22 171 - 354.27250 - 512 216s 656 540 406.00398 25 165 - 354.27250 - 523 220s 664 545 420.92645 29 165 - 354.27250 - 541 226s 669 548 379.83806 32 164 - 354.27250 - 548 230s 676 548 423.35773 35 160 - 354.27250 - 566 236s 688 550 417.59384 41 170 - 354.27250 - 575 241s 692 550 414.46195 43 167 - 354.27250 - 584 245s 708 560 420.54614 52 157 - 354.27250 - 582 250s 733 577 432.94133 64 140 - 354.27250 - 576 255s 774 602 435.03977 85 114 - 354.27250 - 561 260s 797 614 452.24077 96 138 - 354.27250 - 565 265s 819 628 451.26981 107 125 - 354.27250 - 571 270s 834 638 453.15785 115 130 - 354.27250 - 577 275s 849 644 infeasible 122 - 354.27250 - 585 280s 861 652 471.16243 128 114 - 354.27250 - 591 285s 881 666 478.45329 138 115 - 354.27250 - 601 290s 903 680 482.56044 149 120 - 354.27250 - 610 295s 929 698 494.13505 162 130 - 354.27250 - 610 300s 967 699 498.62007 181 123 - 354.27250 - 606 305s 1006 705 465.99584 201 100 - 354.27250 - 599 310s 1037 706 526.55392 216 109 - 354.27250 - 599 315s 1061 710 527.94072 228 112 - 354.27250 - 604 320s 1091 710 infeasible 243 - 354.27250 - 607 325s 1129 713 471.02005 259 97 - 354.27250 - 602 330s 1171 735 493.47785 280 104 - 354.27250 - 589 335s 1212 762 484.93281 301 95 - 354.27250 - 581 340s 1252 785 493.73952 321 90 - 354.27250 - 572 345s 1292 806 495.31985 341 90 - 354.27250 - 567 350s 1329 826 506.23673 359 84 - 354.27250 - 565 355s 1359 846 515.29734 374 94 - 354.27250 - 564 360s 1390 867 499.26650 390 89 - 354.27250 - 563 365s 1441 895 530.49427 415 78 - 354.27250 - 554 370s 1491 923 536.18959 440 81 - 354.27250 - 545 375s 1547 955 535.62568 468 79 - 354.27250 - 535 380s 1624 976 529.06808 507 71 - 354.27250 - 520 385s 1700 989 542.40667 546 72 - 354.27250 - 507 390s 1752 991 376.62924 14 177 - 354.44870 - 501 395s 1763 999 359.14073 20 176 - 354.44870 - 506 400s 1772 1005 379.64372 24 176 - 354.44870 - 512 406s 1781 1009 360.81837 29 175 - 354.44870 - 516 410s 1790 1011 396.68450 33 173 - 354.44870 - 523 415s 1800 1017 393.96916 38 174 - 354.44870 - 529 420s 1812 1021 374.04589 44 170 - 354.44870 - 532 425s 1816 1024 411.97476 46 165 - 354.44870 - 540 431s 1830 1033 374.70131 53 161 - 354.44870 - 541 435s 1838 1039 375.15373 57 151 - 354.44870 - 548 441s 1846 1043 485.85307 61 159 - 354.44870 - 554 446s 1852 1047 426.80103 64 146 - 354.44870 - 560 451s 1860 1050 476.62585 68 163 - 354.44870 - 566 456s 1864 1053 399.59754 70 150 - 354.44870 - 572 461s 1872 1058 428.50903 74 169 - 354.44870 - 578 466s 1876 1061 436.25054 76 162 - 354.44870 - 582 470s 1884 1062 386.55457 80 149 - 354.44870 - 590 475s 1887 1064 385.89128 82 150 - 354.44870 - 594 480s 1898 1072 396.90692 87 137 - 354.44870 - 597 485s 1908 1078 425.31012 92 141 - 354.44870 - 601 490s 1920 1080 447.77778 98 160 - 354.44870 - 606 495s 1940 1088 486.08752 108 137 - 354.44870 - 605 500s 1954 1097 495.29590 115 142 - 354.44870 - 608 505s 1966 1105 508.30558 121 128 - 354.44870 - 612 510s 1980 1114 518.91839 128 116 - 354.44870 - 615 515s 1992 1122 512.76241 134 132 - 354.44870 - 618 520s 2002 1129 519.26117 139 115 - 354.44870 - 621 525s 2013 1134 504.78178 145 113 - 354.44870 - 627 530s 2025 1142 512.29416 151 104 - 354.44870 - 630 535s 2030 1146 534.43655 153 121 - 354.44870 - 636 540s 2046 1154 532.79613 161 110 - 354.44870 - 638 545s 2067 1161 541.98684 172 102 - 354.44870 - 639 550s 2093 1169 553.99163 185 82 - 354.44870 - 640 555s 2107 1176 infeasible 192 - 354.44870 - 645 560s 2125 1182 infeasible 201 - 354.44870 - 648 565s 2149 1191 566.82408 213 82 - 354.44870 - 649 570s 2169 1201 569.52641 223 83 - 354.44870 - 652 575s 2197 1210 590.80861 237 86 - 354.44870 - 653 580s 2231 1214 infeasible 254 - 354.44870 - 652 585s 2273 1240 infeasible 275 - 354.44870 - 647 590s 2359 1260 359.34867 12 177 - 356.54224 - 631 596s 2371 1272 365.59202 18 186 - 356.54224 - 631 600s 2383 1284 369.80107 24 169 - 356.54224 - 633 605s 2392 1293 395.41068 29 146 - 356.54224 - 636 610s 2402 1301 405.21489 34 152 - 356.54224 - 639 615s 2412 1307 448.25421 39 148 - 356.54224 - 642 620s 2429 1317 infeasible 47 - 356.54224 - 643 625s 2450 1331 495.21560 58 125 - 356.54224 - 644 630s 2467 1335 379.27054 13 188 - 356.55752 - 647 637s 2470 1338 414.66179 15 177 - 356.55752 - 649 640s 2473 1341 434.69339 17 169 - 356.55752 - 655 646s 2476 1344 407.49215 17 170 - 356.55752 - 659 650s 2483 1351 448.45959 21 165 - 356.55752 - 663 655s 2500 1360 433.83815 30 164 - 356.55752 - 663 660s 2516 1372 480.62075 37 158 - 356.55752 - 667 667s 2532 1376 365.74794 13 183 - 360.55670 - 668 673s 2534 1378 396.02379 14 182 - 360.55670 - 671 676s 2541 1385 396.45441 19 171 - 360.55670 - 675 681s 2544 1388 414.60829 20 176 - 360.55670 - 679 685s 2548 1392 451.12715 21 163 - 360.55670 - 683 690s 2553 1397 416.31221 21 163 - 360.55670 - 688 695s 2567 1407 436.87780 29 150 - 360.55670 - 689 700s 2582 1414 375.27919 22 181 - 360.56624 - 692 705s 2587 1419 400.04481 23 178 - 360.56624 - 696 710s 2601 1433 423.33160 33 168 - 360.56624 - 698 715s 2612 1442 431.74868 40 129 - 360.56624 - 701 721s 2620 1450 434.62751 44 140 - 360.56624 - 703 725s 2645 1471 445.45670 58 141 - 360.56624 - 702 730s 2658 1484 508.55946 61 132 - 360.56624 - 706 735s 2671 1496 493.20809 67 124 - 360.56624 - 708 740s 2700 1507 561.54080 83 135 - 360.56624 - 706 745s 2725 1525 552.70745 98 115 - 360.56624 - 704 750s 2739 1526 413.99244 45 168 - 362.15130 - 706 755s 2758 1545 410.51210 56 161 - 362.15130 - 706 760s 2767 1554 420.82052 59 152 - 362.15130 - 709 765s 2779 1562 434.22871 64 136 - 362.15130 - 713 770s 2797 1578 446.99254 71 131 - 362.15130 - 714 775s 2814 1583 375.28988 23 177 - 362.23759 - 716 780s 2819 1588 387.43609 25 163 - 362.46952 - 720 785s 2830 1599 416.11058 32 156 - 362.46952 - 722 790s 2843 1610 453.43349 35 157 - 362.46952 - 724 795s 2853 1618 441.40115 43 160 - 362.46952 - 726 800s 2864 1617 377.99580 23 170 - 362.56386 - 728 805s 2868 1621 405.48128 24 146 - 362.56386 - 733 810s 2875 1628 423.25258 28 161 - 362.56386 - 736 815s 2887 1640 448.58608 35 139 - 362.56386 - 738 820s 2907 1656 454.36228 45 113 - 362.56386 - 738 825s 2927 1674 471.94911 57 146 - 362.56386 - 737 830s 2962 1709 474.44434 75 120 - 362.56386 - 733 835s 2986 1723 541.32495 86 116 - 362.56386 - 731 840s 3002 1726 393.74152 27 173 - 362.90178 - 732 845s 3015 1739 427.60711 34 140 - 362.90178 - 734 850s 3035 1759 555.05970 42 156 - 362.90178 - 735 856s 3049 1773 443.58800 52 133 - 362.90178 - 735 860s 3061 1781 449.14096 56 119 - 362.90178 - 737 865s 3073 1783 413.79820 22 180 - 363.35499 - 740 870s 3076 1786 396.90540 22 177 - 363.35499 - 741 875s 3086 1792 440.61302 26 161 - 363.35499 - 744 880s 3091 1795 437.82641 26 165 - 363.35499 - 746 885s 3107 1803 386.50645 19 178 - 363.51448 - 747 890s 3113 1809 431.70410 23 179 - 363.51448 - 750 895s 3127 1809 infeasible 24 - 363.78399 - 751 900s 3137 1814 425.26789 20 168 - 363.79599 - 753 906s 3150 1819 417.43086 21 171 - 363.97496 - 753 910s 3159 1820 382.06245 45 164 - 364.02341 - 756 916s 3163 1824 411.21437 46 151 - 364.02341 - 759 920s 3170 1831 434.47545 51 147 - 364.02341 - 762 926s 3174 1835 436.41191 51 145 - 364.02341 - 765 930s 3187 1848 436.67147 58 160 - 364.02341 - 766 935s 3199 1858 478.01180 64 134 - 364.02341 - 768 940s 3214 1872 485.54604 74 140 - 364.02341 - 769 945s 3234 1886 502.32704 85 116 - 364.02341 - 768 950s 3248 1895 499.97768 95 105 - 364.02341 - 768 955s 3266 1906 508.57317 110 106 - 364.02341 - 768 960s 3291 1931 512.91590 125 111 - 364.02341 - 766 965s 3315 1947 516.26911 133 101 - 364.02341 - 764 970s 3356 1986 522.15407 164 98 - 364.02341 - 759 975s 3391 2021 526.75285 184 87 - 364.02341 - 754 980s 3452 2082 545.53953 221 80 - 364.02341 - 742 985s 3503 2123 553.46295 248 77 - 364.02341 - 735 990s 3576 2194 560.66003 288 61 - 364.02341 - 721 995s 3650 2266 575.52741 346 61 - 364.02341 - 708 1000s 3732 2344 589.37983 410 53 - 364.02341 - 694 1005s 3821 2433 594.13055 490 59 - 364.02341 - 680 1010s 3900 2483 378.81354 44 181 - 364.22904 - 668 1015s 3909 2492 440.92664 51 156 - 364.22904 - 670 1020s 3920 2501 493.25460 59 148 - 364.22904 - 672 1025s 3947 2518 408.77311 20 189 - 364.74878 - 671 1030s 3958 2529 425.17358 25 151 - 364.74878 - 672 1035s 3980 2549 449.71762 33 150 - 364.74878 - 672 1040s 3988 2549 396.36547 52 156 - 364.74892 - 674 1045s 3992 2553 419.56634 55 178 - 364.74892 - 677 1050s 4004 2565 424.97299 60 141 - 364.74892 - 679 1055s 4017 2576 426.63769 63 121 - 364.74892 - 681 1060s 4028 2581 infeasible 68 - 364.74892 - 685 1065s 4048 2593 476.36019 76 98 - 364.74892 - 687 1070s 4073 2612 482.04237 94 112 - 364.74892 - 686 1075s 4124 2659 504.30377 126 71 - 364.74892 - 679 1080s 4190 2720 520.70168 166 78 - 364.74892 - 671 1085s 4210 2728 410.50127 53 143 - 364.80879 - 671 1090s 4218 2736 422.66585 56 128 - 364.80879 - 674 1095s 4238 2754 436.12329 66 121 - 364.80879 - 675 1100s 4256 2768 496.87231 75 135 - 364.80879 - 679 1106s 4270 2780 485.18343 81 123 - 364.80879 - 679 1110s 4331 2840 500.02479 126 85 - 364.80879 - 672 1115s 4377 2865 400.03633 19 144 - 364.81350 - 669 1120s 4391 2879 415.23904 24 153 - 364.81350 - 670 1125s 4411 2897 426.72631 33 129 - 364.81350 - 670 1130s 4436 2916 infeasible 47 - 364.81350 - 670 1135s 4454 2920 387.44104 16 167 - 364.87420 - 671 1140s 4464 2930 410.99720 21 162 - 364.87420 - 673 1145s 4479 2943 infeasible 27 - 364.87420 - 674 1150s 4492 2954 431.31140 36 129 - 364.87420 - 676 1155s 4516 2963 491.25332 50 148 - 364.87420 - 677 1161s 4520 2962 504.06519 51 154 - 364.87420 - 679 1165s 4532 2966 395.37321 50 169 - 364.87653 - 682 1170s 4536 2970 443.19939 52 172 - 364.87653 - 685 1176s 4538 2972 458.90009 53 155 - 364.87653 - 687 1180s 4544 2978 598.02473 56 172 - 364.87653 - 690 1186s 4557 2987 612.49591 62 164 - 364.87653 - 690 1190s 4574 2990 401.81114 51 163 - 365.19086 - 691 1195s 4579 2995 438.78199 52 155 - 365.19086 - 694 1201s 4582 2998 459.91921 54 147 - 365.19086 - 696 1205s 4586 3002 458.47953 54 166 - 365.19086 - 698 1210s 4592 3008 465.69683 57 162 - 365.19086 - 701 1215s 4604 3018 523.85120 59 163 - 365.19086 - 702 1220s 4624 3034 507.26244 73 148 - 365.19086 - 703 1225s 4643 3041 562.93469 81 146 - 365.19086 - 703 1230s 4666 3044 436.49374 56 159 - 365.19197 - 702 1235s 4681 3051 490.20264 63 155 - 365.19197 - 703 1240s 4696 3066 502.07141 73 149 - 365.19197 - 704 1245s 4739 3089 infeasible 90 - 365.19197 - 701 1250s 4746 3092 405.39319 56 157 - 365.22609 - 704 1255s 4755 3101 436.43107 60 153 - 365.22609 - 706 1261s 4759 3105 438.16080 60 146 - 365.22609 - 709 1265s 4772 3116 471.24533 68 141 - 365.22609 - 710 1270s 4790 3134 485.39082 80 133 - 365.22609 - 710 1275s 4807 3151 492.64098 87 130 - 365.22609 - 711 1280s 4816 3160 506.88156 92 132 - 365.22609 - 714 1285s 4840 3181 521.33368 101 111 - 365.22609 - 714 1290s 4860 3193 577.60129 111 105 - 365.22609 - 714 1295s 4875 3198 420.81218 21 166 - 365.22749 - 715 1300s 4894 3213 468.66988 30 130 - 365.22749 - 715 1306s 4906 3221 487.48070 37 155 - 365.22749 - 716 1310s 4924 3239 503.13861 49 124 - 365.22749 - 716 1315s 4940 3245 394.71472 20 180 - 365.28100 - 717 1320s 4961 3264 473.65406 28 159 - 365.28100 - 717 1325s 4968 3265 infeasible 30 - 365.28100 - 718 1330s 4988 3281 490.51907 38 148 - 365.28100 - 718 1335s 5028 3321 498.77016 46 138 - 365.28100 - 715 1340s H 5044 3320 680.0000000 365.28100 46.3% 715 1345s 5071 3328 448.57982 24 168 680.00000 365.61631 46.2% 714 1350s 5092 3337 infeasible 31 680.00000 365.61847 46.2% 714 1355s 5100 3339 386.43995 21 174 680.00000 366.29294 46.1% 715 1360s 5124 3355 456.47804 37 157 680.00000 366.29294 46.1% 714 1365s H 5125 3353 678.0000000 366.29294 46.0% 714 1366s 5132 3354 414.77208 45 160 678.00000 366.43349 46.0% 715 1370s 5141 3363 455.29098 54 149 678.00000 366.43349 46.0% 717 1375s 5152 3372 485.62631 64 152 678.00000 366.43349 46.0% 718 1380s 5174 3385 445.76879 22 168 678.00000 366.60880 45.9% 717 1385s H 5179 2988 571.0000000 366.60880 35.8% 717 1389s 5180 2991 463.45248 28 163 571.00000 366.60880 35.8% 717 1390s H 5206 2688 543.0000000 366.60880 32.5% 715 1399s 5209 2693 495.65742 56 136 543.00000 366.60880 32.5% 715 1400s H 5234 2681 539.0000000 366.65565 32.0% 715 1411s 5248 2687 390.45735 14 153 539.00000 366.67557 32.0% 715 1415s 5260 2698 451.60139 26 163 539.00000 366.67557 32.0% 716 1421s H 5261 2559 528.0000000 366.67557 30.6% 716 1427s 5272 2570 470.86848 38 149 528.00000 366.67557 30.6% 717 1430s 5288 2585 488.25202 54 161 528.00000 366.67557 30.6% 716 1436s 5302 2587 379.07595 14 170 528.00000 366.82182 30.5% 716 1440s 5307 2592 400.72061 17 181 528.00000 366.82182 30.5% 718 1446s 5312 2595 450.51273 19 190 528.00000 366.82182 30.5% 721 1452s 5314 2597 433.37187 20 171 528.00000 366.82182 30.5% 723 1456s H 5315 2569 526.0000000 366.82182 30.3% 723 1461s 5320 2574 444.65454 23 157 526.00000 366.82182 30.3% 725 1466s 5330 2578 501.94255 28 170 526.00000 366.82182 30.3% 726 1470s 5352 2582 414.00229 22 166 526.00000 367.11794 30.2% 725 1475s 5367 2585 430.43591 29 162 526.00000 367.11794 30.2% 726 1480s 5382 2598 464.31773 34 150 526.00000 367.11794 30.2% 725 1485s 5406 2607 442.79815 51 161 526.00000 367.11794 30.2% 724 1500s 5409 2609 485.00999 107 162 526.00000 367.11794 30.2% 724 1505s 5412 2611 504.51019 143 182 526.00000 367.11794 30.2% 723 1510s H 5413 2481 512.0000000 367.11794 28.3% 723 1513s 5416 2483 415.36087 25 209 512.00000 367.11794 28.3% 723 1516s 5421 2486 504.55531 322 195 512.00000 367.11794 28.3% 722 1520s 5430 2492 504.51019 143 190 512.00000 367.11794 28.3% 721 1525s 5433 2494 378.21491 17 194 512.00000 367.11794 28.3% 721 1533s 5436 2498 373.29918 23 181 512.00000 367.11794 28.3% 729 1544s 5437 2499 367.11794 23 169 512.00000 367.11794 28.3% 729 1550s 5438 2499 367.11794 24 170 512.00000 367.11794 28.3% 729 1556s 5440 2499 379.54885 25 177 512.00000 369.32284 27.9% 730 1562s 5441 2499 384.31162 25 157 512.00000 373.45776 27.1% 730 1567s 5442 2500 384.76025 26 167 512.00000 373.45776 27.1% 730 1573s 5443 2501 388.80709 26 163 512.00000 373.45776 27.1% 731 1579s 5444 2501 385.16518 27 170 512.00000 373.45776 27.1% 731 1585s 5445 2502 392.02378 27 157 512.00000 373.45776 27.1% 731 1591s 5447 2503 400.14919 28 163 512.00000 373.45776 27.1% 731 1596s 5449 2505 392.67368 29 166 512.00000 373.45776 27.1% 732 1602s 5451 2505 429.09197 30 162 512.00000 373.45776 27.1% 732 1607s 5455 2504 403.36549 32 148 512.00000 373.45776 27.1% 732 1610s 5459 2506 410.60952 34 152 512.00000 373.45776 27.1% 733 1616s 5462 2506 412.36524 36 158 512.00000 373.45776 27.1% 733 1622s 5466 2505 434.73197 37 172 512.00000 373.45776 27.1% 734 1626s 5468 2506 435.44350 38 172 512.00000 373.45776 27.1% 734 1630s 5473 2510 443.19963 41 158 512.00000 373.45776 27.1% 734 1635s 5478 2513 472.30822 43 167 512.00000 373.45776 27.1% 735 1640s 5485 2516 454.42391 48 160 512.00000 373.45776 27.1% 735 1645s 5489 2514 455.17734 50 149 512.00000 373.45776 27.1% 735 1652s 5497 2511 455.91070 54 157 512.00000 373.45776 27.1% 735 1655s 5510 2506 471.62472 62 171 512.00000 373.45776 27.1% 734 1660s H 5516 2380 491.0000000 373.45776 23.9% 735 1668s 5518 2382 460.40648 67 154 491.00000 373.45776 23.9% 735 1670s 5523 2385 467.90064 69 129 491.00000 373.45776 23.9% 736 1675s 5533 2386 465.47450 74 153 491.00000 373.45776 23.9% 736 1680s 5538 2389 464.16549 77 150 491.00000 373.45776 23.9% 737 1685s 5547 2386 388.19094 24 186 491.00000 376.64680 23.3% 738 1695s 5552 2388 396.98946 27 187 491.00000 376.64680 23.3% 740 1700s 5560 2388 408.79803 31 174 491.00000 376.64680 23.3% 740 1705s 5569 2388 438.11997 35 172 491.00000 376.64680 23.3% 741 1710s 5574 2391 439.07722 38 156 491.00000 376.64680 23.3% 742 1720s 5587 2394 449.17138 44 163 491.00000 376.64680 23.3% 742 1725s 5608 2398 455.32852 55 158 491.00000 376.64680 23.3% 741 1730s 5621 2400 464.08213 61 152 491.00000 376.64680 23.3% 741 1735s 5637 2405 478.90668 69 152 491.00000 376.64680 23.3% 741 1740s 5655 2417 474.13605 78 163 491.00000 376.64680 23.3% 742 1745s 5683 2422 477.91227 92 141 491.00000 376.64680 23.3% 740 1750s 5710 2420 478.25134 106 141 491.00000 376.64680 23.3% 737 1755s 5747 2417 393.62052 24 177 491.00000 380.90456 22.4% 734 1760s 5750 2419 400.72408 26 178 491.00000 380.90456 22.4% 736 1766s 5753 2421 401.53630 27 159 491.00000 380.90456 22.4% 737 1770s 5763 2422 441.28041 32 187 491.00000 380.90456 22.4% 739 1776s 5769 2424 infeasible 35 491.00000 380.90456 22.4% 740 1781s 5775 2426 423.02981 38 182 491.00000 380.90456 22.4% 742 1785s 5781 2428 424.59992 41 152 491.00000 380.90456 22.4% 742 1790s 5790 2430 442.98577 46 157 491.00000 380.90456 22.4% 744 1795s 5806 2434 459.16489 54 170 491.00000 380.90456 22.4% 744 1800s 5820 2431 391.03363 29 159 491.00000 387.19275 21.1% 745 1806s 5828 2430 415.64986 33 163 491.00000 389.09973 20.8% 745 1810s 5845 2436 428.91364 43 169 491.00000 389.09973 20.8% 745 1815s 5852 2436 cutoff 45 491.00000 389.09973 20.8% 747 1821s 5866 2430 409.22250 27 180 491.00000 389.92611 20.6% 747 1826s 5871 2432 425.53107 32 172 491.00000 389.92611 20.6% 749 1830s 5877 2436 435.98832 38 175 491.00000 389.92611 20.6% 749 1835s 5886 2441 451.59543 47 167 491.00000 389.92611 20.6% 749 1840s H 5903 2298 484.0000000 392.68647 18.9% 749 1846s 5910 2304 472.87013 40 187 484.00000 392.68647 18.9% 750 1850s 5930 2313 444.11304 57 167 484.00000 392.68647 18.9% 749 1855s 5948 2316 457.54156 75 170 484.00000 392.68647 18.9% 749 1860s 5960 2311 411.75313 31 172 484.00000 393.28973 18.7% 750 1865s 5973 2308 445.76948 38 162 484.00000 393.28973 18.7% 751 1870s 5990 2303 cutoff 48 484.00000 393.28973 18.7% 752 1875s 6009 2300 432.42031 33 174 484.00000 396.26620 18.1% 752 1880s 6021 2306 441.52713 42 180 484.00000 396.26620 18.1% 752 1885s 6040 2309 461.48019 54 165 484.00000 396.26620 18.1% 752 1890s 6071 2323 471.38692 76 146 484.00000 396.26620 18.1% 750 1895s 6094 2323 411.05182 29 178 484.00000 397.42436 17.9% 750 1900s 6102 2326 455.89876 36 159 484.00000 397.42436 17.9% 751 1905s 6119 2325 405.26871 31 163 484.00000 398.62034 17.6% 752 1910s 6136 2331 463.68958 40 182 484.00000 398.62034 17.6% 752 1915s 6149 2330 474.61934 45 183 484.00000 398.62034 17.6% 753 1920s 6168 2327 427.15499 31 186 484.00000 400.10281 17.3% 754 1927s 6171 2329 442.97110 34 180 484.00000 400.10281 17.3% 755 1930s 6182 2336 471.40562 45 189 484.00000 400.10281 17.3% 756 1935s 6199 2332 410.32351 26 180 484.00000 401.09803 17.1% 757 1940s H 6203 2213 483.0000000 401.09803 17.0% 757 1942s 6211 2221 434.01075 38 171 483.00000 401.09803 17.0% 757 1945s 6226 2231 442.21770 53 164 483.00000 401.09803 17.0% 758 1950s 6236 2237 453.09392 63 178 483.00000 401.09803 17.0% 758 1955s 6250 2241 473.91979 74 158 483.00000 401.09803 17.0% 759 1960s 6270 2244 435.28876 37 158 483.00000 401.32533 16.9% 759 1965s 6311 2259 464.49797 74 153 483.00000 401.32533 16.9% 756 1970s 6328 2269 471.70279 46 175 483.00000 401.33586 16.9% 756 1975s 6344 2268 416.13588 32 166 483.00000 403.24961 16.5% 756 1980s 6355 2270 infeasible 37 483.00000 403.24961 16.5% 758 1985s 6371 2271 458.44259 45 154 483.00000 403.24961 16.5% 758 1990s 6385 2277 465.08950 52 156 483.00000 403.24961 16.5% 760 1995s 6411 2281 infeasible 66 483.00000 403.24961 16.5% 759 2000s 6426 2281 456.18656 35 184 483.00000 404.91324 16.2% 760 2006s 6435 2279 infeasible 39 483.00000 404.91324 16.2% 762 2011s 6453 2280 430.60655 31 186 483.00000 405.27741 16.1% 762 2016s 6469 2283 415.23027 32 169 483.00000 405.92295 16.0% 762 2020s 6493 2295 447.00643 53 153 483.00000 405.92295 16.0% 762 2025s 6523 2314 451.05155 79 162 483.00000 405.92295 16.0% 760 2030s 6554 2334 453.97580 107 152 483.00000 405.92295 16.0% 757 2035s 6572 2332 cutoff 113 483.00000 405.92295 16.0% 758 2040s 6596 2337 415.19265 29 183 483.00000 406.78084 15.8% 758 2045s 6616 2345 458.55297 46 176 483.00000 406.78084 15.8% 757 2050s 6648 2351 428.84910 31 163 483.00000 406.90599 15.8% 756 2055s 6664 2360 444.52977 47 169 483.00000 406.90599 15.8% 756 2060s 6689 2374 461.57022 71 159 483.00000 406.90599 15.8% 755 2065s 6714 2381 420.13103 30 189 483.00000 407.13370 15.7% 755 2071s 6727 2386 446.63382 36 177 483.00000 407.13370 15.7% 756 2075s 6743 2392 473.21438 41 157 483.00000 407.13370 15.7% 756 2080s 6757 2390 468.10665 38 198 483.00000 407.19069 15.7% 757 2085s 6766 2390 420.56303 32 157 483.00000 408.35727 15.5% 759 2090s 6785 2400 473.78691 50 169 483.00000 408.35727 15.5% 759 2095s 6800 2404 438.57593 39 168 483.00000 408.37453 15.5% 760 2100s 6822 2409 cutoff 28 483.00000 410.34306 15.0% 760 2105s 6834 2411 infeasible 45 483.00000 411.06348 14.9% 761 2110s 6851 2421 470.06692 57 162 483.00000 411.06348 14.9% 761 2115s 6872 2419 425.35030 31 155 483.00000 411.27464 14.8% 762 2120s 6893 2430 cutoff 52 483.00000 411.27464 14.8% 762 2125s 6914 2440 464.79267 50 179 483.00000 411.49962 14.8% 762 2130s 6947 2444 466.13821 35 169 483.00000 411.66200 14.8% 761 2136s 6966 2445 infeasible 32 483.00000 411.77786 14.7% 761 2140s 6987 2444 439.78413 36 169 483.00000 411.86526 14.7% 761 2145s 7016 2463 452.81550 65 158 483.00000 411.86526 14.7% 760 2150s 7066 2490 464.14380 114 162 483.00000 411.86526 14.7% 756 2155s 7093 2492 422.72274 28 180 483.00000 412.61247 14.6% 754 2160s 7102 2496 446.78518 33 172 483.00000 412.61247 14.6% 755 2165s 7122 2509 453.11254 47 153 483.00000 412.61247 14.6% 755 2170s 7152 2529 462.44358 75 143 483.00000 412.61247 14.6% 753 2175s 7207 2532 438.33277 34 163 483.00000 413.48330 14.4% 749 2180s 7227 2534 451.25091 38 174 483.00000 413.62215 14.4% 749 2185s 7244 2532 436.73837 34 184 483.00000 413.79592 14.3% 750 2190s 7262 2534 422.35096 33 152 483.00000 413.93042 14.3% 751 2195s 7303 2541 436.50907 42 170 483.00000 413.93052 14.3% 749 2200s 7321 2535 418.00328 26 182 483.00000 414.53585 14.2% 749 2205s 7336 2541 441.65378 37 154 483.00000 414.53585 14.2% 749 2210s 7352 2551 450.18121 51 163 483.00000 414.53585 14.2% 750 2215s 7361 2557 454.19784 56 168 483.00000 414.53585 14.2% 751 2220s 7378 2569 458.26792 63 163 483.00000 414.53585 14.2% 752 2225s 7428 2597 470.62454 101 127 483.00000 414.53585 14.2% 748 2230s H 7451 2480 482.0000000 414.53585 14.0% 747 2232s 7463 2481 468.00370 38 176 482.00000 414.82318 13.9% 747 2236s 7484 2477 428.13655 37 169 482.00000 414.97787 13.9% 747 2240s 7513 2481 436.72473 40 145 482.00000 415.20990 13.9% 746 2245s 7550 2489 475.48100 53 149 482.00000 415.66556 13.8% 745 2250s 7576 2483 infeasible 34 482.00000 416.17557 13.7% 745 2256s 7587 2490 462.09249 44 150 482.00000 416.17557 13.7% 746 2260s 7614 2492 446.60571 34 164 482.00000 416.75853 13.5% 745 2265s 7644 2489 429.20231 34 155 482.00000 417.04276 13.5% 746 2271s 7656 2493 474.20195 45 152 482.00000 417.04276 13.5% 746 2275s 7678 2496 443.43536 39 163 482.00000 417.25455 13.4% 746 2280s 7694 2494 428.73558 35 173 482.00000 417.42956 13.4% 747 2285s 7708 2496 475.23784 42 164 482.00000 417.42956 13.4% 748 2290s 7727 2496 477.42513 45 155 482.00000 417.93702 13.3% 749 2295s 7746 2497 450.50169 48 163 482.00000 418.01165 13.3% 749 2300s 7762 2508 462.46663 64 153 482.00000 418.01165 13.3% 749 2305s 7785 2514 479.07371 86 140 482.00000 418.01165 13.3% 749 2310s 7820 2515 441.73147 36 170 482.00000 418.08161 13.3% 749 2316s 7823 2513 433.58286 38 157 482.00000 418.08471 13.3% 750 2320s 7842 2522 454.01279 48 172 482.00000 418.08471 13.3% 750 2325s 7854 2519 463.62518 53 173 482.00000 418.08471 13.3% 752 2330s 7889 2532 476.89373 79 152 482.00000 418.08471 13.3% 750 2335s 7917 2530 480.16302 41 162 482.00000 418.35953 13.2% 750 2340s 7948 2544 436.76640 55 158 482.00000 418.71583 13.1% 749 2345s 7964 2547 467.91559 37 164 482.00000 418.83308 13.1% 750 2350s 7979 2545 470.32735 34 174 482.00000 418.89105 13.1% 751 2355s 7997 2553 453.53588 52 159 482.00000 419.08045 13.1% 751 2360s 8026 2572 477.91244 81 168 482.00000 419.08045 13.1% 750 2365s 8064 2579 429.01980 32 163 482.00000 419.22284 13.0% 748 2370s 8079 2583 460.73319 42 165 482.00000 419.22284 13.0% 749 2375s 8097 2593 478.18654 60 149 482.00000 419.22284 13.0% 749 2380s 8109 2591 452.45645 31 173 482.00000 419.46982 13.0% 751 2385s 8129 2588 433.33933 37 161 482.00000 420.54510 12.7% 751 2390s 8168 2596 infeasible 40 482.00000 420.56408 12.7% 749 2395s H 8187 2488 481.0000000 420.92071 12.5% 749 2400s 8214 2500 468.74390 36 162 481.00000 420.97829 12.5% 749 2405s 8231 2499 448.44065 34 172 481.00000 420.98661 12.5% 750 2410s 8265 2498 473.20078 51 163 481.00000 420.98661 12.5% 748 2415s 8297 2499 433.57210 51 152 481.00000 421.22785 12.4% 747 2420s 8321 2507 431.20272 36 180 481.00000 421.30689 12.4% 747 2425s 8344 2513 470.01510 51 175 481.00000 421.30689 12.4% 747 2430s 8360 2517 461.42998 42 158 481.00000 421.31451 12.4% 748 2435s 8387 2518 cutoff 53 481.00000 421.31451 12.4% 748 2440s 8414 2532 478.26735 59 163 481.00000 421.37525 12.4% 747 2445s 8436 2530 470.14087 46 165 481.00000 421.67770 12.3% 747 2450s 8474 2544 449.93623 40 178 481.00000 421.69277 12.3% 746 2455s 8487 2545 441.45237 32 169 481.00000 421.69442 12.3% 747 2460s 8515 2540 453.35990 38 160 481.00000 421.74130 12.3% 746 2465s 8527 2543 477.44234 46 162 481.00000 421.74130 12.3% 748 2470s 8548 2541 459.06971 47 142 481.00000 421.77709 12.3% 747 2475s 8573 2547 452.67904 41 164 481.00000 421.96099 12.3% 748 2480s 8593 2559 471.49230 60 161 481.00000 421.96099 12.3% 748 2485s 8606 2564 476.99894 73 165 481.00000 421.96099 12.3% 749 2490s 8632 2576 457.68339 53 161 481.00000 421.97139 12.3% 748 2495s 8665 2583 438.27733 31 167 481.00000 421.99169 12.3% 748 2500s 8688 2596 469.33483 53 163 481.00000 421.99169 12.3% 747 2505s 8723 2609 472.83169 55 152 481.00000 422.06959 12.3% 747 2510s 8735 2615 463.16753 63 146 481.00000 422.06959 12.3% 747 2515s 8785 2627 428.08376 33 175 481.00000 422.17043 12.2% 745 2520s 8805 2630 449.30604 37 177 481.00000 422.17746 12.2% 745 2525s 8828 2634 439.15487 37 174 481.00000 422.18130 12.2% 745 2530s 8872 2647 456.35885 64 133 481.00000 422.40880 12.2% 743 2535s 8905 2644 449.48851 34 169 481.00000 423.10758 12.0% 742 2540s 8940 2654 434.99057 43 169 481.00000 423.27481 12.0% 741 2545s 8961 2652 446.98798 35 181 481.00000 423.41610 12.0% 741 2550s 8978 2659 465.91750 49 157 481.00000 423.41610 12.0% 741 2555s 9013 2667 472.15614 43 143 481.00000 423.45631 12.0% 740 2560s 9049 2669 445.56263 36 179 481.00000 423.59170 11.9% 740 2565s 9071 2666 479.80692 44 151 481.00000 423.66495 11.9% 740 2570s 9099 2667 446.17513 48 153 481.00000 423.97848 11.9% 739 2575s 9115 2676 455.89807 61 166 481.00000 423.97848 11.9% 740 2580s 9137 2688 462.92998 80 153 481.00000 423.97848 11.9% 740 2585s H 9160 2519 478.0000000 423.97848 11.3% 739 2588s 9173 2521 476.75426 102 133 478.00000 423.97848 11.3% 739 2590s 9214 2539 472.63061 73 150 478.00000 423.99542 11.3% 738 2595s 9239 2541 462.99318 44 152 478.00000 424.18839 11.3% 738 2600s 9285 2559 445.20594 40 166 478.00000 424.31103 11.2% 736 2605s 9319 2564 476.21260 39 172 478.00000 424.44784 11.2% 735 2610s 9345 2563 431.11754 41 165 478.00000 424.58482 11.2% 735 2615s 9375 2557 infeasible 44 478.00000 424.62167 11.2% 735 2620s 9433 2578 452.83475 71 164 478.00000 424.62378 11.2% 732 2625s 9483 2593 433.28822 34 163 478.00000 424.65338 11.2% 729 2630s 9520 2597 443.53617 42 176 478.00000 424.71507 11.1% 728 2635s 9566 2618 435.59737 35 168 478.00000 424.73351 11.1% 726 2640s 9587 2620 446.75949 46 159 478.00000 424.73351 11.1% 726 2645s 9608 2626 467.34370 57 147 478.00000 424.73351 11.1% 727 2650s 9623 2626 459.18302 68 167 478.00000 424.73351 11.1% 727 2655s 9648 2627 cutoff 82 478.00000 424.73351 11.1% 727 2660s 9679 2619 444.31935 38 162 478.00000 425.03042 11.1% 727 2665s 9729 2639 458.95001 81 169 478.00000 425.03042 11.1% 724 2670s 9772 2635 cutoff 37 478.00000 425.17775 11.1% 723 2675s 9792 2633 454.76045 41 170 478.00000 425.51710 11.0% 723 2680s 9818 2638 445.80228 47 157 478.00000 425.53208 11.0% 723 2685s 9870 2657 475.51822 94 135 478.00000 425.53208 11.0% 720 2690s 9890 2656 453.62938 45 157 478.00000 425.56067 11.0% 720 2695s 9908 2661 444.29788 43 153 478.00000 425.56692 11.0% 720 2700s 9923 2670 460.63638 56 171 478.00000 425.56692 11.0% 721 2705s 9936 2677 457.34050 64 158 478.00000 425.56692 11.0% 722 2710s 9952 2686 461.70898 79 154 478.00000 425.56692 11.0% 722 2715s 9984 2702 infeasible 102 478.00000 425.56692 11.0% 721 2720s 10014 2710 470.57912 125 149 478.00000 425.56692 11.0% 720 2725s 10040 2714 452.22060 41 146 478.00000 425.62167 11.0% 720 2730s 10085 2737 466.89840 85 133 478.00000 425.62167 11.0% 719 2735s 10156 2735 451.30311 31 165 478.00000 425.75110 10.9% 716 2741s 10171 2743 466.72466 39 170 478.00000 425.75110 10.9% 716 2745s 10204 2743 447.06184 47 164 478.00000 425.84130 10.9% 715 2750s 10252 2765 476.42711 93 135 478.00000 425.84130 10.9% 714 2755s 10280 2772 466.90509 41 174 478.00000 425.89711 10.9% 713 2760s 10302 2769 449.76715 37 190 478.00000 426.10692 10.9% 713 2765s 10322 2772 443.95361 35 169 478.00000 426.17775 10.8% 714 2770s 10352 2765 456.49315 38 152 478.00000 426.51974 10.8% 713 2775s 10384 2785 472.06407 69 152 478.00000 426.51974 10.8% 713 2780s 10431 2796 455.09256 53 148 478.00000 426.57127 10.8% 711 2785s 10469 2801 430.27132 34 165 478.00000 426.59438 10.8% 710 2790s 10480 2807 cutoff 42 478.00000 426.59438 10.8% 710 2795s 10520 2805 446.52579 40 172 478.00000 426.61088 10.8% 709 2800s 10559 2813 459.86574 52 143 478.00000 426.66429 10.7% 708 2805s 10607 2826 445.97100 39 170 478.00000 426.67317 10.7% 707 2811s 10637 2846 458.65406 69 155 478.00000 426.67317 10.7% 706 2815s 10687 2858 446.08332 39 159 478.00000 426.85738 10.7% 704 2820s 10703 2861 474.85954 46 155 478.00000 426.85738 10.7% 705 2825s 10725 2854 cutoff 39 478.00000 426.97485 10.7% 705 2830s 10749 2852 446.34869 41 168 478.00000 427.00878 10.7% 705 2835s 10792 2872 461.41545 73 158 478.00000 427.06623 10.7% 704 2840s 10844 2881 cutoff 38 478.00000 427.07803 10.7% 702 2845s 10858 2881 464.79921 38 163 478.00000 427.17434 10.6% 702 2850s 10881 2880 435.03452 31 160 478.00000 427.28284 10.6% 703 2855s 10898 2891 457.72192 48 145 478.00000 427.28284 10.6% 703 2860s 10913 2901 472.04435 63 156 478.00000 427.28284 10.6% 704 2865s 10940 2915 448.24340 39 157 478.00000 427.34412 10.6% 704 2870s 10952 2925 450.45142 42 171 478.00000 427.34412 10.6% 705 2875s 10970 2933 461.74171 48 147 478.00000 427.34412 10.6% 705 2880s 10991 2936 472.04039 54 141 478.00000 427.34412 10.6% 705 2885s 11020 2938 cutoff 42 478.00000 427.34568 10.6% 706 2891s 11027 2943 473.76273 42 147 478.00000 427.50834 10.6% 707 2895s 11043 2945 431.86031 35 153 478.00000 427.60243 10.5% 707 2900s 11070 2960 446.64606 41 161 478.00000 427.62239 10.5% 706 2905s 11151 3024 466.75565 121 150 478.00000 427.62239 10.5% 702 2910s 11181 3027 442.05936 39 161 478.00000 427.79534 10.5% 702 2915s 11218 3049 infeasible 39 478.00000 427.89632 10.5% 701 2920s 11233 3052 442.32852 39 171 478.00000 427.96481 10.5% 702 2925s 11249 3050 449.80893 37 163 478.00000 428.03877 10.5% 702 2930s 11287 3083 470.67932 75 146 478.00000 428.03877 10.5% 701 2935s 11314 3094 459.42504 45 147 478.00000 428.11209 10.4% 701 2940s 11345 3109 infeasible 33 478.00000 428.21705 10.4% 701 2945s 11376 3138 474.74445 68 162 478.00000 428.26622 10.4% 701 2950s 11407 3143 459.24228 46 156 478.00000 428.34053 10.4% 701 2955s 11454 3155 449.17750 42 174 478.00000 428.34448 10.4% 699 2960s 11494 3189 475.43735 82 149 478.00000 428.34448 10.4% 699 2965s 11533 3216 471.04196 70 129 478.00000 428.41469 10.4% 698 2970s 11563 3230 454.24071 41 157 478.00000 428.58269 10.3% 698 2975s 11590 3246 471.97389 68 143 478.00000 428.58269 10.3% 697 2980s 11626 3259 456.86174 50 151 478.00000 428.79174 10.3% 697 2985s 11679 3288 infeasible 38 478.00000 428.85290 10.3% 695 2990s 11700 3297 472.47857 47 157 478.00000 428.86083 10.3% 696 2995s 11750 3316 468.64931 52 155 478.00000 428.97853 10.3% 694 3000s 11781 3337 464.37675 49 156 478.00000 429.00661 10.2% 694 3005s 11808 3356 454.04344 58 156 478.00000 429.01980 10.2% 693 3010s 11844 3384 472.86101 94 163 478.00000 429.01980 10.2% 692 3015s 11865 3397 468.99273 49 153 478.00000 429.05368 10.2% 692 3020s 11902 3416 447.66205 50 156 478.00000 429.05383 10.2% 692 3025s 11950 3458 471.95278 89 142 478.00000 429.05383 10.2% 690 3030s 11986 3468 448.15966 33 174 478.00000 429.06196 10.2% 690 3035s 12014 3482 448.16958 45 153 478.00000 429.14703 10.2% 689 3040s 12042 3496 448.80135 49 167 478.00000 429.26622 10.2% 689 3045s 12100 3540 infeasible 34 478.00000 429.28752 10.2% 687 3050s 12171 3589 432.23060 40 165 478.00000 429.33872 10.2% 685 3055s 12192 3591 442.58100 43 177 478.00000 429.39399 10.2% 685 3060s 12206 3593 450.89271 46 160 478.00000 429.42125 10.2% 686 3065s 12226 3613 466.11839 66 159 478.00000 429.42125 10.2% 686 3070s 12255 3626 455.65931 40 164 478.00000 429.52673 10.1% 686 3075s 12304 3664 435.71399 37 165 478.00000 429.54249 10.1% 685 3080s 12320 3670 455.43171 36 163 478.00000 429.55051 10.1% 685 3085s 12333 3677 infeasible 47 478.00000 429.55051 10.1% 686 3090s 12382 3718 471.30066 67 137 478.00000 429.55998 10.1% 685 3095s 12438 3760 460.72789 75 160 478.00000 429.59437 10.1% 683 3100s 12505 3797 448.96677 45 161 478.00000 429.65001 10.1% 681 3105s 12576 3854 433.85933 36 160 478.00000 429.65825 10.1% 678 3111s 12630 3907 468.06582 90 154 478.00000 429.65825 10.1% 676 3115s 12648 3912 454.20845 46 161 478.00000 429.69274 10.1% 677 3120s 12679 3939 474.60940 75 149 478.00000 429.69274 10.1% 677 3125s 12719 3954 445.32299 40 167 478.00000 429.74809 10.1% 676 3130s 12759 3959 430.91984 38 155 478.00000 429.75817 10.1% 675 3135s 12792 3979 454.16119 53 140 478.00000 429.76617 10.1% 675 3140s 12845 4016 442.63803 39 171 478.00000 429.82600 10.1% 674 3145s 12874 4022 438.43496 41 160 478.00000 429.85600 10.1% 674 3150s 12889 4035 457.47334 55 150 478.00000 429.85600 10.1% 674 3155s 12922 4059 457.33859 42 151 478.00000 429.86886 10.1% 674 3160s 12964 4091 463.22397 40 157 478.00000 429.88246 10.1% 673 3165s 13004 4124 473.95538 76 133 478.00000 429.88246 10.1% 672 3170s 13058 4166 475.81580 77 159 478.00000 429.88795 10.1% 671 3175s 13105 4192 437.21494 39 165 478.00000 429.91256 10.1% 670 3180s 13164 4251 467.91086 98 162 478.00000 429.91256 10.1% 668 3185s 13199 4271 456.30054 60 166 478.00000 429.93570 10.1% 668 3190s 13247 4310 452.81826 42 168 478.00000 429.99441 10.0% 666 3195s 13264 4319 447.42942 46 166 478.00000 430.06958 10.0% 667 3200s 13297 4325 467.29102 53 170 478.00000 430.12288 10.0% 666 3205s 13347 4329 cutoff 39 478.00000 430.16679 10.0% 665 3210s 13382 4347 448.47775 43 172 478.00000 430.20795 10.0% 665 3215s 13404 4369 467.70211 65 146 478.00000 430.20795 10.0% 665 3220s 13434 4389 447.77460 40 164 478.00000 430.22323 10.0% 665 3225s 13453 4406 465.43103 55 142 478.00000 430.22323 10.0% 665 3230s 13488 4423 473.33512 39 165 478.00000 430.36527 10.0% 665 3235s 13513 4424 infeasible 37 478.00000 430.38120 10.0% 666 3240s 13534 4443 470.76309 56 147 478.00000 430.39427 10.0% 666 3245s 13553 4450 455.80161 47 146 478.00000 430.42335 10.0% 666 3250s 13587 4471 449.68530 50 156 478.00000 430.43535 10.0% 666 3255s 13634 4506 474.21763 85 154 478.00000 430.43535 10.0% 665 3260s 13663 4517 460.87903 49 152 478.00000 430.45124 9.95% 664 3265s 13698 4535 cutoff 48 478.00000 430.46905 9.94% 664 3270s 13722 4552 469.42288 60 134 478.00000 430.46905 9.94% 664 3275s 13773 4571 cutoff 88 478.00000 430.46905 9.94% 663 3280s 13833 4578 451.38602 41 167 478.00000 430.53211 9.93% 661 3285s 13859 4587 462.72628 43 158 478.00000 430.56868 9.92% 661 3290s 13881 4595 454.76300 47 143 478.00000 430.59190 9.92% 661 3295s 13920 4614 infeasible 42 478.00000 430.61751 9.91% 661 3300s 13933 4625 454.18590 44 152 478.00000 430.64540 9.91% 662 3305s 13975 4658 467.36623 78 143 478.00000 430.64540 9.91% 661 3310s 14007 4668 454.57884 40 165 478.00000 430.71733 9.89% 661 3315s 14039 4700 472.56775 72 131 478.00000 430.71733 9.89% 660 3320s 14063 4712 472.89606 45 155 478.00000 430.72433 9.89% 661 3325s 14085 4727 454.75026 57 147 478.00000 430.73621 9.89% 660 3330s 14116 4745 440.55833 39 157 478.00000 430.75471 9.88% 660 3335s 14142 4767 467.09343 63 143 478.00000 430.75471 9.88% 660 3340s 14195 4773 451.87081 79 156 478.00000 430.78917 9.88% 659 3345s 14219 4777 433.09630 34 169 478.00000 430.81992 9.87% 659 3350s 14245 4795 475.93028 56 164 478.00000 430.81992 9.87% 659 3355s 14266 4797 466.72823 40 179 478.00000 430.87629 9.86% 659 3360s 14295 4804 460.45038 42 161 478.00000 430.94215 9.84% 659 3365s 14313 4806 458.80945 42 159 478.00000 430.94285 9.84% 660 3370s 14349 4818 470.99675 56 148 478.00000 430.94285 9.84% 659 3375s 14390 4822 infeasible 38 478.00000 430.94460 9.84% 659 3380s 14424 4831 470.10170 57 142 478.00000 430.97781 9.84% 658 3385s 14434 4836 476.66158 42 171 478.00000 430.98252 9.84% 659 3390s 14459 4836 451.30231 43 148 478.00000 431.02240 9.83% 659 3395s 14489 4864 472.29943 72 148 478.00000 431.02240 9.83% 659 3400s 14502 4866 458.09540 46 150 478.00000 431.02388 9.83% 660 3405s 14533 4889 473.19825 77 153 478.00000 431.02388 9.83% 659 3410s 14553 4891 cutoff 42 478.00000 431.10436 9.81% 660 3415s 14582 4904 466.83448 57 160 478.00000 431.10436 9.81% 660 3420s 14615 4910 450.00703 45 173 478.00000 431.12688 9.81% 659 3425s 14651 4920 443.46874 44 118 478.00000 431.19431 9.79% 659 3430s 14667 4936 453.11459 60 158 478.00000 431.19431 9.79% 659 3435s 14709 4972 469.34489 102 148 478.00000 431.19431 9.79% 658 3440s 14755 4993 450.52543 52 151 478.00000 431.29360 9.77% 657 3445s 14824 5043 452.11784 38 151 478.00000 431.30354 9.77% 655 3450s 14866 5079 445.29965 40 177 478.00000 431.30501 9.77% 655 3455s 14902 5087 infeasible 40 478.00000 431.36919 9.76% 655 3460s 14946 5117 450.57390 59 164 478.00000 431.38539 9.75% 654 3465s 14991 5149 452.20209 38 160 478.00000 431.43690 9.74% 653 3470s 15040 5190 475.06281 63 155 478.00000 431.44921 9.74% 652 3475s 15072 5194 448.36512 53 157 478.00000 431.47532 9.73% 652 3480s 15086 5198 455.11782 60 167 478.00000 431.47532 9.73% 652 3485s 15101 5209 infeasible 67 478.00000 431.47532 9.73% 653 3490s 15123 5219 463.81576 79 149 478.00000 431.47532 9.73% 653 3495s 15157 5238 469.66979 97 140 478.00000 431.47532 9.73% 653 3500s 15202 5257 cutoff 41 478.00000 431.50872 9.73% 653 3505s 15226 5280 467.10384 60 152 478.00000 431.51120 9.73% 653 3510s 15266 5295 434.06732 31 190 478.00000 431.53238 9.72% 653 3516s 15287 5294 cutoff 40 478.00000 431.56529 9.71% 653 3520s 15311 5298 cutoff 47 478.00000 431.60893 9.71% 653 3525s 15354 5318 455.56478 60 162 478.00000 431.69531 9.69% 652 3530s 15379 5340 474.71108 85 150 478.00000 431.69531 9.69% 652 3535s 15422 5371 466.13000 72 145 478.00000 431.71515 9.68% 651 3540s 15457 5396 456.76097 60 150 478.00000 431.78621 9.67% 651 3545s 15527 5430 438.61559 40 159 478.00000 431.80999 9.66% 649 3550s 15594 5479 438.34180 42 147 478.00000 431.81241 9.66% 647 3555s 15628 5495 468.69999 54 139 478.00000 431.81241 9.66% 647 3560s 15680 5506 438.92739 34 161 478.00000 431.86345 9.65% 646 3565s 15702 5518 455.46188 45 153 478.00000 431.90086 9.64% 646 3571s 15730 5545 475.38367 73 138 478.00000 431.90086 9.64% 646 3575s 15750 5547 441.17567 34 167 478.00000 431.92525 9.64% 646 3580s 15761 5557 452.78361 45 162 478.00000 431.92525 9.64% 646 3585s 15800 5579 442.95071 44 158 478.00000 431.97493 9.63% 646 3590s 15827 5593 447.22853 43 147 478.00000 431.99231 9.63% 646 3595s Cutting planes: Gomory: 22 Cover: 183 Implied bound: 137 Flow cover: 322 GUB cover: 8 Zero half: 30 Explored 15854 nodes (10263458 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.780000000000e+02, best bound 4.320000000000e+02, gap 9.6234%