Gurobi 5.0.1 (linux64) logging started Sat Dec 22 14:54:43 2012 Optimize a model with 10402 rows, 10201 columns and 62584 nonzeros Presolve removed 3955 rows and 4620 columns Presolve time: 0.17s Presolved: 6447 rows, 5581 columns, 34612 nonzeros Variable types: 100 continuous, 5481 integer (5481 binary) Root relaxation: objective 5.291006e+02, 717 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 529.10061 0 175 - 529.10061 - - 0s 0 0 547.01347 0 162 - 547.01347 - - 0s 0 0 550.73963 0 168 - 550.73963 - - 0s 0 0 551.22390 0 148 - 551.22390 - - 0s 0 0 552.55723 0 202 - 552.55723 - - 0s 0 0 553.45870 0 193 - 553.45870 - - 1s 0 0 553.98580 0 199 - 553.98580 - - 1s 0 0 554.00564 0 201 - 554.00564 - - 1s 0 0 554.14532 0 177 - 554.14532 - - 1s 0 0 554.21752 0 215 - 554.21752 - - 1s 0 0 554.23873 0 188 - 554.23873 - - 1s 0 0 554.24056 0 190 - 554.24056 - - 1s 0 0 554.24056 0 190 - 554.24056 - - 2s 0 2 554.43333 0 189 - 554.43333 - - 3s 197 192 728.66988 159 96 - 554.56524 - 11.8 5s 603 507 647.21569 52 174 - 555.80022 - 17.4 16s 604 508 650.94470 66 183 - 555.80022 - 17.4 21s 605 509 651.90627 35 154 - 558.34033 - 17.4 29s 606 509 604.46265 20 165 - 562.22239 - 17.3 34s 607 510 653.28385 66 170 - 563.91681 - 17.3 43s 608 511 604.46265 20 178 - 565.41268 - 17.3 51s 610 512 672.58737 112 181 - 567.49497 - 17.2 62s 611 513 653.28385 66 169 - 567.79301 - 17.2 69s 612 513 670.72882 62 193 - 568.10195 - 17.2 75s 614 515 650.94470 66 192 - 568.50104 - 17.1 82s 615 515 613.99706 40 172 - 569.09907 - 17.1 86s 617 517 569.61121 3 194 - 569.61121 - 17.0 93s 618 517 650.94470 66 173 - 570.04789 - 17.0 97s 619 518 633.82152 41 172 - 570.06776 - 17.0 101s 621 519 570.25371 7 188 - 570.25371 - 16.9 108s 622 520 672.58737 112 189 - 570.29812 - 16.9 113s 623 521 633.82152 41 178 - 570.34634 - 16.9 118s 625 522 670.72882 62 210 - 570.53261 - 16.8 121s 626 523 613.99706 40 178 - 570.58793 - 16.8 126s 627 523 649.31129 68 189 - 570.62017 - 16.8 130s 630 525 570.66844 5 201 - 570.66844 - 16.7 135s 633 527 633.82152 41 229 - 571.06948 - 16.6 141s 635 529 604.46265 20 214 - 571.34330 - 16.5 145s 638 531 601.97098 14 239 - 571.78156 - 16.5 150s 641 533 670.72882 62 242 - 571.81579 - 16.4 156s 643 534 574.06018 28 230 - 571.85023 - 16.3 160s 649 539 649.31129 68 190 - 571.85137 - 46.0 170s 651 540 653.28385 66 175 - 571.85137 - 45.9 178s 653 542 571.85137 7 222 - 571.85137 - 45.8 180s 658 545 659.17596 105 224 - 571.94874 - 45.4 185s 662 548 670.72882 62 228 - 571.94874 - 45.1 191s 749 599 627.74571 55 137 - 571.94874 - 47.0 195s 1045 766 615.27924 67 194 - 572.02165 - 45.5 200s 1419 1003 698.66845 193 101 - 572.02165 - 42.5 205s 1880 1268 674.96973 168 75 - 572.43924 - 39.8 210s 2428 1573 658.48920 115 94 - 572.54660 - 37.9 215s 3028 2093 644.12753 49 180 - 572.65225 - 35.9 220s 3574 2535 619.00729 39 177 - 573.03440 - 35.1 225s 4232 3134 627.64851 55 130 - 573.39402 - 33.2 230s 4907 3748 628.00248 51 152 - 573.59545 - 31.9 235s 5565 4311 710.02736 137 68 - 573.68149 - 31.4 240s 6237 4859 587.26821 42 171 - 573.86693 - 30.6 245s 6845 5373 597.97105 41 215 - 574.18455 - 30.8 250s 7356 5821 infeasible 173 - 574.20324 - 31.2 255s 8041 6385 702.66249 93 101 - 574.45755 - 30.7 260s 8633 6831 679.51129 100 129 - 574.60378 - 30.8 265s 9337 7409 577.70997 35 206 - 574.84758 - 30.6 270s 9970 7901 671.55548 82 152 - 574.98349 - 30.4 275s 10279 8120 590.13079 41 184 - 575.04814 - 30.4 280s 10923 8665 infeasible 116 - 575.25902 - 30.2 285s 11480 9181 697.12459 211 35 - 575.37174 - 30.3 290s 12108 9707 714.60547 72 188 - 575.47485 - 30.0 295s 12731 10178 773.01736 163 126 - 575.69050 - 29.8 300s 13386 10694 679.47635 103 173 - 575.88866 - 29.7 305s 14012 11216 591.51483 43 130 - 576.35842 - 29.6 310s 14691 11777 673.74994 95 107 - 576.46632 - 29.6 315s 15332 12325 631.65165 68 147 - 576.68546 - 29.8 320s 15973 12876 640.92180 78 142 - 576.85709 - 29.8 325s 16725 13438 656.44626 66 59 - 576.96310 - 29.7 330s 17476 14045 infeasible 111 - 577.08423 - 29.4 335s 18117 14589 692.21849 80 67 - 577.28272 - 29.4 340s 18861 15190 620.65713 39 203 - 577.50994 - 29.2 345s 19563 15798 750.54679 145 59 - 577.57080 - 29.0 350s 20370 16478 731.23360 128 68 - 577.65646 - 28.8 355s 20792 16832 780.22926 192 71 - 577.65843 - 28.6 360s 21540 17450 674.84543 88 69 - 577.76062 - 28.5 365s 22356 18146 624.96081 65 125 - 577.83675 - 28.3 370s 23098 18784 666.49817 95 107 - 578.33136 - 28.2 375s 23790 19348 640.75709 77 128 - 578.71309 - 28.2 380s 24470 19903 infeasible 140 - 578.93076 - 28.2 385s 25215 20482 661.44230 81 62 - 578.97651 - 28.2 390s 25928 21052 729.93288 137 109 - 579.05321 - 28.2 395s 26515 21530 769.23427 209 112 - 579.17157 - 28.2 400s 27089 21990 611.09204 56 173 - 579.26009 - 28.4 405s 27732 22516 661.03382 66 119 - 579.43594 - 28.4 410s 28343 22965 643.85480 49 163 - 579.55220 - 28.4 415s 29020 23514 690.20820 84 148 - 579.73223 - 28.5 420s 29766 23995 596.62021 38 173 - 580.04362 - 28.4 425s 30464 24575 646.41773 85 98 - 580.34791 - 28.4 430s 30938 24987 642.41667 86 123 - 580.47668 - 28.3 435s 31622 25531 629.08655 73 132 - 580.60722 - 28.4 440s 32409 26194 infeasible 194 - 580.66694 - 28.2 445s 33087 26765 644.20851 48 170 - 580.91118 - 28.2 450s 33730 27326 759.38304 184 82 - 580.96329 - 28.3 455s 34378 27837 601.42596 42 213 - 581.13670 - 28.2 460s 34970 28349 646.86494 78 55 - 581.32004 - 28.3 465s 35628 28926 676.37302 99 162 - 581.44196 - 28.3 470s 36258 29441 640.85270 48 179 - 581.59231 - 28.4 475s 36982 30002 640.16650 45 184 - 581.65187 - 28.4 480s 37615 30529 629.90530 58 206 - 581.70421 - 28.4 485s 38381 31155 641.49133 71 157 - 581.79146 - 28.4 490s 39007 31683 673.84345 103 93 - 582.00152 - 28.5 495s 39795 32323 615.94812 64 71 - 582.14592 - 28.4 500s 40427 32830 635.08593 60 133 - 582.23913 - 28.4 505s 40804 33112 793.13354 155 57 - 582.25858 - 28.4 559s 40998 33248 599.69090 48 182 - 582.31174 - 28.4 560s 41613 33746 655.95070 102 72 - 582.45125 - 28.4 565s 42418 34350 606.39716 56 179 - 582.57958 - 28.4 570s 43099 34902 726.64370 98 95 - 582.63519 - 28.4 575s 43932 35605 740.97478 125 80 - 582.73993 - 28.3 580s 44745 36271 687.80903 100 141 - 582.83343 - 28.2 585s 45550 36921 597.60001 45 243 - 582.98662 - 28.2 590s 46131 37386 626.12058 64 124 - 583.04595 - 28.2 595s 46955 38072 655.96982 68 116 - 583.25013 - 28.2 600s 47792 38767 771.48064 237 109 - 583.29236 - 28.1 605s 48561 39406 718.61690 113 114 - 583.37142 - 28.0 610s 49433 40106 616.51949 58 135 - 583.73859 - 28.0 615s 50312 40852 644.45301 83 141 - 583.90412 - 27.9 620s 51005 41401 683.01916 154 73 - 583.93272 - 27.8 625s 51709 41999 731.48103 175 50 - 584.10527 - 27.8 630s 52347 42458 622.63034 61 135 - 584.17191 - 27.8 635s 53091 43062 638.18331 46 197 - 584.26577 - 27.8 640s 53775 43609 668.24065 108 48 - 584.38120 - 27.8 645s 54411 44098 662.52852 71 163 - 584.48652 - 27.9 650s 55168 44662 752.38666 110 128 - 584.60336 - 27.9 655s 55899 45215 594.25320 40 189 - 584.79072 - 27.9 660s 56697 45842 infeasible 56 - 584.93783 - 27.9 665s 57286 46332 617.18494 67 165 - 585.00957 - 27.9 670s 58182 47105 693.20584 126 62 - 585.02797 - 27.8 675s 58857 47606 652.45161 66 62 - 585.16181 - 27.9 680s 59604 48206 710.92564 177 49 - 585.22313 - 27.9 685s 60475 48901 616.50000 49 78 - 585.28613 - 27.8 690s 61206 49534 712.23362 108 95 - 585.31796 - 27.8 696s 61767 49953 636.23300 51 180 - 585.37451 - 27.7 700s 62554 50568 682.64880 82 66 - 585.48559 - 27.7 705s 63465 51265 622.75585 55 159 - 585.53264 - 27.7 710s 64352 52021 598.61520 47 154 - 585.57415 - 27.6 715s 65082 52533 727.72207 121 136 - 585.60113 - 27.6 720s 65877 53202 629.38340 53 196 - 585.70048 - 27.6 725s 66651 53854 723.16243 176 82 - 585.75855 - 27.6 730s 67374 54410 764.85479 223 72 - 585.80398 - 27.6 735s 68235 55138 624.90694 50 240 - 585.90941 - 27.5 740s 68756 55567 688.58302 116 143 - 585.94906 - 27.5 745s 69754 56366 588.02862 50 178 - 585.98859 - 27.4 750s 70661 57096 723.42478 123 144 - 586.06415 - 27.4 755s 71407 57680 676.29939 81 95 - 586.10526 - 27.4 761s 71881 58046 634.56887 51 172 - 586.15317 - 27.4 765s 72776 58737 607.76748 50 77 - 586.21884 - 27.3 770s 73529 59347 595.99334 43 185 - 586.33605 - 27.3 775s 74344 59987 613.98788 63 163 - 586.36650 - 27.3 780s 75100 60591 719.98091 125 107 - 586.40414 - 27.3 785s 75948 61203 718.76089 138 149 - 586.48262 - 27.3 790s 76823 61863 690.21047 77 71 - 586.50845 - 27.3 795s 77572 62494 694.31618 102 149 - 586.56367 - 27.3 800s 78512 63257 673.92174 98 69 - 586.62978 - 27.2 805s 79311 63900 649.51724 69 69 - 586.70391 - 27.2 810s 80287 64683 740.63420 172 56 - 586.74360 - 27.1 815s 81037 65300 715.66010 121 136 - 586.77299 - 27.1 820s 81608 65749 713.42677 113 73 - 586.81268 - 27.2 825s 82231 66209 628.00000 60 68 - 586.91078 - 27.2 830s 82927 66788 702.94530 78 134 - 586.94954 - 27.2 835s 83616 67354 654.36418 71 96 - 587.04541 - 27.3 840s 84467 68037 697.10328 123 90 - 587.08554 - 27.2 845s 85227 68639 670.95901 79 153 - 587.14036 - 27.3 850s 85936 69162 600.58794 53 173 - 587.18245 - 27.3 855s 86739 69817 728.52679 105 84 - 587.20588 - 27.3 860s 87517 70414 652.64706 73 125 - 587.26224 - 27.3 865s 88220 70912 682.38371 107 138 - 587.29666 - 27.3 870s 88949 71513 679.17169 102 49 - 587.31927 - 27.3 875s 89670 72030 606.55154 48 123 - 587.33552 - 27.3 880s 90299 72482 infeasible 120 - 587.37400 - 27.4 885s 91123 73115 702.20880 109 64 - 587.42700 - 27.4 890s 91809 73679 661.18391 80 55 - 587.47433 - 27.4 896s 92161 73937 600.16378 50 197 - 587.51153 - 27.4 900s 92988 74592 594.46663 44 179 - 587.55748 - 27.4 905s 93884 75354 660.91321 82 145 - 587.60641 - 27.3 910s 94837 76062 646.58554 58 137 - 587.66987 - 27.3 915s 95642 76689 621.42669 63 122 - 587.73117 - 27.3 920s 96376 77304 infeasible 135 - 587.76675 - 27.3 925s 97056 77821 675.21585 72 118 - 587.83224 - 27.3 930s 97906 78486 662.62972 86 66 - 587.90380 - 27.3 935s 98626 79076 637.82687 60 187 - 587.93740 - 27.3 940s 99457 79777 702.12276 134 98 - 587.97930 - 27.3 945s 100202 80344 704.40496 115 89 - 588.00369 - 27.2 950s 100970 80928 655.77063 74 115 - 588.03712 - 27.2 955s 101918 81711 622.21739 58 57 - 588.05856 - 27.2 960s 102458 82145 604.84612 56 72 - 588.10936 - 27.2 965s 103305 82805 770.76238 141 88 - 588.17311 - 27.2 970s 103994 83309 678.04782 61 152 - 588.21108 - 27.2 975s 104857 83995 633.91286 61 142 - 588.24942 - 27.2 980s 105535 84519 infeasible 75 - 588.27337 - 27.2 985s 106311 85139 614.44214 49 74 - 588.31198 - 27.2 990s 107058 85747 701.04047 84 160 - 588.37008 - 27.2 995s 107867 86364 657.67895 71 79 - 588.39972 - 27.2 1000s 108673 87024 735.27955 153 75 - 588.42442 - 27.2 1005s 109621 87782 683.27084 78 162 - 588.44596 - 27.2 1010s 110386 88398 659.44652 74 64 - 588.50603 - 27.2 1015s 111075 88931 653.66582 71 188 - 588.55741 - 27.2 1020s 111945 89626 666.35434 83 84 - 588.60055 - 27.2 1025s 112578 90152 682.52301 86 174 - 588.63261 - 27.1 1030s 113207 90660 604.34504 43 162 - 588.66392 - 27.2 1035s 114012 91287 653.51724 75 66 - 588.70081 - 27.2 1040s 114742 91860 702.25685 89 66 - 588.73575 - 27.2 1045s 115657 92569 706.69768 128 54 - 588.77605 - 27.2 1050s 116585 93355 702.77734 134 65 - 588.81964 - 27.1 1055s 117308 93907 635.85660 56 160 - 588.83867 - 27.2 1060s 118071 94525 635.84826 66 169 - 588.85305 - 27.2 1065s 118828 95144 733.24701 208 98 - 588.89883 - 27.2 1070s 119581 95724 675.09731 80 76 - 588.91922 - 27.2 1075s 120401 96361 686.65900 114 141 - 588.97817 - 27.2 1080s 121262 97028 601.84612 55 78 - 589.04099 - 27.2 1085s 122038 97627 663.26438 93 61 - 589.08386 - 27.2 1090s 122568 98041 648.17268 61 155 - 589.09624 - 27.2 1095s 123354 98689 infeasible 102 - 589.12723 - 27.2 1100s 124119 99313 603.01873 56 161 - 589.16648 - 27.2 1105s 124778 99840 595.84731 50 151 - 589.18072 - 27.3 1110s 125678 100589 623.09296 63 128 - 589.21829 - 27.2 1115s 126731 101475 612.79260 56 141 - 589.26561 - 27.2 1120s 127669 102265 648.98783 80 91 - 589.29625 - 27.1 1125s 128511 102871 638.60412 50 168 - 589.32647 - 27.1 1130s 129420 103578 711.61259 77 122 - 589.34627 - 27.1 1135s 130287 104226 690.39128 69 104 - 589.37893 - 27.1 1140s 131177 104961 608.98527 46 172 - 589.41645 - 27.1 1145s 132030 105657 729.91831 76 138 - 589.47671 - 27.1 1150s 132702 106159 658.02254 66 141 - 589.51292 - 27.1 1155s 133282 106621 669.76280 70 146 - 589.53853 - 27.1 1160s 134252 107381 616.74304 54 81 - 589.57934 - 27.1 1165s 135037 107973 606.30386 46 177 - 589.61555 - 27.1 1170s 135886 108686 infeasible 126 - 589.65445 - 27.1 1175s 136680 109319 infeasible 135 - 589.68007 - 27.1 1180s 137586 110073 674.75849 112 70 - 589.72729 - 27.1 1185s 138492 110776 686.23553 109 62 - 589.76564 - 27.0 1190s 139259 111397 662.00209 94 53 - 589.79120 - 27.1 1195s 140110 112074 606.64425 46 170 - 589.84001 - 27.0 1200s 140941 112742 662.68293 65 79 - 589.86361 - 27.1 1205s 141949 113547 701.56072 117 97 - 589.88830 - 27.0 1210s 142703 114114 732.64289 94 117 - 589.93735 - 27.0 1215s 143346 114621 633.60345 66 74 - 589.95609 - 27.0 1220s 144192 115290 685.08789 115 109 - 589.98176 - 27.0 1225s 145044 115919 infeasible 118 - 590.04140 - 27.0 1230s 145885 116601 690.83242 85 136 - 590.08176 - 27.0 1235s 146798 117345 609.14975 50 162 - 590.10917 - 27.0 1240s 147733 118077 787.16274 150 72 - 590.12698 - 26.9 1245s 148479 118594 599.38686 44 187 - 590.19326 - 27.0 1250s 149268 119248 634.14378 52 180 - 590.23633 - 27.0 1255s 150033 119856 696.09693 133 118 - 590.28980 - 27.0 1260s 150891 120512 622.43709 49 155 - 590.32218 - 27.0 1265s 151776 121238 671.37248 87 79 - 590.34751 - 27.0 1270s 152661 121871 608.38238 58 83 - 590.36916 - 26.9 1275s 153267 122365 670.63018 65 159 - 590.39057 - 26.9 1280s 153972 122853 668.55578 62 81 - 590.44163 - 27.0 1285s 154705 123444 659.20683 65 154 - 590.46217 - 27.0 1290s 155467 124021 659.04896 68 134 - 590.48616 - 27.0 1295s 156301 124645 705.58806 74 152 - 590.50520 - 27.0 1300s 157110 125313 658.58595 65 117 - 590.55180 - 27.0 1305s 157931 125990 706.68358 135 109 - 590.58150 - 27.0 1310s 158884 126759 698.62627 136 72 - 590.60081 - 27.0 1315s 159754 127437 716.90915 153 46 - 590.63058 - 27.0 1320s 160531 128042 591.60840 50 161 - 590.63848 - 27.0 1325s 161108 128483 603.82249 53 68 - 590.67125 - 27.0 1330s 162045 129209 673.96350 79 119 - 590.68463 - 27.0 1335s 162798 129835 664.55556 66 96 - 590.70578 - 27.0 1340s 163504 130399 647.06270 74 63 - 590.72577 - 27.0 1345s 164350 131055 613.44276 48 170 - 590.74845 - 27.0 1350s 165098 131599 750.45758 104 148 - 590.77367 - 27.0 1355s 165909 132162 663.39191 72 71 - 590.79852 - 27.0 1360s 166783 132838 608.43489 54 109 - 590.80982 - 27.0 1365s 167695 133514 604.54840 51 111 - 590.84305 - 27.0 1370s 168477 134127 743.08780 138 116 - 590.85770 - 27.0 1375s 169192 134667 666.02862 67 145 - 590.88445 - 27.0 1380s 170144 135335 598.70228 43 160 - 590.89900 - 27.0 1385s 170918 135987 664.48097 109 60 - 590.91085 - 27.0 1390s 171750 136653 617.56252 56 177 - 590.92529 - 27.0 1395s 172596 137327 599.69181 42 199 - 590.95081 - 27.0 1400s 173466 138053 617.98504 46 124 - 590.97192 - 27.0 1405s 174002 138517 700.77854 105 84 - 590.97915 - 27.0 1410s 175018 139245 644.08636 56 119 - 591.00964 - 26.9 1415s 175929 140001 615.29323 54 155 - 591.02797 - 26.9 1420s 176747 140633 infeasible 67 - 591.03712 - 26.9 1425s 177607 141297 716.46101 132 108 - 591.05136 - 26.9 1430s 178261 141767 591.99905 55 165 - 591.07330 - 26.9 1435s 179023 142310 710.55775 161 90 - 591.11748 - 26.9 1440s 179797 142904 611.45831 54 166 - 591.15476 - 27.0 1445s 180599 143556 635.57822 59 196 - 591.19271 - 27.0 1450s 181454 144234 743.98616 131 70 - 591.20531 - 27.0 1455s 182284 144878 infeasible 73 - 591.21951 - 26.9 1460s 183071 145486 623.48954 60 86 - 591.25513 - 27.0 1465s 183707 146005 609.22685 60 140 - 591.27394 - 27.0 1470s 184478 146620 606.04414 46 104 - 591.29195 - 27.0 1475s 185163 147174 648.04212 59 177 - 591.30767 - 27.0 1480s 186050 147888 641.69568 56 101 - 591.31312 - 27.0 1485s 186961 148570 infeasible 200 - 591.32573 - 27.0 1490s 187727 149133 665.12525 62 155 - 591.33164 - 27.0 1495s 188643 149855 748.13917 159 105 - 591.34643 - 27.0 1500s 189517 150551 745.52166 166 74 - 591.35476 - 27.0 1505s 190369 151216 infeasible 150 - 591.36748 - 27.0 1510s 191263 151925 609.38708 49 107 - 591.39112 - 26.9 1515s 192206 152691 697.17732 124 99 - 591.40030 - 26.9 1520s 193088 153358 643.35288 72 174 - 591.45275 - 26.9 1525s 193908 154046 634.55783 60 136 - 591.47202 - 26.9 1530s 194508 154507 615.52373 53 134 - 591.48572 - 26.9 1535s 195412 155280 674.39105 99 153 - 591.50527 - 26.9 1540s 196196 155891 671.47478 84 108 - 591.53693 - 26.9 1545s 197034 156538 661.90426 74 83 - 591.55228 - 26.9 1550s 197915 157262 611.36748 55 79 - 591.56535 - 26.9 1555s 198639 157787 infeasible 113 - 591.58941 - 26.9 1560s 199466 158422 657.85339 59 172 - 591.61777 - 26.9 1565s 200359 159129 617.43872 65 164 - 591.63429 - 26.9 1570s 201214 159780 710.86701 118 71 - 591.65535 - 26.9 1575s 201991 160386 740.78271 80 134 - 591.70396 - 26.9 1580s 202848 161080 645.94406 68 82 - 591.72164 - 26.9 1585s 203707 161767 622.97373 50 133 - 591.75971 - 26.9 1590s 204304 162278 704.79371 87 133 - 591.76778 - 26.9 1595s 205017 162796 600.17192 46 199 - 591.78610 - 26.9 1600s 205747 163385 695.80850 132 96 - 591.80680 - 26.9 1605s 206610 164041 679.48226 143 52 - 591.82527 - 26.9 1610s 207457 164699 746.66522 101 110 - 591.84597 - 26.9 1615s 208151 165230 680.72235 88 137 - 591.86980 - 26.9 1620s 208954 165848 633.83146 57 126 - 591.88737 - 26.9 1625s 209798 166481 681.27447 57 104 - 591.89909 - 26.9 1630s 210736 167205 668.00879 86 122 - 591.90856 - 26.9 1635s 211518 167788 748.53334 176 74 - 591.92963 - 26.9 1640s 212263 168342 679.74957 64 80 - 591.95081 - 26.9 1645s 213025 168958 639.82884 57 146 - 591.98116 - 26.9 1650s 213927 169661 infeasible 66 - 591.99563 - 26.9 1655s 214609 170233 729.78000 147 48 - 592.00680 - 26.9 1660s 215407 170824 infeasible 192 - 592.01569 - 26.9 1665s 216245 171477 661.89690 76 77 - 592.04198 - 26.9 1670s 217075 172140 685.37187 60 138 - 592.05407 - 26.9 1675s 217959 172778 889.00651 147 79 - 592.06331 - 26.9 1680s 218752 173390 692.81464 101 126 - 592.08176 - 26.9 1685s 219655 174100 663.45524 60 167 - 592.10128 - 26.9 1690s 220462 174711 769.60990 185 81 - 592.11099 - 26.9 1695s 221266 175342 616.89688 64 92 - 592.13065 - 26.9 1700s 222281 176183 621.77508 53 187 - 592.14001 - 26.9 1705s 222968 176734 660.82629 102 67 - 592.15277 - 26.9 1710s 223689 177228 652.34798 74 161 - 592.17990 - 26.9 1715s 224450 177764 623.34161 63 87 - 592.18889 - 26.9 1720s 224976 178195 infeasible 87 - 592.20703 - 26.9 1725s 225871 178893 615.04180 50 132 - 592.23915 - 26.9 1730s 226595 179416 610.28577 47 177 - 592.25350 - 26.9 1735s 227547 180178 601.89743 49 131 - 592.26238 - 26.9 1740s 228284 180761 623.77875 54 168 - 592.28168 - 26.9 1745s 229081 181378 669.43936 67 187 - 592.29420 - 26.9 1750s 229935 182043 681.68886 135 85 - 592.31730 - 26.9 1755s 230706 182680 608.56648 71 104 - 592.33446 - 26.9 1760s 231379 183236 615.22394 50 165 - 592.35617 - 26.9 1765s 232287 183910 604.04874 57 82 - 592.36748 - 26.9 1770s 233367 184764 654.26940 100 116 - 592.37034 - 26.9 1775s 234238 185504 754.13399 170 47 - 592.38479 - 26.9 1780s 234878 185998 766.85129 171 84 - 592.39098 - 26.9 1785s 235703 186681 689.51247 118 61 - 592.42068 - 26.9 1790s 236518 187291 713.90819 92 99 - 592.44177 - 26.9 1795s 237449 188037 599.36778 54 63 - 592.46333 - 26.9 1800s 238230 188663 infeasible 115 - 592.47786 - 26.9 1805s 238991 189211 698.16908 79 122 - 592.50109 - 26.9 1810s 239825 189886 650.95569 42 172 - 592.51899 - 26.9 1815s 240765 190658 709.18780 142 127 - 592.52759 - 26.9 1820s 241739 191451 706.14129 166 44 - 592.54681 - 26.8 1825s 242560 192036 infeasible 70 - 592.56932 - 26.8 1830s 243344 192697 691.26713 85 135 - 592.58519 - 26.8 1835s 244277 193477 infeasible 86 - 592.59780 - 26.8 1840s 245002 194051 604.40366 60 125 - 592.60631 - 26.8 1845s 245712 194583 746.52597 123 106 - 592.64074 - 26.8 1850s 246670 195300 693.64863 145 73 - 592.65450 - 26.8 1855s 247555 195991 612.83389 49 150 - 592.68180 - 26.8 1860s 248400 196693 644.54688 61 69 - 592.69560 - 26.8 1865s 249250 197384 697.49466 82 137 - 592.70910 - 26.8 1870s 250029 197970 660.77908 71 79 - 592.72088 - 26.8 1875s 250881 198683 745.45993 133 92 - 592.74353 - 26.8 1880s 251673 199253 619.92201 58 153 - 592.75878 - 26.8 1885s 252444 199811 infeasible 78 - 592.79001 - 26.8 1890s 253335 200489 682.41822 90 83 - 592.80824 - 26.8 1895s 254280 201244 777.09376 166 114 - 592.82656 - 26.8 1900s 255203 201966 597.70728 45 101 - 592.84272 - 26.8 1906s 255781 202395 633.99807 47 173 - 592.85634 - 26.8 1910s 256581 202970 663.89173 103 101 - 592.85634 - 26.8 1915s 257291 203479 644.31250 47 164 - 592.85634 - 26.8 1920s 258161 204212 infeasible 160 - 592.86093 - 26.8 1925s 259094 204896 601.73844 44 190 - 592.87071 - 26.8 1930s 260190 205823 707.43395 169 88 - 592.88479 - 26.7 1935s 261047 206508 678.08852 88 145 - 592.88973 - 26.7 1940s 261916 207139 668.75712 127 112 - 592.90341 - 26.7 1945s 262767 207786 634.37489 62 102 - 592.92849 - 26.7 1950s 263775 208589 667.70031 112 69 - 592.95540 - 26.7 1955s 264682 209320 636.45927 57 157 - 592.97366 - 26.7 1960s 265404 209890 672.09038 66 138 - 592.99979 - 26.7 1965s 266074 210430 675.91100 119 74 - 593.01614 - 26.7 1970s 266926 211037 680.45947 82 128 - 593.02867 - 26.7 1975s 267855 211745 606.92306 55 154 - 593.04621 - 26.7 1980s 268736 212447 674.03494 114 51 - 593.06044 - 26.7 1985s 269593 213151 644.20391 63 171 - 593.06936 - 26.7 1990s 270403 213794 702.57934 138 133 - 593.07402 - 26.7 1995s 271343 214553 infeasible 65 - 593.08519 - 26.7 2000s 272186 215207 763.32521 184 77 - 593.11446 - 26.7 2005s 273168 215906 infeasible 51 - 593.13651 - 26.7 2010s 273847 216461 infeasible 59 - 593.16445 - 26.7 2015s 274810 217206 infeasible 77 - 593.18061 - 26.7 2020s 275605 217861 692.11183 136 84 - 593.19248 - 26.6 2025s 276520 218555 607.19860 50 178 - 593.21111 - 26.6 2030s 277377 219233 751.85545 133 90 - 593.22986 - 26.6 2035s 278331 220004 infeasible 106 - 593.24482 - 26.6 2040s 279166 220642 624.37989 59 143 - 593.26543 - 26.6 2045s 280183 221460 632.13781 54 142 - 593.27262 - 26.6 2050s 280966 222092 711.99846 84 149 - 593.28128 - 26.6 2055s 281759 222726 infeasible 119 - 593.29230 - 26.6 2060s 282676 223481 752.42672 188 106 - 593.30628 - 26.6 2065s 283609 224180 641.16680 54 149 - 593.31544 - 26.6 2070s 284330 224736 604.18280 50 144 - 593.33082 - 26.6 2075s 285389 225590 602.74828 50 181 - 593.34636 - 26.6 2080s 285962 226010 656.37575 86 73 - 593.35546 - 26.6 2085s 286844 226687 715.13782 159 75 - 593.36748 - 26.6 2090s 287879 227490 607.79681 45 191 - 593.37751 - 26.5 2095s 288592 228100 652.96707 68 148 - 593.39525 - 26.5 2100s 289402 228690 663.88802 57 163 - 593.40297 - 26.6 2105s 290393 229448 616.90802 47 146 - 593.43523 - 26.5 2110s 291378 230286 infeasible 215 - 593.45072 - 26.5 2115s 292363 231027 682.35193 102 79 - 593.46817 - 26.5 2120s 293280 231806 687.02367 72 165 - 593.48152 - 26.5 2125s 294181 232558 686.84087 155 98 - 593.50169 - 26.5 2130s 295081 233196 658.27864 69 146 - 593.51614 - 26.5 2135s 296007 233944 689.88031 132 55 - 593.52758 - 26.5 2140s 296843 234606 628.89753 64 153 - 593.54349 - 26.4 2145s 297699 235304 607.15572 55 155 - 593.55172 - 26.4 2150s 298467 235908 613.41805 52 136 - 593.56848 - 26.4 2155s 299359 236601 660.63528 99 115 - 593.58534 - 26.4 2160s 300130 237222 692.19363 81 149 - 593.59908 - 26.4 2165s 300870 237798 infeasible 102 - 593.61674 - 26.5 2170s 301605 238347 605.19251 58 89 - 593.62841 - 26.5 2175s 302523 239032 599.82249 57 56 - 593.64225 - 26.5 2180s 303368 239697 724.72257 134 83 - 593.65064 - 26.5 2185s 304154 240304 656.81651 106 55 - 593.66564 - 26.5 2190s 305008 240927 742.45788 248 86 - 593.68747 - 26.5 2195s 305835 241524 670.15723 95 70 - 593.70276 - 26.5 2200s 306469 242043 664.93662 54 158 - 593.72820 - 26.5 2205s 307414 242803 636.06522 61 95 - 593.73910 - 26.5 2210s 308332 243500 687.64294 151 95 - 593.75457 - 26.4 2215s 309139 244110 infeasible 72 - 593.77373 - 26.4 2220s 309983 244803 605.82156 45 190 - 593.78411 - 26.4 2225s 311064 245669 671.59779 76 138 - 593.79743 - 26.4 2230s 311989 246405 725.41111 126 128 - 593.80921 - 26.4 2235s 312861 247094 624.52605 46 148 - 593.82018 - 26.4 2240s 313745 247802 infeasible 143 - 593.82496 - 26.4 2245s 314494 248296 infeasible 90 - 593.83408 - 26.4 2250s 315332 249005 690.46346 79 116 - 593.84952 - 26.4 2255s 316082 249578 727.73272 124 68 - 593.86748 - 26.4 2260s 316702 250056 670.75268 68 147 - 593.88472 - 26.4 2265s 317566 250730 601.26965 48 117 - 593.91248 - 26.4 2270s 318309 251324 666.10134 74 150 - 593.92400 - 26.4 2275s 319194 252008 675.60292 86 80 - 593.93448 - 26.4 2280s 320068 252714 infeasible 80 - 593.94722 - 26.4 2285s 320965 253431 644.02299 69 61 - 593.95920 - 26.4 2290s 321764 254073 750.51418 174 93 - 593.97507 - 26.4 2295s 322587 254703 654.10656 78 78 - 593.99248 - 26.4 2300s 323461 255336 675.69265 79 143 - 594.00163 - 26.4 2305s 324271 255911 760.29725 117 115 - 594.01578 - 26.4 2310s 325246 256686 607.72274 52 165 - 594.02666 - 26.4 2315s 326048 257392 688.05474 90 126 - 594.03168 - 26.4 2320s 326715 257964 664.66802 128 52 - 594.03657 - 26.4 2325s 327437 258433 705.73609 92 144 - 594.05638 - 26.4 2330s 328259 259048 618.14482 52 168 - 594.07311 - 26.4 2335s 329361 259924 648.61299 73 63 - 594.07985 - 26.4 2340s 330298 260650 662.23994 67 126 - 594.09360 - 26.4 2345s 331078 261258 650.61247 55 196 - 594.10786 - 26.4 2350s 332001 261981 651.73913 70 78 - 594.12586 - 26.4 2355s 332964 262762 613.75732 57 136 - 594.14310 - 26.3 2360s 333811 263448 660.54861 71 155 - 594.15564 - 26.3 2365s 334706 264123 764.69420 178 63 - 594.18298 - 26.3 2370s 335426 264688 683.59141 119 94 - 594.19197 - 26.3 2375s 336315 265371 628.93362 59 164 - 594.20363 - 26.3 2380s 336940 265817 638.89643 53 93 - 594.21646 - 26.3 2385s 337755 266398 618.37340 68 98 - 594.22876 - 26.3 2390s 338606 267061 618.50244 55 150 - 594.24604 - 26.3 2395s 339640 267859 606.56946 47 168 - 594.27066 - 26.3 2400s 340456 268507 703.32684 96 72 - 594.28882 - 26.3 2405s 341246 269116 664.32862 70 59 - 594.29608 - 26.3 2410s 342259 269952 614.56950 50 161 - 594.30370 - 26.3 2415s 343259 270732 687.50062 75 155 - 594.31534 - 26.3 2420s 344121 271424 662.77954 88 74 - 594.32546 - 26.3 2425s 345020 272152 646.90536 50 161 - 594.33957 - 26.3 2430s 346018 272959 665.45064 75 64 - 594.35564 - 26.3 2435s 347074 273802 639.51724 66 64 - 594.36748 - 26.3 2440s 347789 274406 697.42695 107 96 - 594.36778 - 26.3 2445s 348811 275228 595.86774 44 181 - 594.38517 - 26.2 2450s 349741 275999 748.74488 186 93 - 594.38932 - 26.2 2455s 350819 276839 655.86801 80 65 - 594.40636 - 26.2 2460s 351928 277827 infeasible 204 - 594.41926 - 26.2 2465s 352700 278395 673.08339 130 70 - 594.43892 - 26.2 2470s 353655 279117 662.49054 56 176 - 594.45226 - 26.2 2475s 354636 279875 595.04572 51 166 - 594.46466 - 26.2 2480s 355539 280634 752.31657 187 70 - 594.48556 - 26.2 2485s 356513 281391 797.26368 192 76 - 594.49513 - 26.2 2490s 357218 281900 699.57002 140 117 - 594.50449 - 26.2 2495s 357912 282419 642.64356 70 70 - 594.51068 - 26.2 2500s 358884 283250 infeasible 207 - 594.51977 - 26.2 2505s 359811 283996 654.04750 88 74 - 594.53237 - 26.1 2510s 360792 284774 689.80445 116 62 - 594.54185 - 26.1 2515s 361756 285488 669.68088 85 68 - 594.54856 - 26.1 2520s 362630 286119 infeasible 119 - 594.55498 - 26.1 2525s 363531 286806 615.01646 57 99 - 594.56568 - 26.1 2530s 364522 287620 654.78888 79 55 - 594.57730 - 26.1 2535s 365442 288352 740.45629 171 89 - 594.58091 - 26.1 2540s 366247 289013 748.14853 141 89 - 594.59088 - 26.1 2545s 367195 289753 731.66149 141 56 - 594.59824 - 26.1 2550s 367892 290299 741.41912 138 92 - 594.60341 - 26.1 2555s 368621 290876 741.03712 122 91 - 594.61546 - 26.1 2560s 369402 291461 649.46735 90 40 - 594.63065 - 26.1 2565s 370412 292313 663.71821 93 139 - 594.64073 - 26.1 2570s 371130 292829 632.76589 59 180 - 594.64414 - 26.1 2575s 371805 293341 605.99410 54 132 - 594.66554 - 26.1 2580s 372723 294027 infeasible 167 - 594.68216 - 26.1 2585s 373590 294734 683.06141 107 73 - 594.68604 - 26.1 2590s 374450 295377 603.65428 57 116 - 594.71081 - 26.1 2595s 375306 296041 717.35571 107 105 - 594.72042 - 26.1 2600s 376179 296685 604.51471 51 157 - 594.73141 - 26.1 2605s 377022 297383 607.06404 50 183 - 594.74248 - 26.1 2610s 377704 297988 753.73237 188 39 - 594.74758 - 26.1 2615s 378525 298648 687.63331 77 153 - 594.75600 - 26.1 2620s 379370 299309 infeasible 88 - 594.76533 - 26.1 2625s 380253 300025 660.66916 65 158 - 594.77789 - 26.1 2630s 381124 300736 638.36652 47 153 - 594.78828 - 26.1 2635s 381759 301201 620.65312 57 150 - 594.79288 - 26.1 2640s 382653 301927 609.50029 42 170 - 594.81111 - 26.1 2645s 383487 302529 infeasible 63 - 594.82308 - 26.1 2650s 384166 303009 infeasible 52 - 594.83757 - 26.1 2655s 384872 303558 623.31748 44 154 - 594.84850 - 26.2 2660s 385657 304154 630.35791 59 107 - 594.85909 - 26.2 2665s 386441 304767 597.35706 56 140 - 594.87187 - 26.2 2670s 387303 305456 715.63516 129 88 - 594.88364 - 26.2 2675s 387989 305915 609.38817 49 188 - 594.89042 - 26.2 2680s 388850 306563 616.78705 50 172 - 594.90133 - 26.2 2685s 389697 307217 719.79784 115 123 - 594.90673 - 26.2 2690s 390444 307721 626.50110 46 169 - 594.91890 - 26.2 2695s 391312 308382 682.30617 107 143 - 594.92590 - 26.2 2700s 392197 309058 638.41479 58 122 - 594.93836 - 26.2 2705s 392950 309613 617.17484 60 140 - 594.96249 - 26.2 2710s 393749 310237 633.41479 58 144 - 594.98247 - 26.2 2715s 394672 310991 684.34147 140 80 - 594.98866 - 26.2 2720s 395469 311561 675.87666 72 129 - 595.00163 - 26.2 2725s 396400 312255 715.60704 173 70 - 595.00833 - 26.2 2730s 397270 312901 595.04601 47 168 - 595.01303 - 26.2 2735s 398106 313537 686.11993 98 70 - 595.02847 - 26.2 2741s 398741 314021 614.82583 56 152 - 595.03414 - 26.2 2745s 399621 314707 698.74848 113 51 - 595.04097 - 26.2 2750s 400479 315347 infeasible 119 - 595.04942 - 26.2 2755s 401410 316045 611.70081 57 114 - 595.06064 - 26.2 2760s 402278 316749 633.46698 62 143 - 595.06718 - 26.2 2765s 403110 317338 infeasible 106 - 595.08149 - 26.2 2770s 404019 318016 634.24076 50 181 - 595.09766 - 26.2 2775s 404843 318655 infeasible 128 - 595.10783 - 26.2 2780s 405664 319257 686.72478 73 86 - 595.11748 - 26.2 2785s 406742 320136 745.18964 141 73 - 595.12373 - 26.2 2790s 407728 320900 695.58275 111 92 - 595.13959 - 26.2 2795s 408339 321301 637.45646 69 166 - 595.14733 - 26.2 2800s 409156 321892 662.87097 71 69 - 595.16836 - 26.2 2805s 410214 322721 693.30640 134 108 - 595.17716 - 26.1 2810s 411021 323341 702.54045 71 152 - 595.18810 - 26.1 2815s 411732 323838 711.82181 85 118 - 595.19900 - 26.2 2820s 412606 324527 616.65455 49 163 - 595.20535 - 26.2 2825s 413538 325242 infeasible 104 - 595.21991 - 26.1 2830s 414339 325856 601.36748 56 69 - 595.22820 - 26.1 2835s 415207 326536 622.12016 55 167 - 595.23067 - 26.1 2840s 416078 327265 707.38064 116 42 - 595.24248 - 26.1 2845s 416887 327884 680.06692 71 152 - 595.25636 - 26.1 2850s 417711 328505 654.91877 96 60 - 595.27205 - 26.1 2855s 418508 329111 650.86052 56 190 - 595.28197 - 26.2 2861s 419141 329571 780.17149 152 90 - 595.28414 - 26.2 2865s 420163 330356 763.07166 235 59 - 595.29205 - 26.1 2870s 421088 331074 643.60032 67 157 - 595.30741 - 26.1 2875s 421950 331694 710.14532 97 95 - 595.32400 - 26.1 2880s 422849 332396 667.25470 90 114 - 595.33909 - 26.1 2885s 423916 333261 616.11632 46 149 - 595.35710 - 26.1 2890s 424701 333868 infeasible 95 - 595.36549 - 26.1 2895s 425438 334424 633.55851 64 146 - 595.37096 - 26.1 2900s 426321 335096 612.64393 60 154 - 595.38801 - 26.1 2905s 427320 335913 672.30835 89 135 - 595.39063 - 26.1 2910s 428118 336541 682.01950 130 135 - 595.40341 - 26.1 2915s 428727 337004 808.46052 165 103 - 595.40758 - 26.1 2920s 429577 337609 613.97288 55 152 - 595.42489 - 26.1 2925s 430306 338177 675.21154 72 83 - 595.44331 - 26.1 2930s 431166 338821 719.73356 67 162 - 595.45853 - 26.1 2935s 431978 339404 infeasible 62 - 595.47396 - 26.1 2940s 432806 340027 662.12957 79 75 - 595.48755 - 26.1 2945s 433525 340601 630.27812 42 194 - 595.49281 - 26.2 2950s 434366 341294 733.72058 143 110 - 595.50286 - 26.2 2955s 435260 341952 680.76724 93 104 - 595.50673 - 26.2 2960s 436128 342596 607.14223 55 175 - 595.52201 - 26.2 2965s 436993 343220 infeasible 64 - 595.53414 - 26.2 2970s 437930 343899 664.16010 84 48 - 595.54068 - 26.1 2975s 438863 344659 700.61887 125 79 - 595.54465 - 26.1 2980s 439559 345177 648.69703 57 149 - 595.55398 - 26.1 2985s 440433 345867 689.06751 75 134 - 595.56102 - 26.1 2990s 441384 346567 677.38335 86 128 - 595.56671 - 26.1 2995s 442256 347255 675.98311 71 148 - 595.58081 - 26.1 3000s 443193 347936 613.45217 47 158 - 595.59279 - 26.1 3005s 443974 348546 703.69846 104 76 - 595.60128 - 26.1 3010s 444723 349038 621.26141 54 154 - 595.61029 - 26.1 3015s 445698 349853 663.16657 123 80 - 595.61900 - 26.1 3020s 446520 350510 618.11830 55 144 - 595.63105 - 26.1 3025s 447343 351154 729.18788 150 88 - 595.63884 - 26.1 3030s 448091 351755 652.33554 97 63 - 595.65609 - 26.1 3035s 448810 352311 662.92088 60 171 - 595.66627 - 26.1 3040s 449362 352746 infeasible 96 - 595.66941 - 26.2 3045s 450268 353403 infeasible 148 - 595.69383 - 26.2 3050s 450981 353951 729.18874 111 50 - 595.71064 - 26.2 3055s 451798 354574 651.97090 60 150 - 595.72509 - 26.2 3060s 452728 355282 606.27543 55 159 - 595.72673 - 26.2 3065s 453641 356011 732.06007 165 104 - 595.73778 - 26.2 3070s 454632 356774 654.94451 78 52 - 595.76076 - 26.2 3075s 455629 357534 735.60759 121 75 - 595.77160 - 26.1 3080s 456530 358240 675.42489 68 130 - 595.78355 - 26.1 3085s 457288 358780 infeasible 88 - 595.79017 - 26.2 3090s 458203 359520 647.52337 87 53 - 595.80518 - 26.2 3095s 459187 360259 671.92381 58 150 - 595.81800 - 26.1 3100s 459820 360732 675.86639 108 86 - 595.82274 - 26.1 3105s 460691 361401 699.39516 79 139 - 595.83205 - 26.1 3110s 461583 362068 643.92546 65 158 - 595.84748 - 26.1 3115s 462427 362722 infeasible 122 - 595.85674 - 26.1 3120s 463315 363364 684.95393 76 156 - 595.86496 - 26.1 3125s 464250 364075 766.68539 121 66 - 595.87353 - 26.1 3130s 465212 364818 678.95532 63 96 - 595.88268 - 26.1 3135s 466048 365474 674.58277 110 48 - 595.89200 - 26.1 3140s 466902 366105 653.20095 51 199 - 595.89435 - 26.1 3145s 467710 366733 infeasible 164 - 595.90506 - 26.1 3150s 468554 367436 664.18162 72 140 - 595.91158 - 26.1 3155s 469337 368057 infeasible 94 - 595.91985 - 26.1 3160s 470086 368641 669.51724 90 49 - 595.92512 - 26.1 3165s 471003 369328 634.80508 58 142 - 595.93737 - 26.1 3170s 471874 369892 690.50272 95 94 - 595.94101 - 26.1 3175s 472750 370522 602.20098 49 158 - 595.95180 - 26.1 3180s 473524 371137 662.40364 59 158 - 595.96231 - 26.1 3185s 474364 371806 628.34373 64 140 - 595.96938 - 26.1 3190s 475303 372454 infeasible 76 - 595.98699 - 26.1 3195s 476156 373103 infeasible 83 - 596.00608 - 26.1 3200s 476907 373662 654.77589 84 87 - 596.01608 - 26.1 3205s 477918 374395 720.52011 133 124 - 596.02587 - 26.1 3210s 478763 375034 707.11594 71 101 - 596.04100 - 26.1 3215s 479754 375783 622.24900 51 136 - 596.05180 - 26.1 3220s 480400 376277 827.48087 213 54 - 596.05705 - 26.1 3225s 481150 376782 614.47302 52 165 - 596.06904 - 26.1 3230s 481960 377432 707.90025 115 132 - 596.07850 - 26.1 3235s 482847 378092 731.79137 110 119 - 596.08455 - 26.1 3240s 483806 378838 713.24547 134 87 - 596.10443 - 26.1 3245s 484613 379417 646.11002 48 139 - 596.11369 - 26.1 3250s 485682 380252 806.00859 276 54 - 596.12293 - 26.1 3255s 486571 380925 717.96137 163 70 - 596.13638 - 26.1 3260s 487334 381524 705.87834 87 125 - 596.14479 - 26.1 3265s 488310 382205 619.98984 49 141 - 596.15691 - 26.1 3270s 489120 382768 690.27845 80 102 - 596.16780 - 26.1 3275s 489979 383430 607.84612 53 175 - 596.18307 - 26.1 3280s 490402 383679 669.32178 81 123 - 596.18877 - 26.1 3285s 491204 384301 614.88774 43 152 - 596.19695 - 26.1 3290s 491927 384852 infeasible 58 - 596.20158 - 26.1 3295s 492706 385457 605.78112 48 123 - 596.20681 - 26.2 3300s 493446 386058 615.24629 48 141 - 596.21829 - 26.2 3305s 494392 386788 667.49616 81 136 - 596.23228 - 26.2 3310s 495157 387356 695.31371 126 60 - 596.23582 - 26.2 3315s 495957 387889 infeasible 106 - 596.24248 - 26.2 3320s 496865 388608 651.91724 68 73 - 596.25636 - 26.2 3325s 497727 389239 infeasible 59 - 596.26780 - 26.2 3330s 498573 389895 652.60055 77 79 - 596.27788 - 26.2 3335s 499434 390568 infeasible 70 - 596.28771 - 26.2 3340s 500205 391173 679.72837 100 52 - 596.29119 - 26.2 3345s 501006 391837 infeasible 114 - 596.29239 - 26.2 3350s 501599 392278 722.16598 102 141 - 596.30282 - 26.2 3355s 502363 392793 619.78797 55 175 - 596.31344 - 26.2 3360s 503224 393474 632.91641 59 95 - 596.32319 - 26.2 3365s 504224 394259 617.32663 55 143 - 596.34394 - 26.2 3370s 505136 394944 607.37581 53 157 - 596.35340 - 26.2 3375s 506110 395698 658.01460 56 82 - 596.36511 - 26.2 3380s 507116 396494 612.55319 59 65 - 596.36748 - 26.1 3385s 508000 397168 688.25068 75 146 - 596.37206 - 26.1 3390s 508994 397943 656.89658 46 186 - 596.38455 - 26.1 3395s 509993 398688 630.96759 65 185 - 596.39403 - 26.1 3400s 510629 399152 infeasible 113 - 596.39896 - 26.1 3405s 511408 399768 649.72557 50 71 - 596.41157 - 26.1 3410s 512244 400446 766.16906 129 96 - 596.41762 - 26.1 3415s 513162 401152 716.94179 101 117 - 596.43020 - 26.1 3420s 513921 401733 672.78132 118 135 - 596.44584 - 26.1 3425s 514735 402339 661.54687 55 54 - 596.44985 - 26.1 3430s 515540 402968 663.01765 85 85 - 596.45785 - 26.1 3435s 516415 403671 infeasible 127 - 596.46344 - 26.1 3440s 517443 404499 701.80589 143 101 - 596.47355 - 26.1 3445s 518216 405022 600.74259 50 169 - 596.48379 - 26.1 3450s 519154 405783 604.44522 52 154 - 596.50000 - 26.1 3455s 519971 406404 699.03466 67 143 - 596.50868 - 26.1 3460s 520621 406862 666.10408 75 105 - 596.51119 - 26.1 3465s 521436 407480 infeasible 82 - 596.52000 - 26.1 3470s 522360 408152 663.18306 76 80 - 596.52343 - 26.1 3475s 523031 408678 661.28915 78 87 - 596.52583 - 26.1 3480s 523780 409219 infeasible 132 - 596.53334 - 26.1 3485s 524652 409836 628.43173 62 178 - 596.53963 - 26.1 3490s 525463 410457 662.87431 79 130 - 596.55487 - 26.1 3495s 526411 411200 603.91748 49 165 - 596.56144 - 26.1 3500s 527225 411803 664.40631 106 115 - 596.56904 - 26.1 3505s 528270 412594 631.38279 65 148 - 596.57532 - 26.1 3510s 529198 413307 627.80208 53 151 - 596.58519 - 26.1 3515s 529870 413847 659.00508 57 154 - 596.59266 - 26.1 3520s 530736 414547 709.09339 152 103 - 596.60138 - 26.1 3525s 531290 414944 652.34454 62 152 - 596.60728 - 26.1 3530s 532009 415504 670.55011 96 61 - 596.61580 - 26.2 3535s 532966 416202 602.37894 45 188 - 596.62761 - 26.2 3540s 533839 416894 616.37421 58 66 - 596.63597 - 26.2 3545s 534667 417571 709.31745 103 97 - 596.64674 - 26.2 3550s 535712 418436 791.05923 263 67 - 596.65421 - 26.1 3555s 536656 419173 infeasible 205 - 596.66152 - 26.1 3560s 537574 419883 684.70785 104 82 - 596.67025 - 26.1 3565s 538617 420667 644.49931 55 171 - 596.68738 - 26.1 3570s 539377 421242 633.75503 50 136 - 596.69726 - 26.1 3575s 540193 421870 615.11748 61 116 - 596.70212 - 26.1 3580s 541009 422495 660.93809 90 49 - 596.71081 - 26.1 3585s 541793 423135 725.29429 129 150 - 596.72256 - 26.1 3590s 542670 423813 641.33166 61 167 - 596.73639 - 26.1 3595s Cutting planes: Learned: 38 Gomory: 30 Cover: 432 Implied bound: 25 Clique: 16 MIR: 375 GUB cover: 54 Zero half: 66 Explored 543465 nodes (14199878 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.970000000000e+02, gap -