Gurobi 5.0.1 (linux64) logging started Tue Jan 1 18:13:06 2013 Optimize a model with 10402 rows, 10201 columns and 63206 nonzeros Presolve removed 3508 rows and 4282 columns Presolve time: 0.13s Presolved: 6894 rows, 5919 columns, 35170 nonzeros Variable types: 100 continuous, 5819 integer (5819 binary) Root relaxation: objective 5.553708e+02, 773 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 555.37076 0 182 - 555.37076 - - 0s 0 0 582.31132 0 162 - 582.31132 - - 0s 0 0 586.69798 0 192 - 586.69798 - - 0s 0 0 588.88698 0 170 - 588.88698 - - 0s 0 0 589.71474 0 187 - 589.71474 - - 0s 0 0 589.78125 0 187 - 589.78125 - - 0s 0 0 591.65476 0 154 - 591.65476 - - 1s 0 0 591.78810 0 171 - 591.78810 - - 1s 0 0 591.78810 0 195 - 591.78810 - - 1s 0 0 591.79222 0 175 - 591.79222 - - 1s 0 0 591.98810 0 170 - 591.98810 - - 1s 0 0 591.98810 0 191 - 591.98810 - - 1s 0 0 592.72669 0 152 - 592.72669 - - 1s 0 0 592.87500 0 180 - 592.87500 - - 2s 0 0 592.87500 0 182 - 592.87500 - - 2s 0 0 592.87500 0 147 - 592.87500 - - 2s 0 0 593.12500 0 155 - 593.12500 - - 2s 0 0 593.12500 0 201 - 593.12500 - - 2s 0 0 593.37500 0 158 - 593.37500 - - 2s 0 0 593.37500 0 177 - 593.37500 - - 2s 0 0 593.37500 0 143 - 593.37500 - - 3s 0 0 593.37500 0 168 - 593.37500 - - 3s 0 0 593.37500 0 168 - 593.37500 - - 3s 0 2 594.00000 0 150 - 594.00000 - - 4s 2 4 603.00000 2 153 - 596.50000 - 236 5s 603 467 646.08333 15 179 - 611.68237 - 19.8 14s 604 468 631.04534 13 154 - 611.68237 - 19.7 21s 605 469 644.06533 16 184 - 611.68237 - 19.7 30s 606 469 646.08333 15 164 - 611.68237 - 19.7 38s 607 470 631.04534 13 157 - 611.68237 - 19.6 45s 608 471 637.16814 8 168 - 611.68237 - 19.6 57s 609 471 623.46430 12 179 - 611.68237 - 19.6 67s 610 472 631.04534 13 157 - 611.68237 - 19.5 75s 611 473 677.14343 37 186 - 611.68237 - 19.5 80s 612 473 627.07740 18 177 - 611.68237 - 19.5 91s 613 474 616.00000 9 181 - 611.68237 - 19.4 99s 614 475 664.55000 23 206 - 611.68237 - 19.4 103s 615 475 644.06533 16 191 - 611.68237 - 19.4 109s 616 476 646.08333 15 169 - 611.68237 - 19.4 117s 617 477 615.87363 9 191 - 611.68237 - 19.3 126s 618 477 617.96565 10 194 - 611.68237 - 19.3 132s 619 478 623.46430 12 200 - 611.68237 - 19.3 141s 621 479 626.30928 12 207 - 612.30351 - 19.2 149s 622 480 664.55000 23 196 - 612.49110 - 19.2 154s 623 481 617.96565 10 216 - 612.55827 - 19.1 156s 625 482 639.89668 22 181 - 613.32562 - 19.1 165s 626 483 631.04534 13 201 - 613.33124 - 19.0 173s 627 483 677.14229 37 194 - 613.33124 - 19.0 179s 628 484 627.07740 18 194 - 613.33124 - 19.0 180s 766 552 696.00972 47 118 - 618.52664 - 38.5 185s 1236 726 635.34901 25 161 - 619.27517 - 32.8 190s 1770 1013 649.11985 22 163 - 619.27778 - 31.5 195s 2318 1368 691.48201 103 88 - 620.24471 - 29.5 200s 2950 1899 743.15507 120 42 - 620.53077 - 27.5 205s 3570 2436 667.44523 46 143 - 620.78059 - 27.0 210s 4089 2883 667.71536 74 83 - 620.94444 - 27.1 215s 4672 3313 708.13501 40 147 - 621.12565 - 27.0 220s 5179 3692 758.45758 112 105 - 621.43469 - 26.9 225s 5761 4188 863.67353 172 60 - 621.48446 - 27.1 230s 6411 4701 637.81382 28 153 - 621.82580 - 26.7 235s 7007 5134 634.17837 36 163 - 622.22711 - 26.5 240s 7641 5529 624.67699 24 144 - 622.36073 - 26.4 245s 8311 6082 676.73067 65 101 - 622.42447 - 26.0 250s 9052 6689 665.07616 63 137 - 622.44444 - 25.7 255s 9700 7254 686.71524 83 89 - 622.49169 - 25.8 260s 10201 7623 infeasible 46 - 622.65631 - 26.0 265s 10788 8085 641.05828 35 166 - 622.74220 - 26.1 270s 11487 8656 690.96367 65 104 - 622.90622 - 25.9 275s 12044 9057 684.57452 86 39 - 622.99440 - 26.0 280s 12577 9513 689.33566 136 96 - 623.02490 - 26.1 285s 13047 9893 674.11401 88 148 - 623.04931 - 26.3 290s 13561 10311 658.60348 45 133 - 623.06717 - 26.7 295s 14170 10827 662.05934 70 101 - 623.10000 - 26.7 300s 14813 11316 662.29988 53 91 - 623.17521 - 26.7 305s 15457 11765 632.63645 45 170 - 623.27545 - 26.7 310s 16144 12289 651.61755 41 120 - 623.33682 - 26.6 315s 16858 12851 691.52534 66 52 - 623.36944 - 26.6 320s 17489 13335 infeasible 119 - 623.42298 - 26.5 325s 17973 13693 658.79036 48 176 - 623.44444 - 26.8 330s 18479 14077 623.65434 25 142 - 623.51257 - 26.9 335s 18942 14370 681.09038 74 131 - 623.59581 - 27.0 340s 19537 14841 624.82746 36 157 - 623.62607 - 27.1 345s 19954 15096 628.03851 29 162 - 623.66547 - 27.2 350s 20402 15448 infeasible 39 - 623.68321 - 27.1 355s 20917 15813 647.85176 38 109 - 623.72062 - 27.2 360s 21336 16149 infeasible 39 - 623.74730 - 27.5 365s 21940 16598 627.36914 33 147 - 623.80678 - 27.5 370s 22614 17158 628.22258 29 141 - 623.84725 - 27.5 375s 23109 17610 680.09173 85 56 - 623.85338 - 27.7 380s 23793 18138 646.08820 46 116 - 623.87648 - 27.6 385s 24420 18677 654.43383 46 95 - 623.89912 - 27.6 390s 24994 19135 671.97947 63 145 - 623.93921 - 27.7 395s 25391 19367 672.47837 39 65 - 624.00602 - 27.8 400s 26001 19791 672.12245 50 161 - 624.05147 - 27.7 405s 26481 20132 653.05000 37 134 - 624.10157 - 27.9 410s 27028 20545 733.84232 88 88 - 624.14129 - 27.9 415s 27636 20989 752.55632 126 80 - 624.16910 - 27.9 420s 28268 21491 632.42642 28 151 - 624.20097 - 27.8 425s 28769 21805 652.92494 44 118 - 624.23442 - 27.9 430s 29352 22200 685.42524 63 92 - 624.30025 - 28.0 435s 30035 22764 758.98295 114 77 - 624.36931 - 27.9 440s 30576 23151 745.90103 44 146 - 624.38956 - 28.0 445s 30957 23464 788.88655 112 75 - 624.41760 - 28.1 450s 31454 23809 647.77532 44 126 - 624.45540 - 28.2 455s 31953 24214 839.47663 99 104 - 624.50033 - 28.3 460s 32558 24745 725.59793 124 103 - 624.50769 - 28.3 465s 33140 25153 670.10587 50 111 - 624.53346 - 28.3 470s 33749 25647 680.53413 63 126 - 624.53988 - 28.3 475s 34285 26056 678.76317 59 94 - 624.56186 - 28.3 480s 34773 26476 814.13053 125 133 - 624.56186 - 28.4 485s 35224 26777 653.43885 53 109 - 624.58232 - 28.5 490s 35713 27110 695.31828 54 151 - 624.61770 - 28.6 495s 36228 27504 663.50877 46 122 - 624.65795 - 28.7 500s 36711 27895 662.66022 46 113 - 624.67699 - 28.8 505s 37353 28383 797.92166 122 41 - 624.68846 - 28.7 510s 37886 28714 627.24731 36 155 - 624.71582 - 28.8 515s 38452 29177 660.44063 53 143 - 624.75000 - 28.8 520s 38985 29551 infeasible 43 - 624.77442 - 28.8 525s 39621 29997 infeasible 48 - 624.78599 - 28.8 530s 40205 30443 infeasible 77 - 624.80610 - 28.8 535s 40786 30920 678.99296 50 137 - 624.81967 - 28.9 540s 40805 30926 638.81510 41 168 - 624.82101 - 28.9 604s 40807 30927 677.14412 75 189 - 624.82101 - 28.9 605s 40810 30929 709.42266 102 218 - 624.82101 - 28.9 612s 40811 30930 648.51647 41 205 - 624.82101 - 28.9 615s 40813 30931 718.99630 87 235 - 624.82101 - 28.9 620s 40815 30933 656.70186 42 240 - 624.82101 - 28.9 626s 40817 30934 636.02805 25 257 - 624.82101 - 28.9 632s 40818 30935 793.87622 98 244 - 624.82101 - 28.9 636s 40820 30936 678.70034 46 257 - 624.82101 - 28.9 642s 40821 30937 650.13776 42 264 - 624.82101 - 28.9 645s 40823 30938 678.35058 63 253 - 624.82101 - 28.9 651s 40825 30939 677.14412 75 254 - 624.82101 - 28.9 657s 40827 30941 709.42266 102 268 - 624.82101 - 28.9 662s 40828 30941 678.70034 46 266 - 624.82101 - 28.9 665s 40830 30943 653.26403 43 269 - 624.82101 - 28.9 672s 40831 30943 718.99630 87 269 - 624.82101 - 28.9 675s 40833 30945 703.65237 33 269 - 624.82101 - 28.9 681s 40989 31016 624.82101 30 205 - 624.82101 - 29.2 685s 41410 31212 infeasible 143 - 624.82101 - 29.2 690s 41847 31447 835.14126 192 79 - 624.82101 - 29.3 695s 42311 31670 687.80776 61 191 - 624.82101 - 29.3 700s 42737 31812 678.07777 71 119 - 624.82101 - 29.3 705s 43113 31984 648.44919 57 164 - 624.82101 - 29.4 710s 43514 32168 648.02262 52 215 - 624.82101 - 29.5 715s 43921 32391 722.13699 93 51 - 624.82101 - 29.6 720s 44379 32562 644.05922 64 180 - 624.82101 - 29.6 725s 44719 32725 648.31971 55 197 - 624.82101 - 29.7 730s 45154 32934 625.43019 38 164 - 624.82101 - 29.8 735s 45511 33099 663.87828 63 131 - 624.82101 - 30.0 740s 45976 33336 644.63009 55 124 - 624.82101 - 30.0 745s 46469 33602 infeasible 156 - 624.82101 - 30.1 750s 46897 33837 infeasible 117 - 624.82101 - 30.2 755s 47332 34037 648.46885 50 98 - 624.82101 - 30.3 760s 47732 34199 673.85047 59 83 - 624.82101 - 30.4 765s 48213 34377 624.82101 40 192 - 624.82101 - 30.4 770s 48672 34576 715.80401 86 86 - 624.82101 - 30.4 775s 49152 34816 727.01192 124 120 - 624.82101 - 30.4 780s 49602 35066 717.42101 96 121 - 624.82101 - 30.5 785s 49949 35227 631.98063 61 76 - 624.82101 - 30.6 790s 50413 35503 739.33333 149 91 - 624.82101 - 30.6 795s 50831 35666 677.03227 72 110 - 624.82101 - 30.7 800s 51237 35850 725.86670 71 75 - 624.82101 - 30.7 805s 51753 36095 638.03069 69 89 - 624.82101 - 30.7 810s 52186 36304 628.16949 51 154 - 624.82101 - 30.8 815s 52694 36574 652.06290 82 126 - 624.82101 - 30.8 820s 53153 36763 690.74906 84 58 - 624.82101 - 30.8 825s 53619 36941 680.16890 60 78 - 624.82101 - 30.8 830s 54054 37115 705.64530 75 137 - 624.82101 - 30.9 835s 54545 37363 infeasible 141 - 624.82101 - 30.9 840s 55070 37597 651.63387 62 85 - 624.82101 - 30.8 845s 55562 37784 636.39299 56 129 - 624.82101 - 30.8 850s 55959 37960 699.78616 97 92 - 624.82101 - 30.9 855s 56321 38094 658.00212 73 153 - 624.82101 - 31.0 860s 56743 38287 665.04351 62 131 - 624.82101 - 31.0 865s 57160 38450 646.06083 54 165 - 624.82101 - 31.1 870s 57557 38653 638.72748 56 126 - 624.82101 - 31.1 875s 58007 38834 637.60727 64 144 - 624.82101 - 31.1 880s 58513 39072 737.30757 82 158 - 624.82101 - 31.1 885s 58925 39270 687.92073 67 101 - 624.82101 - 31.1 890s 59427 39519 680.79057 49 136 - 624.82101 - 31.2 895s 59871 39729 infeasible 113 - 624.82101 - 31.2 900s 60248 39897 670.35715 60 164 - 624.82101 - 31.3 905s 60714 40124 802.93985 132 97 - 624.82101 - 31.3 910s 61179 40294 633.53664 44 128 - 624.82101 - 31.3 915s 61607 40466 706.83195 84 105 - 624.82101 - 31.3 920s 61995 40625 641.44341 62 79 - 624.82101 - 31.3 925s 62479 40889 781.50014 147 148 - 624.82101 - 31.4 930s 62948 41119 697.14685 73 110 - 624.82101 - 31.4 935s 63459 41352 689.90135 73 119 - 624.82101 - 31.4 940s 63975 41595 775.35808 92 105 - 624.82101 - 31.4 945s 64379 41790 705.60768 95 128 - 624.82101 - 31.4 950s 64824 42004 629.23467 38 133 - 624.82101 - 31.4 955s 65337 42244 697.17373 82 59 - 624.82101 - 31.4 960s 65774 42417 626.58043 43 148 - 624.82101 - 31.5 965s 66239 42612 632.94778 49 150 - 624.82101 - 31.5 970s 66616 42711 668.71833 74 106 - 624.82101 - 31.6 975s 67049 42902 668.07797 64 118 - 624.82101 - 31.6 980s 67512 43074 663.99557 71 109 - 624.82101 - 31.6 985s 67906 43271 696.96166 101 99 - 624.82101 - 31.6 990s 68403 43500 infeasible 82 - 624.82101 - 31.6 995s 68848 43697 763.80852 110 48 - 624.82101 - 31.6 1000s 69307 43883 infeasible 107 - 624.82101 - 31.7 1005s 69742 44025 752.50102 84 98 - 624.82101 - 31.7 1010s 70132 44181 694.52623 78 121 - 624.82101 - 31.7 1015s 70650 44407 infeasible 126 - 624.82101 - 31.7 1020s 71084 44606 710.25384 102 100 - 624.82101 - 31.7 1025s 71407 44764 673.28149 70 104 - 624.82101 - 31.8 1030s 71845 44983 668.32137 53 158 - 624.82101 - 31.8 1035s 72316 45214 685.08512 81 52 - 624.82101 - 31.8 1040s 72744 45440 629.12392 41 164 - 624.82101 - 31.9 1045s 73131 45631 654.63652 69 114 - 624.82101 - 31.9 1050s 73527 45811 674.60027 91 72 - 624.82101 - 32.0 1055s 74001 46032 625.63799 39 132 - 624.82101 - 32.0 1060s 74470 46210 654.58964 61 145 - 624.82101 - 32.0 1065s 74961 46436 661.32025 54 147 - 624.82101 - 32.0 1070s 75466 46654 688.18159 103 100 - 624.82101 - 32.0 1075s 75938 46837 657.76533 63 128 - 624.82101 - 32.0 1080s 76440 47096 795.42803 123 100 - 624.82101 - 32.0 1085s 76874 47315 655.18604 69 91 - 624.82101 - 32.0 1090s 77379 47480 764.57071 86 131 - 624.82101 - 32.0 1095s 77845 47608 642.69569 45 166 - 624.82101 - 32.0 1100s 78359 47770 infeasible 56 - 624.82101 - 32.0 1105s 78804 47969 706.55967 98 119 - 624.82101 - 32.0 1110s 79260 48081 671.72484 68 97 - 624.82101 - 32.0 1115s 79700 48260 716.70775 118 101 - 624.82101 - 32.0 1120s 80167 48397 716.96710 69 102 - 624.82101 - 32.0 1125s 80607 48576 841.97490 103 105 - 624.82101 - 32.1 1130s 81102 48737 705.70429 72 117 - 624.82101 - 32.1 1135s 81588 48943 738.81173 88 59 - 624.82101 - 32.1 1140s 81955 49044 infeasible 122 - 624.82101 - 32.1 1145s 82464 49200 743.70007 85 152 - 624.82101 - 32.1 1150s 82810 49301 infeasible 71 - 624.82101 - 32.1 1155s 83156 49426 710.29844 55 156 - 624.82101 - 32.2 1160s 83517 49565 711.22115 73 119 - 624.82101 - 32.2 1165s 83982 49713 697.86888 102 122 - 624.82101 - 32.2 1170s 84442 49895 634.70823 54 137 - 624.82101 - 32.2 1175s 84906 50035 666.78366 55 186 - 624.82101 - 32.2 1180s 85417 50247 infeasible 108 - 624.82101 - 32.2 1185s 86031 50478 669.66954 74 83 - 624.82101 - 32.1 1190s 86616 50674 644.51698 50 193 - 624.82101 - 32.1 1195s 87067 50824 711.62123 89 144 - 624.82101 - 32.1 1200s 87505 50966 infeasible 59 - 624.82101 - 32.2 1205s 88039 51184 687.95647 69 172 - 624.82101 - 32.2 1210s 88567 51400 750.31607 117 115 - 624.82101 - 32.2 1215s 89057 51576 infeasible 111 - 624.82964 - 32.2 1220s 89499 51729 662.94093 74 101 - 624.83839 - 32.2 1225s 90094 51939 660.62807 55 124 - 624.87056 - 32.2 1230s 90717 52211 654.13491 74 83 - 624.88919 - 32.2 1235s 91222 52360 737.91774 76 151 - 624.91411 - 32.2 1240s 91753 52521 772.64448 107 111 - 624.92060 - 32.2 1245s 92256 52726 725.28191 91 63 - 624.93469 - 32.2 1250s 92842 52871 627.59719 41 179 - 624.94305 - 32.2 1255s 93427 53135 674.08239 74 89 - 624.95047 - 32.2 1260s 93998 53339 632.57844 46 164 - 624.96654 - 32.1 1265s 94582 53571 732.31189 118 75 - 624.97431 - 32.1 1270s 95099 53770 627.27340 41 173 - 624.97821 - 32.1 1275s 95740 54008 843.72214 116 121 - 624.99423 - 32.1 1280s 96293 54228 infeasible 122 - 625.01313 - 32.1 1285s 96705 54381 629.66711 47 149 - 625.02103 - 32.2 1290s 97125 54541 813.57098 137 95 - 625.02358 - 32.2 1295s 97647 54714 646.50171 51 172 - 625.03276 - 32.2 1300s 98228 54978 727.21575 96 117 - 625.04011 - 32.2 1305s 98682 55147 infeasible 112 - 625.05112 - 32.2 1310s 99172 55351 658.87333 49 130 - 625.05826 - 32.2 1315s 99771 55617 747.93255 99 96 - 625.06802 - 32.2 1320s 100378 55857 657.26871 56 152 - 625.08051 - 32.2 1325s 100928 56081 700.19223 94 97 - 625.09027 - 32.2 1330s 101420 56281 716.99585 74 136 - 625.09693 - 32.2 1335s 101837 56458 790.19942 110 93 - 625.10596 - 32.2 1340s 102161 56566 659.81663 72 88 - 625.11144 - 32.3 1345s 102483 56687 637.98702 53 93 - 625.11523 - 32.3 1350s 102965 56913 683.56729 56 161 - 625.11928 - 32.3 1355s 103426 57106 732.23327 92 126 - 625.12553 - 32.4 1360s 103910 57251 674.93722 70 151 - 625.13717 - 32.4 1365s 104310 57432 797.30443 105 132 - 625.13928 - 32.4 1370s 104750 57614 690.48745 75 124 - 625.14980 - 32.4 1375s 105354 57811 709.91112 85 78 - 625.16264 - 32.4 1380s 105859 58052 746.08347 115 126 - 625.18314 - 32.4 1385s 106375 58249 843.10254 142 108 - 625.19216 - 32.4 1390s 106888 58485 829.61485 125 96 - 625.20095 - 32.4 1395s 107326 58675 668.74084 85 129 - 625.21126 - 32.5 1400s 107709 58798 695.83684 74 120 - 625.21856 - 32.5 1405s 108187 59011 802.92307 116 92 - 625.22939 - 32.5 1410s 108722 59219 731.20084 73 71 - 625.24487 - 32.5 1415s 109146 59418 635.88542 52 147 - 625.25240 - 32.6 1420s 109624 59661 767.46982 133 80 - 625.25619 - 32.6 1425s 110099 59860 652.67531 59 107 - 625.26304 - 32.6 1430s 110647 60103 709.65607 66 132 - 625.26965 - 32.6 1435s 111383 60423 696.85770 91 63 - 625.27712 - 32.6 1440s 111909 60568 infeasible 109 - 625.28029 - 32.6 1445s 112300 60716 625.28950 39 179 - 625.28666 - 32.6 1450s 112784 60901 650.56052 54 145 - 625.28846 - 32.6 1455s 113328 61122 782.38092 124 120 - 625.29735 - 32.6 1460s 113695 61290 infeasible 116 - 625.30362 - 32.6 1465s 114139 61453 757.54261 123 111 - 625.30536 - 32.7 1470s 114559 61579 658.68321 60 122 - 625.30744 - 32.7 1475s 114969 61775 646.10792 50 168 - 625.31495 - 32.7 1480s 115449 61975 627.12064 38 181 - 625.32083 - 32.7 1485s 115971 62181 684.07570 73 113 - 625.33006 - 32.8 1490s 116571 62418 645.42871 70 128 - 625.33673 - 32.7 1495s 117132 62665 690.38451 109 60 - 625.34385 - 32.7 1500s 117685 62881 650.08644 56 146 - 625.34638 - 32.7 1505s 118254 63111 654.50591 62 173 - 625.35640 - 32.7 1510s 118701 63316 649.13122 53 122 - 625.36373 - 32.7 1515s 119176 63520 infeasible 127 - 625.37161 - 32.8 1520s 119688 63668 629.09967 53 159 - 625.38223 - 32.8 1525s 120218 63895 763.48054 95 100 - 625.38944 - 32.8 1530s 120709 64085 656.54435 59 126 - 625.39780 - 32.8 1535s 121194 64323 707.74219 89 65 - 625.40373 - 32.8 1540s 121510 64450 627.04138 39 117 - 625.40576 - 32.9 1545s 122026 64628 628.07436 45 97 - 625.40950 - 32.9 1550s 122501 64843 infeasible 128 - 625.41364 - 32.9 1555s 122970 65038 790.60498 99 112 - 625.41749 - 32.9 1560s 123422 65192 748.71801 92 117 - 625.42570 - 32.9 1565s 123950 65399 infeasible 133 - 625.43019 - 32.9 1570s 124433 65584 650.88197 69 152 - 625.43301 - 32.9 1575s 124911 65820 747.72900 110 102 - 625.43717 - 32.9 1580s 125299 65978 734.79658 97 111 - 625.44217 - 33.0 1585s 125804 66195 661.76057 67 75 - 625.44688 - 33.0 1590s 126421 66335 734.11897 99 121 - 625.45383 - 32.9 1595s 127003 66603 761.15832 106 139 - 625.46209 - 32.9 1600s 127632 66857 728.78319 77 99 - 625.46948 - 32.9 1605s 128126 67046 637.99084 40 137 - 625.47589 - 32.9 1610s 128637 67244 652.89624 58 108 - 625.48461 - 32.9 1615s 129182 67455 707.89821 86 95 - 625.49589 - 32.9 1620s 129596 67635 704.33960 68 121 - 625.50185 - 33.0 1625s 130216 67893 668.07098 68 136 - 625.51043 - 32.9 1630s 130804 68139 729.02521 120 80 - 625.51800 - 32.9 1635s 131337 68335 738.54358 100 70 - 625.52185 - 33.0 1640s 131819 68526 648.41821 46 183 - 625.52588 - 33.0 1645s 132479 68757 665.22357 62 160 - 625.53591 - 32.9 1650s 132951 68919 698.59761 63 176 - 625.53954 - 32.9 1655s 133466 69144 654.39324 66 111 - 625.54677 - 32.9 1660s 133904 69446 787.37169 117 120 - 625.54951 - 32.9 1665s 134426 69846 infeasible 187 - 625.55404 - 33.0 1670s 134790 70113 675.48314 72 171 - 625.56007 - 33.0 1675s 135251 70447 721.56253 70 128 - 625.56609 - 33.0 1680s 135670 70746 infeasible 121 - 625.56868 - 33.1 1685s 136136 71084 772.85437 113 105 - 625.57243 - 33.1 1690s 136488 71319 719.35609 60 115 - 625.57625 - 33.1 1695s 137062 71727 735.09559 118 81 - 625.58380 - 33.1 1700s 137549 72079 infeasible 141 - 625.58818 - 33.1 1705s 138093 72482 663.31402 60 176 - 625.59263 - 33.1 1710s 138644 72902 713.86240 91 99 - 625.59646 - 33.1 1715s 139246 73292 747.52217 103 110 - 625.60124 - 33.1 1720s 139731 73650 848.06956 119 112 - 625.60649 - 33.1 1725s 140213 74045 796.14227 148 112 - 625.61250 - 33.1 1730s 140707 74406 690.14335 56 146 - 625.61967 - 33.1 1735s 141238 74782 infeasible 67 - 625.62393 - 33.1 1740s 141731 75188 infeasible 132 - 625.62673 - 33.1 1745s 142381 75625 832.79057 135 115 - 625.62955 - 33.1 1750s 142849 75972 678.58437 71 141 - 625.64061 - 33.1 1755s 143232 76284 639.74178 48 154 - 625.64635 - 33.2 1760s 143678 76622 infeasible 113 - 625.65397 - 33.2 1765s 144159 77013 778.29092 101 123 - 625.66176 - 33.2 1770s 144598 77337 724.05821 114 95 - 625.67640 - 33.2 1775s 145104 77682 741.24296 107 97 - 625.68234 - 33.2 1780s 145642 78076 659.00052 52 179 - 625.69485 - 33.2 1785s 146273 78561 645.05196 69 126 - 625.70205 - 33.2 1790s 146923 79065 664.65218 63 144 - 625.70933 - 33.2 1795s 147550 79533 infeasible 115 - 625.71517 - 33.2 1800s 148161 80018 821.31865 125 128 - 625.72295 - 33.1 1805s 148716 80447 infeasible 127 - 625.72985 - 33.1 1810s 149287 80813 infeasible 76 - 625.73939 - 33.1 1815s 149834 81232 635.87253 45 123 - 625.74553 - 33.1 1820s 150399 81660 721.13979 106 90 - 625.76006 - 33.1 1825s 150886 82031 760.03100 110 133 - 625.76315 - 33.1 1830s 151329 82278 702.16353 69 140 - 625.76808 - 33.2 1835s 151860 82685 infeasible 119 - 625.77278 - 33.2 1840s 152382 83032 626.06216 33 195 - 625.77677 - 33.2 1845s 152821 83387 infeasible 106 - 625.77786 - 33.2 1850s 153174 83660 727.09307 78 136 - 625.77811 - 33.2 1855s 153718 84045 639.17922 63 107 - 625.78765 - 33.2 1860s 154064 84283 754.51036 88 101 - 625.78933 - 33.2 1865s 154623 84718 697.08463 70 135 - 625.80142 - 33.2 1870s 155212 85110 685.35784 59 95 - 625.80660 - 33.2 1875s 155943 85641 671.04339 85 124 - 625.81900 - 33.2 1880s 156548 86089 817.32202 110 125 - 625.82374 - 33.2 1885s 157204 86569 725.54103 112 124 - 625.82890 - 33.1 1890s 157843 86997 680.08256 81 90 - 625.83514 - 33.1 1895s 158289 87264 651.14623 62 144 - 625.84047 - 33.2 1900s 158811 87673 758.56295 122 127 - 625.84246 - 33.2 1905s 159327 88075 684.28501 84 150 - 625.84632 - 33.2 1910s 159830 88415 678.73231 66 139 - 625.84920 - 33.2 1915s 160421 88825 632.63550 55 141 - 625.85316 - 33.2 1920s 160880 89161 728.42992 114 98 - 625.85554 - 33.2 1925s 161441 89572 708.39592 58 121 - 625.86622 - 33.2 1930s 161950 89912 800.39442 128 128 - 625.87129 - 33.2 1935s 162492 90294 633.80670 50 150 - 625.87742 - 33.2 1940s 162997 90651 670.94078 71 148 - 625.88265 - 33.2 1945s 163521 91067 767.58392 116 112 - 625.89132 - 33.2 1950s 164067 91407 649.86069 51 183 - 625.89521 - 33.2 1955s 164706 91866 739.31258 127 120 - 625.90043 - 33.2 1960s 165282 92294 673.38183 105 108 - 625.91125 - 33.1 1965s 165833 92710 847.77975 128 130 - 625.91553 - 33.1 1970s 166373 93120 696.49697 97 103 - 625.92035 - 33.1 1975s 166869 93490 782.56697 121 117 - 625.93077 - 33.1 1980s 167459 93932 673.32711 47 129 - 625.94212 - 33.1 1985s 168071 94411 645.90503 54 157 - 625.94439 - 33.1 1990s 168664 94834 799.24537 111 132 - 625.95073 - 33.1 1995s 169208 95254 808.73141 122 135 - 625.95161 - 33.1 2000s 169581 95512 741.98725 101 96 - 625.95479 - 33.2 2005s 170095 95817 662.48707 66 113 - 625.95950 - 33.2 2010s 170659 96227 696.44159 68 125 - 625.96791 - 33.2 2015s 171310 96670 687.53411 68 124 - 625.97433 - 33.1 2020s 171948 97127 667.54927 45 123 - 625.98090 - 33.1 2025s 172481 97493 679.42406 82 143 - 625.98522 - 33.1 2030s 173048 97875 776.14191 108 117 - 625.99577 - 33.1 2035s 173506 98170 741.79518 124 96 - 626.00031 - 33.1 2040s 174115 98675 769.39439 143 126 - 626.00464 - 33.1 2045s 174648 99048 796.11939 104 108 - 626.00984 - 33.1 2050s 175059 99319 infeasible 132 - 626.01639 - 33.1 2055s 175562 99704 infeasible 140 - 626.02461 - 33.2 2060s 176024 99998 674.36434 72 151 - 626.03588 - 33.2 2065s 176639 100436 686.35234 81 114 - 626.04389 - 33.1 2070s 177208 100881 infeasible 120 - 626.04635 - 33.1 2075s 177811 101283 636.90957 48 135 - 626.06013 - 33.1 2080s 178412 101757 779.57285 107 128 - 626.07025 - 33.1 2085s 178904 102119 673.22775 49 148 - 626.07601 - 33.1 2090s 179353 102456 891.79580 111 116 - 626.07768 - 33.2 2095s 179954 102856 630.63922 55 99 - 626.08954 - 33.2 2100s 180494 103241 650.48474 67 178 - 626.09253 - 33.2 2105s 181163 103668 761.43161 99 114 - 626.09905 - 33.1 2110s 181763 104116 652.14274 57 183 - 626.10196 - 33.1 2115s 182317 104502 670.35055 59 167 - 626.10620 - 33.1 2120s 182752 104768 655.85338 60 150 - 626.10870 - 33.1 2125s 183380 105251 675.70018 82 71 - 626.11400 - 33.1 2130s 183758 105501 655.29960 51 164 - 626.11792 - 33.1 2135s 184442 105992 719.34338 103 129 - 626.12046 - 33.1 2140s 184979 106375 784.03705 97 103 - 626.12361 - 33.1 2145s 185435 106670 776.21437 124 126 - 626.12944 - 33.1 2150s 185918 107015 731.80042 102 95 - 626.13208 - 33.1 2155s 186438 107397 infeasible 130 - 626.13926 - 33.1 2160s 186837 107661 650.31082 48 100 - 626.14153 - 33.2 2165s 187237 107955 857.42790 139 104 - 626.14613 - 33.2 2170s 187695 108279 687.90437 48 154 - 626.15140 - 33.2 2175s 188179 108632 765.52718 114 121 - 626.15238 - 33.2 2180s 188744 109051 687.55667 65 147 - 626.15433 - 33.2 2185s 189366 109506 infeasible 80 - 626.15855 - 33.2 2190s 190042 109938 703.88214 68 160 - 626.16270 - 33.2 2195s 190549 110313 637.24846 51 190 - 626.16653 - 33.2 2200s 190997 110673 641.78188 41 201 - 626.17210 - 33.2 2205s 191540 111044 infeasible 60 - 626.18128 - 33.2 2210s 192064 111436 631.14460 55 143 - 626.18537 - 33.2 2215s 192627 111807 657.94459 58 175 - 626.18985 - 33.2 2220s 193141 112177 694.18337 82 118 - 626.19539 - 33.2 2225s 193559 112495 711.31708 93 102 - 626.19911 - 33.2 2230s 193908 112753 724.13859 94 122 - 626.20169 - 33.2 2235s 194489 113118 infeasible 45 - 626.21015 - 33.2 2240s 194968 113458 734.93682 100 108 - 626.21608 - 33.2 2245s 195540 113851 665.55591 63 119 - 626.22308 - 33.2 2250s 196201 114257 787.74558 115 116 - 626.22960 - 33.2 2255s 196675 114595 759.70058 102 110 - 626.23383 - 33.2 2260s 197270 115051 754.08738 109 130 - 626.23844 - 33.2 2265s 197744 115377 627.06012 38 92 - 626.24281 - 33.2 2270s 198371 115804 770.69755 93 125 - 626.24781 - 33.2 2275s 198833 116150 816.85749 148 136 - 626.24890 - 33.2 2280s 199405 116583 658.21565 67 142 - 626.25122 - 33.2 2285s 199820 116871 658.77312 67 131 - 626.25675 - 33.3 2290s 200434 117299 633.82498 40 130 - 626.26375 - 33.3 2295s 200958 117674 804.68828 116 110 - 626.26657 - 33.2 2300s 201451 117981 infeasible 117 - 626.27173 - 33.3 2305s 201855 118235 703.75774 85 64 - 626.27721 - 33.3 2310s 202360 118568 706.98832 82 126 - 626.28099 - 33.3 2315s 202877 118894 627.13054 47 181 - 626.29051 - 33.3 2320s 203460 119353 730.22362 57 93 - 626.29770 - 33.3 2325s 204077 119848 697.46879 73 140 - 626.30138 - 33.3 2330s 204397 120096 677.69881 62 130 - 626.30280 - 33.3 2335s 204902 120426 infeasible 73 - 626.31190 - 33.3 2340s 205375 120783 739.59852 111 45 - 626.31442 - 33.3 2345s 205959 121160 742.58243 99 79 - 626.31898 - 33.3 2350s 206421 121442 756.32190 99 115 - 626.32482 - 33.3 2355s 207038 121895 848.82664 137 127 - 626.32880 - 33.3 2360s 207568 122230 infeasible 127 - 626.33039 - 33.3 2365s 208129 122570 643.60784 44 101 - 626.33376 - 33.3 2370s 208752 122998 745.23726 103 115 - 626.33843 - 33.3 2375s 209332 123432 739.98260 122 111 - 626.34209 - 33.3 2380s 209824 123744 793.25775 125 146 - 626.34511 - 33.3 2385s 210296 124102 681.65052 64 155 - 626.35047 - 33.3 2390s 210844 124486 695.70514 70 123 - 626.35427 - 33.3 2395s 211409 124882 652.47486 53 165 - 626.36370 - 33.3 2400s 212003 125312 765.51224 113 104 - 626.36902 - 33.3 2405s 212582 125724 707.85365 56 137 - 626.37620 - 33.3 2410s 213053 126060 845.00284 131 112 - 626.38509 - 33.3 2415s 213539 126357 667.36928 39 84 - 626.38812 - 33.3 2420s 214161 126802 829.38563 108 123 - 626.39333 - 33.3 2425s 214602 127133 835.25000 119 123 - 626.39697 - 33.3 2430s 215095 127484 644.04340 43 197 - 626.39931 - 33.3 2435s 215675 127887 719.78947 88 62 - 626.40049 - 33.3 2440s 216278 128340 645.66782 44 177 - 626.40480 - 33.3 2445s 216802 128746 841.58379 148 127 - 626.40746 - 33.3 2450s 217351 129096 634.75666 45 159 - 626.41152 - 33.3 2455s 217889 129462 infeasible 131 - 626.41357 - 33.3 2460s 218540 129856 637.11332 53 145 - 626.41977 - 33.3 2465s 219147 130323 759.95550 110 129 - 626.42145 - 33.3 2470s 219601 130603 646.85998 61 188 - 626.42413 - 33.3 2475s 220079 130938 679.12038 71 135 - 626.42833 - 33.3 2480s 220601 131309 672.22500 81 91 - 626.43184 - 33.3 2485s 221243 131805 764.50427 107 116 - 626.43791 - 33.3 2490s 221818 132200 934.50571 118 133 - 626.44454 - 33.2 2495s 222465 132661 822.18734 130 116 - 626.45195 - 33.2 2500s 222983 133063 678.05714 98 92 - 626.45577 - 33.2 2505s 223496 133373 644.05568 53 173 - 626.45837 - 33.2 2510s 224051 133766 650.49394 53 152 - 626.46390 - 33.2 2515s 224600 134145 infeasible 119 - 626.46593 - 33.2 2520s 225201 134630 735.32164 113 119 - 626.46885 - 33.2 2525s 225636 134942 infeasible 138 - 626.47298 - 33.2 2530s 226173 135329 710.66377 87 125 - 626.48011 - 33.2 2535s 226785 135778 797.92751 112 131 - 626.48721 - 33.2 2540s 227374 136150 757.93124 101 112 - 626.49317 - 33.2 2545s 227952 136523 657.82244 49 179 - 626.50287 - 33.2 2550s 228460 136886 775.97759 79 96 - 626.50619 - 33.2 2555s 229053 137290 721.19327 68 153 - 626.51113 - 33.2 2560s 229571 137654 785.27227 110 122 - 626.51557 - 33.2 2565s 230100 138000 677.16429 57 175 - 626.52048 - 33.2 2570s 230698 138477 687.01455 97 95 - 626.52846 - 33.2 2575s 231202 138875 651.92109 59 146 - 626.53193 - 33.2 2580s 231789 139283 666.95677 53 143 - 626.54048 - 33.2 2585s 232419 139715 782.77510 112 144 - 626.54551 - 33.2 2590s 232917 140083 infeasible 138 - 626.54833 - 33.2 2595s 233402 140385 836.33188 124 125 - 626.55232 - 33.2 2600s 233913 140789 639.49870 62 135 - 626.55514 - 33.2 2605s 234465 141180 723.09289 70 103 - 626.55841 - 33.2 2610s 234851 141455 836.56287 111 132 - 626.56289 - 33.2 2615s 235412 141842 736.93519 94 116 - 626.56633 - 33.2 2620s 236069 142284 786.44003 119 83 - 626.57379 - 33.2 2625s 236691 142732 720.32010 104 99 - 626.57817 - 33.2 2630s 237165 143029 634.30341 57 169 - 626.57949 - 33.2 2635s 237648 143390 682.33182 60 109 - 626.58106 - 33.2 2640s 238125 143702 694.13813 87 96 - 626.58359 - 33.2 2645s 238769 144166 655.96101 70 155 - 626.58693 - 33.2 2650s 239323 144611 689.12559 78 82 - 626.59049 - 33.2 2655s 240005 145086 731.29632 105 122 - 626.59503 - 33.1 2660s 240625 145475 751.92804 94 98 - 626.60251 - 33.1 2665s 241111 145820 670.51717 62 130 - 626.61138 - 33.1 2670s 241545 146168 785.45464 138 111 - 626.61327 - 33.2 2675s 242020 146492 infeasible 58 - 626.61646 - 33.2 2680s 242529 146882 infeasible 134 - 626.61846 - 33.2 2685s 243021 147245 665.44349 56 135 - 626.61936 - 33.2 2690s 243603 147709 863.13483 142 143 - 626.62124 - 33.2 2695s 244197 148140 732.58389 126 91 - 626.62610 - 33.2 2700s 244653 148466 642.49959 61 107 - 626.62965 - 33.2 2705s 245184 148843 715.33597 125 134 - 626.63324 - 33.2 2710s 245721 149218 701.42035 66 150 - 626.64070 - 33.2 2715s 246321 149666 721.80885 97 139 - 626.64371 - 33.2 2720s 246800 149977 791.44318 119 124 - 626.64730 - 33.2 2725s 247370 150415 792.41808 122 81 - 626.65105 - 33.2 2730s 247869 150765 767.12447 108 131 - 626.65352 - 33.2 2735s 248417 151142 711.76898 105 134 - 626.65887 - 33.2 2740s 248997 151576 682.47886 55 141 - 626.66635 - 33.2 2745s 249543 151989 infeasible 108 - 626.67044 - 33.2 2750s 250147 152423 669.45209 74 119 - 626.67665 - 33.2 2755s 250660 152799 669.77128 78 134 - 626.67793 - 33.2 2760s 251289 153261 infeasible 132 - 626.67998 - 33.2 2765s 251841 153630 631.68251 54 154 - 626.68334 - 33.2 2770s 252448 154086 infeasible 141 - 626.68790 - 33.2 2775s 252964 154440 685.68291 64 182 - 626.69103 - 33.2 2780s 253559 154913 873.50414 134 125 - 626.69299 - 33.2 2785s 254072 155293 730.20677 109 93 - 626.69777 - 33.2 2790s 254656 155696 658.45732 49 132 - 626.70179 - 33.2 2795s 255147 156054 635.48975 51 127 - 626.70200 - 33.2 2800s 255526 156365 800.03459 135 120 - 626.70343 - 33.2 2805s 256038 156697 649.80962 55 127 - 626.70870 - 33.2 2810s 256592 157105 671.77798 67 95 - 626.71302 - 33.2 2815s 257101 157465 infeasible 127 - 626.71922 - 33.2 2820s 257652 157863 664.16667 56 131 - 626.72129 - 33.2 2825s 258179 158245 657.01726 51 139 - 626.72576 - 33.2 2830s 258794 158697 667.39927 42 176 - 626.72874 - 33.2 2835s 259383 159139 710.76970 85 119 - 626.73046 - 33.2 2840s 259916 159528 770.00767 122 90 - 626.73327 - 33.2 2845s 260570 159980 711.40501 97 109 - 626.73691 - 33.2 2850s 260973 160272 697.91266 106 122 - 626.73971 - 33.2 2855s 261414 160572 infeasible 64 - 626.74104 - 33.2 2861s 261715 160799 infeasible 62 - 626.74264 - 33.2 2865s 262395 161325 711.39097 68 142 - 626.75382 - 33.2 2870s 262879 161693 678.10654 61 141 - 626.75628 - 33.2 2875s 263452 162108 643.83638 54 167 - 626.75786 - 33.2 2880s 264054 162589 741.40103 111 107 - 626.76338 - 33.2 2885s 264508 162922 655.10113 39 86 - 626.76597 - 33.2 2890s 265202 163438 652.85674 53 129 - 626.77114 - 33.2 2895s 265520 163689 628.73242 39 208 - 626.77186 - 33.2 2900s 265989 164063 783.49249 118 144 - 626.77407 - 33.3 2905s 266497 164435 infeasible 70 - 626.77635 - 33.3 2911s 267019 164783 653.75884 51 124 - 626.78160 - 33.3 2915s 267640 165219 777.16171 119 116 - 626.78455 - 33.2 2920s 268177 165559 687.69241 60 168 - 626.78908 - 33.3 2925s 268616 165921 795.16555 138 116 - 626.78955 - 33.3 2930s 269184 166376 725.08446 111 96 - 626.79435 - 33.3 2935s 269709 166779 infeasible 135 - 626.79863 - 33.3 2940s 270235 167196 630.89221 53 170 - 626.80076 - 33.3 2945s 270813 167631 630.63838 46 91 - 626.80335 - 33.3 2950s 271437 168099 717.56758 119 129 - 626.80892 - 33.3 2955s 272047 168502 630.54641 45 182 - 626.81475 - 33.3 2960s 272590 168925 713.42623 58 177 - 626.81919 - 33.3 2965s 273117 169326 762.55950 104 110 - 626.82135 - 33.3 2970s 273724 169735 798.86583 93 136 - 626.82566 - 33.3 2975s 274348 170221 651.13880 62 142 - 626.83016 - 33.2 2980s 274916 170629 infeasible 105 - 626.83398 - 33.2 2985s 275553 171095 647.81267 47 172 - 626.83873 - 33.2 2990s 276033 171420 649.18778 57 83 - 626.84461 - 33.2 2995s 276465 171708 747.48415 111 104 - 626.84963 - 33.2 3000s 277166 172232 671.01214 60 156 - 626.85285 - 33.2 3005s 277672 172593 677.17736 55 146 - 626.85514 - 33.2 3010s 278275 173058 722.54526 101 131 - 626.85894 - 33.2 3015s 278902 173501 643.73698 48 167 - 626.86298 - 33.2 3020s 279424 173853 668.85007 76 115 - 626.86896 - 33.2 3025s 279963 174258 633.36687 49 136 - 626.87580 - 33.2 3030s 280503 174690 821.82337 129 128 - 626.87668 - 33.2 3035s 281085 175089 695.34362 96 122 - 626.88082 - 33.2 3040s 281516 175422 690.26252 79 169 - 626.88221 - 33.2 3045s 281990 175760 683.90060 72 169 - 626.88311 - 33.2 3050s 282524 176178 627.44602 45 142 - 626.88642 - 33.2 3055s 283074 176579 723.99472 115 102 - 626.89148 - 33.2 3060s 283678 177078 767.48843 123 119 - 626.89445 - 33.2 3065s 284186 177421 633.23334 51 164 - 626.89868 - 33.2 3070s 284726 177808 680.52173 47 141 - 626.90148 - 33.2 3075s 285323 178209 662.54802 64 156 - 626.90297 - 33.2 3080s 285806 178577 680.23756 86 126 - 626.90564 - 33.2 3085s 286274 178890 695.60224 73 80 - 626.90830 - 33.2 3090s 286902 179375 673.31983 65 149 - 626.91310 - 33.2 3095s 287344 179699 664.94785 85 127 - 626.91492 - 33.2 3100s 287868 180127 747.90840 142 123 - 626.91669 - 33.2 3105s 288453 180556 716.20150 88 122 - 626.92078 - 33.2 3110s 289035 181019 723.82215 107 111 - 626.92472 - 33.2 3115s 289593 181441 725.11823 106 135 - 626.92681 - 33.2 3120s 290085 181831 660.30051 71 150 - 626.93346 - 33.2 3125s 290857 182415 651.26475 70 132 - 626.94028 - 33.2 3130s 291338 182794 803.98812 138 118 - 626.94140 - 33.2 3135s 291900 183151 infeasible 103 - 626.94501 - 33.2 3140s 292463 183606 674.26726 65 137 - 626.94874 - 33.2 3145s 293048 184077 693.70206 74 93 - 626.95242 - 33.2 3150s 293559 184443 859.18315 117 120 - 626.95468 - 33.2 3155s 294115 184905 744.28198 117 84 - 626.95760 - 33.2 3160s 294589 185278 724.86502 120 99 - 626.95920 - 33.2 3165s 295182 185684 641.93756 77 161 - 626.96160 - 33.2 3170s 295808 186146 700.01415 91 62 - 626.96669 - 33.2 3175s 296269 186476 infeasible 139 - 626.96811 - 33.2 3180s 296816 186891 828.28528 136 124 - 626.97016 - 33.2 3185s 297340 187252 753.51812 99 111 - 626.97186 - 33.2 3190s 297827 187562 infeasible 119 - 626.97412 - 33.2 3195s 298202 187833 652.85078 46 85 - 626.97788 - 33.2 3200s 298785 188284 770.60775 127 110 - 626.98075 - 33.2 3205s 299214 188580 673.62532 101 103 - 626.98257 - 33.2 3210s 299730 188952 infeasible 131 - 626.98430 - 33.3 3215s 300312 189385 690.99262 72 141 - 626.98774 - 33.2 3220s 300900 189843 767.72550 108 145 - 626.99157 - 33.2 3225s 301448 190243 650.27424 65 120 - 626.99342 - 33.2 3230s 301843 190570 infeasible 149 - 626.99471 - 33.3 3235s 302436 191012 675.78064 79 126 - 626.99850 - 33.3 3240s 302907 191389 631.62286 53 167 - 627.00225 - 33.3 3245s 303464 191805 infeasible 101 - 627.00347 - 33.3 3250s 304080 192298 653.66359 69 122 - 627.00661 - 33.3 3255s 304597 192731 infeasible 78 - 627.00716 - 33.3 3260s 305136 193156 692.72908 103 118 - 627.00830 - 33.3 3265s 305561 193497 664.67555 54 163 - 627.01167 - 33.3 3270s 306146 193918 889.14110 119 138 - 627.01743 - 33.3 3275s 306669 194288 641.73481 57 122 - 627.01863 - 33.3 3280s 307218 194736 infeasible 103 - 627.02215 - 33.3 3285s 307673 195050 651.25000 50 122 - 627.02367 - 33.3 3290s 308147 195415 660.33929 63 113 - 627.02715 - 33.3 3295s 308716 195825 695.86689 82 154 - 627.02873 - 33.3 3300s 309317 196299 657.99643 91 112 - 627.03265 - 33.3 3305s 309765 196592 708.10565 82 71 - 627.03505 - 33.3 3310s 310163 196913 822.96664 127 145 - 627.03564 - 33.3 3315s 310587 197246 715.46843 86 69 - 627.03693 - 33.3 3320s 311084 197612 692.98297 98 154 - 627.04182 - 33.3 3325s 311564 197986 706.23902 105 117 - 627.04387 - 33.3 3330s 312087 198392 731.73403 96 138 - 627.04667 - 33.3 3335s 312669 198802 719.95960 82 109 - 627.05148 - 33.3 3340s 313306 199228 644.54179 59 163 - 627.06012 - 33.3 3345s 313816 199590 669.18568 68 61 - 627.06315 - 33.3 3350s 314218 199900 701.86282 103 78 - 627.06543 - 33.3 3355s 314787 200305 707.60032 98 100 - 627.06846 - 33.3 3360s 315314 200733 infeasible 84 - 627.07010 - 33.3 3365s 315864 201112 667.22524 88 108 - 627.07094 - 33.3 3370s 316409 201535 756.17080 85 102 - 627.07172 - 33.3 3375s 316706 201745 infeasible 127 - 627.07191 - 33.4 3380s 317149 202064 723.09799 109 99 - 627.07344 - 33.4 3385s 317789 202587 infeasible 71 - 627.07535 - 33.4 3390s 318364 203044 infeasible 134 - 627.07943 - 33.3 3395s 318902 203386 646.44481 79 85 - 627.08170 - 33.3 3400s 319511 203804 681.58790 70 131 - 627.08337 - 33.3 3405s 320030 204228 854.64576 150 133 - 627.08687 - 33.3 3410s 320660 204657 677.65521 73 102 - 627.08806 - 33.3 3415s 321100 205001 785.34423 129 97 - 627.09017 - 33.3 3420s 321729 205526 742.26388 97 124 - 627.09420 - 33.3 3425s 322226 205876 864.99696 137 104 - 627.09548 - 33.3 3430s 322683 206210 662.11567 68 169 - 627.09804 - 33.4 3435s 323107 206516 723.10512 94 101 - 627.09940 - 33.4 3440s 323657 206889 infeasible 117 - 627.10168 - 33.4 3445s 324389 207443 643.94853 58 131 - 627.10442 - 33.3 3450s 324923 207803 797.06124 122 118 - 627.10726 - 33.4 3455s 325353 208101 infeasible 116 - 627.10955 - 33.4 3460s 325960 208619 733.43187 142 103 - 627.11067 - 33.4 3465s 326554 209084 742.54308 115 107 - 627.11304 - 33.4 3470s 326833 209292 infeasible 122 - 627.11377 - 33.4 3475s 327233 209570 651.23987 61 114 - 627.11626 - 33.4 3480s 327835 210004 688.33494 67 115 - 627.11713 - 33.4 3485s 328354 210401 717.39702 106 92 - 627.12018 - 33.4 3490s 328955 210856 707.93376 94 108 - 627.12247 - 33.4 3495s 329461 211255 795.39592 138 105 - 627.12312 - 33.4 3500s 329992 211673 664.63020 69 90 - 627.12508 - 33.4 3505s 330619 212140 727.71083 97 109 - 627.12650 - 33.4 3510s 331158 212579 713.02052 103 138 - 627.12680 - 33.4 3515s 331533 212827 712.95042 60 117 - 627.12784 - 33.4 3520s 332143 213237 666.62304 94 118 - 627.13296 - 33.4 3525s 332610 213598 685.26584 79 131 - 627.13404 - 33.4 3530s 333132 213956 671.20927 56 182 - 627.13677 - 33.4 3535s 333738 214401 677.48553 63 156 - 627.13889 - 33.4 3540s 334321 214846 773.16626 134 121 - 627.14167 - 33.4 3545s 334945 215312 693.58585 72 85 - 627.14497 - 33.4 3550s 335451 215636 629.85085 48 137 - 627.14783 - 33.4 3555s 335989 216039 710.94182 103 89 - 627.15085 - 33.4 3560s 336460 216386 721.18387 99 123 - 627.15232 - 33.4 3565s 336907 216717 690.96942 67 121 - 627.15597 - 33.4 3570s 337488 217137 infeasible 115 - 627.15927 - 33.4 3575s 338056 217544 745.39851 85 110 - 627.16373 - 33.4 3580s 338612 217940 796.58544 115 130 - 627.16589 - 33.4 3585s 339272 218448 705.65121 96 112 - 627.16866 - 33.4 3590s 339862 218905 814.59039 141 107 - 627.17129 - 33.4 3595s Cutting planes: Learned: 48 Gomory: 75 Cover: 39 Implied bound: 12 Clique: 14 MIR: 630 Flow cover: 58 GUB cover: 53 Zero half: 252 Mod-K: 2 Explored 340293 nodes (11367950 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.280000000000e+02, gap -