Gurobi 5.0.1 (linux64) logging started Sat Dec 22 16:54:45 2012 Optimize a model with 10202 rows, 10201 columns and 46359 nonzeros Presolve removed 8262 rows and 4910 columns Presolve time: 0.14s Presolved: 1940 rows, 5291 columns, 15618 nonzeros Variable types: 98 continuous, 5193 integer (5193 binary) Root relaxation: objective 6.158148e+02, 542 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 615.81479 0 115 - 615.81479 - - 0s 0 0 651.14798 0 170 - 651.14798 - - 0s 0 0 654.47054 0 180 - 654.47054 - - 0s 0 0 656.44428 0 184 - 656.44428 - - 0s 0 0 658.66667 0 191 - 658.66667 - - 0s 0 0 658.87500 0 200 - 658.87500 - - 0s 0 0 659.08173 0 202 - 659.08173 - - 0s 0 0 659.21775 0 213 - 659.21775 - - 0s 0 0 659.22990 0 187 - 659.22990 - - 0s 0 0 659.23889 0 201 - 659.23889 - - 0s 0 0 659.23889 0 201 - 659.23889 - - 0s 0 2 659.23889 0 201 - 659.23889 - - 0s 603 433 682.58623 38 148 - 662.50302 - 21.5 5s 608 437 676.03933 12 139 - 676.03933 - 21.3 15s 616 442 701.24135 12 177 - 683.00152 - 21.0 20s 626 450 683.18796 38 148 - 683.18796 - 29.7 26s 635 456 683.42212 33 189 - 683.42212 - 29.3 30s 1101 697 688.53263 36 165 - 685.53043 - 39.6 35s 1961 1071 703.38720 66 121 - 686.15329 - 35.5 40s 2728 1670 696.87345 47 153 - 686.51586 - 35.9 45s 3537 2336 712.77778 52 98 - 686.88300 - 35.4 50s 4269 2935 740.13748 82 87 - 687.23419 - 36.0 55s 5050 3576 717.13694 59 138 - 687.44984 - 35.7 60s 5889 4312 726.44441 94 82 - 687.48016 - 35.5 65s 6764 5050 706.98287 73 109 - 687.50767 - 34.9 70s 7562 5733 793.12416 115 74 - 687.52788 - 34.9 75s 8344 6354 699.34846 49 153 - 687.54382 - 35.1 80s 9109 6940 769.20854 99 93 - 687.59169 - 35.2 85s 9957 7588 689.67883 42 132 - 687.66811 - 35.0 90s 10603 8113 780.25673 109 90 - 687.67567 - 35.0 95s 11582 8945 734.56803 77 107 - 687.70615 - 34.3 100s 12504 9671 727.97856 95 67 - 687.72955 - 33.9 105s 13418 10389 infeasible 128 - 687.75767 - 33.7 110s 14223 11053 729.29112 98 50 - 687.84036 - 33.6 115s 15048 11726 723.70055 71 109 - 687.90674 - 33.6 120s 15865 12355 754.61413 93 100 - 687.94640 - 33.7 125s 16665 12898 696.64202 59 94 - 688.03687 - 33.8 130s 17570 13648 780.72484 110 84 - 688.10907 - 33.6 135s 18348 14267 738.61787 73 124 - 688.14466 - 33.7 140s 19155 14889 706.49662 59 161 - 688.18520 - 33.6 145s 19940 15483 785.64352 91 105 - 688.26619 - 33.7 150s 20650 15977 770.74751 85 106 - 688.31639 - 33.8 155s 21516 16595 734.35542 64 128 - 688.39461 - 33.6 160s 22300 17158 720.24403 70 99 - 688.40053 - 33.7 165s 23129 17801 740.24681 67 123 - 688.42784 - 33.7 170s 23976 18398 765.24061 89 109 - 688.48157 - 33.7 175s 24901 19012 756.78777 95 105 - 688.50836 - 33.6 180s 25694 19641 832.57217 149 82 - 688.54106 - 33.6 185s 26595 20270 806.47536 120 98 - 688.56461 - 33.5 190s 27471 20847 752.56648 98 79 - 688.59939 - 33.5 195s 28304 21387 710.10383 73 136 - 688.64345 - 33.5 200s 29165 21943 689.40702 52 144 - 688.67821 - 33.5 205s 30006 22503 723.99552 66 138 - 688.73608 - 33.5 210s 30729 23018 731.42044 74 132 - 688.75734 - 33.4 215s 31586 23596 768.97588 98 92 - 688.79714 - 33.4 220s 32441 24172 736.93630 80 82 - 688.82603 - 33.4 225s 33311 24826 753.05771 84 82 - 688.83737 - 33.3 230s 34148 25401 723.95595 68 72 - 688.87270 - 33.3 235s 35041 25990 765.10861 104 66 - 688.91035 - 33.3 240s 35861 26527 745.22927 86 133 - 688.93697 - 33.3 245s 36668 27077 infeasible 92 - 688.96640 - 33.3 250s 37581 27660 700.78440 48 136 - 689.01593 - 33.2 255s 38494 28228 692.47066 57 90 - 689.03884 - 33.1 260s 39407 28851 infeasible 82 - 689.07870 - 33.0 265s 40301 29469 742.65555 94 122 - 689.13287 - 33.0 270s 40805 29809 762.28395 107 201 - 689.14373 - 33.0 306s 40808 29811 747.11874 84 182 - 689.14373 - 33.0 310s 40810 29812 722.16376 79 173 - 689.14373 - 33.0 315s 40813 29814 705.58575 65 201 - 689.14373 - 32.9 320s 40817 29817 741.75833 86 199 - 689.14373 - 32.9 325s 40821 29820 695.18259 54 218 - 689.14373 - 32.9 331s 40824 29822 723.84434 75 222 - 689.14373 - 32.9 335s 40828 29824 722.16376 79 221 - 689.14373 - 32.9 341s 40831 29826 726.44805 88 221 - 689.14373 - 32.9 345s 40835 29829 760.44454 95 225 - 689.14373 - 32.9 350s 40837 29832 689.14373 46 211 - 689.14373 - 33.1 355s 41301 30025 695.92580 66 145 - 689.14373 - 33.2 360s 41900 30322 infeasible 139 - 689.23486 - 33.3 365s 42487 30549 762.00997 129 88 - 689.61775 - 33.5 370s 43122 30825 707.70250 79 135 - 690.15058 - 33.6 375s 43842 31115 infeasible 131 - 690.37892 - 33.6 380s 44412 31381 715.68422 91 127 - 690.52341 - 33.8 385s 45033 31613 704.25716 77 147 - 690.67874 - 33.9 390s 45688 31899 747.76127 92 87 - 690.82091 - 33.9 395s 46404 32192 718.41071 64 103 - 691.02498 - 33.9 400s 47017 32357 infeasible 129 - 691.03217 - 34.1 405s 47658 32576 704.45170 73 169 - 691.15464 - 34.1 410s 48167 32771 765.81657 84 163 - 691.19306 - 34.3 415s 48781 33004 724.72676 102 114 - 691.22835 - 34.3 420s 49376 33194 735.22421 74 92 - 691.28964 - 34.4 425s 49953 33423 697.58860 70 169 - 691.34722 - 34.5 430s 50560 33660 706.59862 68 147 - 691.41400 - 34.6 435s 51082 33867 752.56683 117 124 - 691.44239 - 34.7 440s 51694 34117 732.08382 125 105 - 691.49704 - 34.8 445s 52327 34378 695.76875 60 188 - 691.54483 - 34.8 450s 52907 34584 749.57668 91 117 - 691.58771 - 34.9 455s 53415 34756 768.59287 83 160 - 691.67194 - 35.0 460s 54057 35075 794.05874 114 71 - 691.68977 - 35.0 465s 54615 35267 718.99600 85 122 - 691.71817 - 35.1 470s 55142 35444 757.54290 96 125 - 691.78554 - 35.2 475s 55768 35671 716.74453 76 172 - 691.81805 - 35.3 480s 56298 35919 707.64036 73 138 - 691.84142 - 35.4 485s 56787 36063 734.57670 77 113 - 691.87688 - 35.5 490s 57343 36232 722.22006 77 182 - 691.91257 - 35.6 495s 57892 36421 730.28385 83 151 - 691.98943 - 35.7 500s 58513 36650 infeasible 69 - 692.03092 - 35.7 505s 59046 36837 714.45189 80 166 - 692.04493 - 35.8 510s 59542 36997 759.27289 83 138 - 692.11279 - 35.9 515s 60149 37221 718.10928 91 153 - 692.15230 - 36.0 520s 60701 37436 745.01828 96 130 - 692.16865 - 36.1 525s 61191 37615 767.28923 111 158 - 692.22807 - 36.2 530s 61639 37783 820.70645 125 65 - 692.24202 - 36.3 535s 62170 37989 798.40803 148 69 - 692.28592 - 36.4 540s 62757 38149 708.27109 61 158 - 692.32783 - 36.4 545s 63354 38271 692.99759 60 160 - 692.38373 - 36.4 550s 63829 38391 728.40597 85 122 - 692.42043 - 36.6 555s 64311 38512 715.78721 75 169 - 692.44458 - 36.7 560s 64888 38738 770.59588 113 138 - 692.49813 - 36.7 565s 65410 38850 infeasible 126 - 692.52668 - 36.8 570s 65873 38985 infeasible 78 - 692.54238 - 37.0 575s 66488 39169 infeasible 92 - 692.56814 - 37.0 580s 67136 39402 763.71592 98 138 - 692.58732 - 37.1 585s 67768 39596 734.88589 71 150 - 692.60678 - 37.1 590s 68355 39791 762.38494 86 134 - 692.63954 - 37.1 595s 69002 40003 infeasible 115 - 692.68115 - 37.1 600s 69610 40240 780.16903 125 146 - 692.70470 - 37.2 605s 70211 40503 723.41402 97 136 - 692.72596 - 37.2 610s 70856 40808 780.49964 138 109 - 692.74559 - 37.1 615s 71407 40978 732.46614 76 134 - 692.78496 - 37.2 620s 72034 41171 726.95274 88 135 - 692.83060 - 37.2 625s 72644 41348 707.80963 60 152 - 692.86662 - 37.2 630s 73283 41525 710.47506 66 134 - 692.90975 - 37.2 635s 73882 41695 769.95224 100 105 - 692.93798 - 37.2 640s 74453 41835 743.44417 87 160 - 692.97459 - 37.3 645s 75063 42008 800.41582 87 128 - 693.02921 - 37.3 650s 75665 42209 711.86905 64 108 - 693.04576 - 37.3 655s 76263 42431 715.26756 74 153 - 693.07431 - 37.3 660s 76858 42602 715.06629 74 139 - 693.10059 - 37.4 665s 77503 42751 773.65788 103 131 - 693.12685 - 37.4 670s 78178 42936 742.79475 80 122 - 693.16601 - 37.3 675s 78773 43117 763.86768 114 110 - 693.18824 - 37.4 680s 79396 43264 748.27810 87 134 - 693.20741 - 37.4 685s 79993 43386 696.46913 59 115 - 693.23148 - 37.4 690s 80591 43541 707.36737 64 167 - 693.25300 - 37.5 695s 81154 43660 715.97397 82 143 - 693.29761 - 37.5 700s 81701 43825 infeasible 71 - 693.30953 - 37.5 705s 82313 44051 763.40708 86 117 - 693.33735 - 37.5 710s 82939 44232 731.64857 84 163 - 693.35496 - 37.5 715s 83566 44451 737.39690 76 122 - 693.36872 - 37.5 720s 84176 44656 infeasible 124 - 693.38570 - 37.6 725s 84791 44839 699.36745 68 166 - 693.40491 - 37.6 730s 85405 45026 740.74384 101 111 - 693.42111 - 37.6 735s 86039 45192 752.72502 70 131 - 693.44444 - 37.6 740s 86691 45351 infeasible 78 - 693.46862 - 37.6 745s 87274 45512 719.75020 75 94 - 693.50148 - 37.6 750s 87872 45671 817.34702 103 148 - 693.53751 - 37.6 755s 88520 45843 784.53203 110 129 - 693.55813 - 37.6 760s 89149 46033 753.48463 64 140 - 693.57825 - 37.6 765s 89730 46210 708.62155 70 156 - 693.59143 - 37.6 770s 90333 46419 738.50177 80 132 - 693.61058 - 37.7 775s 90951 46621 756.08323 84 112 - 693.64084 - 37.6 780s 91551 46841 721.62292 74 143 - 693.65405 - 37.7 785s 92112 47014 763.38467 96 110 - 693.66920 - 37.7 790s 92706 47178 744.52478 77 147 - 693.68810 - 37.7 795s 93273 47327 729.68582 78 145 - 693.70465 - 37.7 800s 93745 47415 746.40876 75 169 - 693.73118 - 37.8 805s 94437 47653 753.70670 84 125 - 693.74331 - 37.7 810s 95027 47800 703.43624 64 134 - 693.75504 - 37.8 815s 95477 47952 772.49596 90 147 - 693.76399 - 37.9 820s 96149 48180 747.53792 95 102 - 693.78263 - 37.8 825s 96806 48391 757.98154 97 123 - 693.80455 - 37.9 830s 97497 48588 infeasible 71 - 693.82094 - 37.9 835s 98168 48794 infeasible 153 - 693.83531 - 37.9 840s 98924 49004 735.36284 77 118 - 693.85765 - 37.9 845s 99562 49179 694.07838 65 184 - 693.88621 - 37.9 850s 100222 49388 717.24529 66 150 - 693.90082 - 37.9 855s 101026 49646 729.12339 88 166 - 693.92260 - 37.9 860s 101559 49760 829.20601 116 113 - 693.94034 - 38.0 865s 102150 49976 719.50099 70 150 - 693.95733 - 38.0 870s 102848 50129 infeasible 97 - 693.97366 - 38.0 875s 103447 50289 732.40195 75 128 - 693.99640 - 38.0 880s 104113 50492 695.87105 67 185 - 694.01045 - 38.1 885s 104858 50738 783.96613 109 107 - 694.02553 - 38.0 890s 105568 50909 696.39848 64 143 - 694.03437 - 38.1 895s 106233 51162 infeasible 119 - 694.04401 - 38.1 900s 106821 51322 755.91128 79 153 - 694.05591 - 38.1 905s 107573 51582 819.16572 137 115 - 694.07064 - 38.1 910s 108235 51805 754.14712 101 125 - 694.08219 - 38.2 915s 108901 52022 788.92673 78 148 - 694.08889 - 38.2 920s 109593 52265 799.41934 107 99 - 694.10328 - 38.2 925s 110399 52498 768.69146 88 142 - 694.11435 - 38.2 930s 111081 52678 758.66380 84 91 - 694.12995 - 38.2 935s 111731 52871 infeasible 106 - 694.14562 - 38.2 940s 112348 53072 772.64688 106 117 - 694.16023 - 38.2 945s 113138 53310 694.99117 67 163 - 694.17619 - 38.2 950s 113851 53558 733.58826 78 180 - 694.19907 - 38.2 955s 114460 53727 794.93732 99 144 - 694.20776 - 38.2 960s 115144 53945 715.89329 74 172 - 694.23216 - 38.3 965s 115805 54190 804.46224 110 106 - 694.24028 - 38.3 970s 116454 54381 infeasible 96 - 694.25000 - 38.3 975s 117194 54570 774.62080 75 132 - 694.26569 - 38.3 980s 117998 54836 760.58013 84 121 - 694.28578 - 38.3 985s 118754 55109 795.44705 113 118 - 694.30026 - 38.3 990s 119498 55323 694.94192 63 175 - 694.30953 - 38.3 995s 120228 55535 721.15664 73 123 - 694.32296 - 38.3 1000s 121009 55841 768.48893 111 116 - 694.33612 - 38.3 1005s 121760 56101 731.75645 71 138 - 694.35048 - 38.2 1010s 122501 56315 701.65722 66 96 - 694.36549 - 38.2 1015s 123183 56542 infeasible 132 - 694.37411 - 38.2 1020s 123852 56764 735.98984 81 153 - 694.38541 - 38.2 1025s 124506 56961 754.48974 90 116 - 694.39691 - 38.3 1030s 125247 57161 707.77546 72 135 - 694.41215 - 38.3 1035s 125882 57319 infeasible 101 - 694.42788 - 38.3 1040s 126609 57536 794.87676 83 124 - 694.43916 - 38.3 1045s 127301 57751 714.96094 71 141 - 694.44373 - 38.3 1050s 128075 58009 795.87631 132 118 - 694.45366 - 38.3 1055s 128719 58198 720.78370 68 158 - 694.46329 - 38.4 1060s 129393 58439 798.27489 129 80 - 694.46999 - 38.4 1065s 130190 58693 745.18934 86 128 - 694.48276 - 38.4 1070s 130952 59146 726.36082 87 127 - 694.49239 - 38.4 1075s 131845 59723 694.61845 58 124 - 694.50332 - 38.3 1080s 132542 60160 744.68318 86 123 - 694.51084 - 38.3 1085s 133113 60499 807.76064 112 130 - 694.52564 - 38.3 1090s 133898 61048 759.27732 96 117 - 694.53217 - 38.3 1095s 134664 61537 807.73504 122 108 - 694.54505 - 38.3 1100s 135432 62003 infeasible 87 - 694.56195 - 38.3 1105s 136141 62470 742.44773 80 102 - 694.57183 - 38.3 1110s 136922 62985 718.05604 76 165 - 694.58832 - 38.3 1115s 137719 63524 719.14984 81 151 - 694.60325 - 38.3 1120s 138557 64109 718.26305 75 91 - 694.61424 - 38.3 1125s 139322 64653 infeasible 80 - 694.61964 - 38.3 1130s 140005 65096 796.46024 99 108 - 694.62801 - 38.3 1135s 140854 65645 805.08701 115 119 - 694.63386 - 38.3 1140s 141539 66090 722.72844 63 166 - 694.64106 - 38.3 1145s 142330 66610 716.57796 85 132 - 694.64954 - 38.3 1150s 142903 67019 744.50928 89 105 - 694.65689 - 38.3 1155s 143660 67462 725.04015 84 103 - 694.66753 - 38.3 1160s 144413 67994 726.99239 71 152 - 694.67337 - 38.3 1165s 145247 68562 823.27717 136 92 - 694.68120 - 38.3 1170s 146025 69028 698.29586 67 141 - 694.68935 - 38.3 1175s 146761 69530 732.11316 79 144 - 694.69758 - 38.3 1180s 147622 70068 749.75298 83 149 - 694.70234 - 38.2 1185s 148352 70529 infeasible 70 - 694.71592 - 38.2 1190s 149187 71130 783.97536 129 93 - 694.73099 - 38.2 1195s 149926 71600 741.95583 70 163 - 694.74595 - 38.2 1200s 150860 72225 757.94391 87 126 - 694.75915 - 38.2 1205s 151596 72688 770.38338 88 131 - 694.76868 - 38.2 1210s 152252 73098 infeasible 70 - 694.78253 - 38.2 1215s 153057 73598 infeasible 124 - 694.79214 - 38.2 1220s 153637 74009 infeasible 113 - 694.79490 - 38.2 1225s 154371 74481 774.22855 72 163 - 694.79723 - 38.2 1230s 155140 74973 769.51445 78 151 - 694.80319 - 38.2 1235s 155976 75554 814.22362 145 98 - 694.80845 - 38.2 1240s 156762 76089 697.34591 59 118 - 694.81767 - 38.2 1245s 157609 76720 856.14205 140 71 - 694.82322 - 38.2 1250s 158397 77295 795.41654 121 88 - 694.83194 - 38.2 1255s 159290 77871 709.36613 68 156 - 694.84237 - 38.1 1260s 160078 78380 758.73370 95 159 - 694.84995 - 38.1 1265s 160900 78907 778.04058 105 112 - 694.86151 - 38.1 1270s 161794 79536 706.88278 67 154 - 694.86865 - 38.1 1275s 162515 79987 753.68060 112 98 - 694.87480 - 38.1 1280s 163305 80459 733.55308 78 144 - 694.88359 - 38.1 1285s 163994 80910 815.46543 130 73 - 694.89094 - 38.1 1290s 164765 81367 696.98193 69 141 - 694.89715 - 38.1 1295s 165537 81899 742.62629 71 145 - 694.90627 - 38.1 1300s 166451 82476 702.84317 65 158 - 694.91336 - 38.0 1305s 167263 82985 730.82495 72 162 - 694.92288 - 38.0 1310s 168113 83547 infeasible 111 - 694.92830 - 38.0 1315s 169006 84108 783.10035 120 109 - 694.94110 - 38.0 1320s 169871 84656 698.14045 59 154 - 694.94819 - 37.9 1325s 170664 85153 748.36215 83 124 - 694.96400 - 37.9 1330s 171492 85733 755.42594 81 97 - 694.97261 - 37.9 1335s 172341 86315 789.16817 84 103 - 694.97878 - 37.9 1340s 173229 86849 698.79886 58 136 - 694.98804 - 37.9 1345s 173777 87201 infeasible 90 - 694.99279 - 37.9 1350s 174522 87700 750.26507 72 124 - 694.99905 - 37.9 1355s 175373 88234 706.55464 65 117 - 695.00665 - 37.9 1360s 176221 88722 704.52581 63 152 - 695.01687 - 37.9 1365s 177134 89342 747.95806 76 114 - 695.02681 - 37.8 1370s 178061 89932 775.01810 112 102 - 695.03239 - 37.8 1375s 178905 90520 infeasible 83 - 695.04010 - 37.8 1380s 179678 91069 702.03506 75 144 - 695.04828 - 37.8 1385s 180430 91605 711.62047 73 151 - 695.05429 - 37.8 1390s 181217 92143 739.37657 84 127 - 695.06662 - 37.8 1395s 181977 92672 721.37080 82 124 - 695.07197 - 37.8 1400s 182710 93156 infeasible 86 - 695.08025 - 37.8 1405s 183503 93687 698.00048 73 147 - 695.08482 - 37.8 1410s 184241 94217 802.24192 110 95 - 695.08827 - 37.8 1415s 185089 94734 708.92365 66 158 - 695.09743 - 37.7 1420s 185779 95183 745.43260 94 119 - 695.10794 - 37.7 1425s 186670 95709 757.26671 88 111 - 695.11458 - 37.7 1430s 187436 96183 764.02946 90 113 - 695.12562 - 37.7 1435s 188260 96698 725.62002 65 107 - 695.13308 - 37.7 1440s 189072 97284 931.50665 182 59 - 695.13785 - 37.7 1445s 189829 97759 696.59701 68 154 - 695.14266 - 37.7 1450s 190566 98244 infeasible 67 - 695.15265 - 37.7 1455s 191331 98779 749.33079 110 88 - 695.15768 - 37.7 1460s 192140 99306 867.09748 132 108 - 695.16616 - 37.7 1465s 192924 99814 infeasible 124 - 695.17302 - 37.7 1470s 193612 100278 784.31115 102 110 - 695.18085 - 37.7 1475s 194249 100691 718.62324 79 139 - 695.18817 - 37.7 1480s 195067 101249 755.97372 77 138 - 695.19355 - 37.7 1485s 195933 101805 727.10680 63 176 - 695.20128 - 37.7 1490s 196745 102367 infeasible 99 - 695.20613 - 37.7 1495s 197493 102776 infeasible 76 - 695.21497 - 37.7 1500s 198388 103309 infeasible 97 - 695.21950 - 37.6 1505s 199190 103824 757.88664 96 99 - 695.22515 - 37.6 1510s 200041 104422 784.68219 105 134 - 695.22904 - 37.6 1515s 200849 104974 760.33514 94 136 - 695.23672 - 37.6 1520s 201640 105532 714.98993 69 170 - 695.24715 - 37.6 1525s 202422 106030 774.55703 100 135 - 695.25000 - 37.6 1530s 203215 106568 718.96440 84 131 - 695.25540 - 37.6 1535s 203991 107089 753.24028 107 128 - 695.26272 - 37.6 1540s 204758 107545 808.92788 118 73 - 695.26948 - 37.6 1545s 205534 108100 766.50302 115 106 - 695.27659 - 37.6 1550s 206394 108668 731.69860 83 117 - 695.28398 - 37.5 1555s 207218 109211 715.52439 87 154 - 695.29526 - 37.5 1560s 207931 109659 729.62862 84 121 - 695.29887 - 37.5 1565s 208765 110190 718.64254 91 173 - 695.31094 - 37.5 1570s 209634 110740 infeasible 83 - 695.31901 - 37.5 1575s 210359 111179 infeasible 81 - 695.32824 - 37.5 1580s 211121 111648 707.92620 72 139 - 695.33531 - 37.5 1585s 211998 112210 727.58943 75 149 - 695.34278 - 37.5 1590s 212853 112820 795.80835 98 112 - 695.34627 - 37.5 1595s 213625 113354 810.27111 131 111 - 695.34986 - 37.5 1600s 214333 113843 707.09232 76 142 - 695.35386 - 37.4 1605s 215075 114297 725.77311 84 135 - 695.35919 - 37.4 1610s 215814 114751 739.04672 77 135 - 695.36727 - 37.5 1615s 216592 115234 infeasible 87 - 695.37145 - 37.5 1620s 217428 115785 744.74092 66 173 - 695.37663 - 37.4 1625s 218151 116259 781.00536 82 104 - 695.38207 - 37.5 1630s 218958 116740 754.61369 94 118 - 695.38610 - 37.5 1635s 219822 117362 837.29291 148 78 - 695.39050 - 37.4 1640s 220685 117914 740.39559 95 123 - 695.40018 - 37.4 1645s 221393 118423 784.73049 129 97 - 695.40662 - 37.4 1650s 222133 118916 736.47959 79 160 - 695.41425 - 37.4 1655s 222925 119436 776.09439 122 103 - 695.41988 - 37.4 1660s 223616 119863 727.10415 80 114 - 695.42372 - 37.4 1665s 224338 120361 700.04074 58 136 - 695.42751 - 37.4 1670s 224940 120767 754.95553 90 149 - 695.43448 - 37.4 1675s 225611 121169 infeasible 88 - 695.44017 - 37.5 1680s 226358 121616 805.86360 120 88 - 695.44373 - 37.5 1685s 227099 122129 801.29302 104 107 - 695.44939 - 37.5 1690s 227813 122601 825.66562 111 87 - 695.45149 - 37.5 1695s 228650 123186 infeasible 96 - 695.45942 - 37.5 1700s 229426 123694 735.16639 68 107 - 695.47188 - 37.5 1705s 230333 124294 799.27050 131 104 - 695.47633 - 37.4 1710s 231025 124754 696.93495 69 137 - 695.48035 - 37.4 1715s 231933 125358 infeasible 116 - 695.48480 - 37.4 1720s 232732 125870 779.31381 116 107 - 695.48777 - 37.4 1725s 233552 126412 720.85913 83 136 - 695.49208 - 37.4 1730s 234217 126834 723.02960 77 137 - 695.49925 - 37.4 1735s 234862 127281 789.18090 99 116 - 695.50414 - 37.4 1740s 235630 127758 703.23118 58 109 - 695.50834 - 37.4 1745s 236404 128319 766.06639 101 110 - 695.51516 - 37.4 1750s 237286 128891 739.64543 81 90 - 695.52135 - 37.4 1755s 238102 129438 802.58728 116 98 - 695.52650 - 37.4 1760s 238961 130028 725.97665 69 168 - 695.53183 - 37.4 1765s 239641 130484 737.24449 76 127 - 695.53439 - 37.4 1770s 240376 130943 infeasible 70 - 695.53788 - 37.4 1775s 241182 131508 740.04667 87 123 - 695.54598 - 37.4 1780s 242035 132041 723.46532 82 118 - 695.54967 - 37.4 1785s 242825 132584 717.40917 75 137 - 695.55472 - 37.4 1790s 243534 133076 infeasible 97 - 695.55941 - 37.4 1795s 244376 133681 782.17061 93 97 - 695.56230 - 37.4 1800s 245137 134212 770.53259 86 133 - 695.56752 - 37.3 1805s 246004 134832 762.98998 109 101 - 695.57043 - 37.3 1810s 246711 135319 infeasible 80 - 695.57569 - 37.3 1815s 247458 135898 755.11679 104 113 - 695.58184 - 37.4 1820s 248211 136456 836.18705 123 104 - 695.58437 - 37.4 1825s 249040 136987 infeasible 93 - 695.58914 - 37.4 1830s 249772 137508 807.52860 119 144 - 695.59167 - 37.4 1835s 250641 138053 708.99306 77 141 - 695.59846 - 37.3 1840s 251531 138646 784.52741 102 82 - 695.60348 - 37.3 1845s 252266 139089 infeasible 65 - 695.60826 - 37.3 1850s 252995 139554 703.27734 67 104 - 695.61189 - 37.3 1855s 253786 140123 700.38816 74 143 - 695.61772 - 37.3 1860s 254613 140663 752.55255 106 108 - 695.62225 - 37.3 1865s 255279 141110 infeasible 102 - 695.62722 - 37.3 1870s 256080 141649 732.74966 70 158 - 695.63444 - 37.3 1875s 256780 142129 775.72162 89 116 - 695.63761 - 37.3 1880s 257540 142650 infeasible 102 - 695.64236 - 37.3 1885s 258356 143141 749.32805 68 135 - 695.64744 - 37.3 1890s 259195 143738 719.37200 69 118 - 695.65131 - 37.3 1895s 259954 144215 730.50260 90 136 - 695.65545 - 37.3 1900s 260648 144702 722.82787 72 159 - 695.66082 - 37.3 1905s 261527 145293 743.28803 72 141 - 695.66430 - 37.3 1910s 262341 145806 723.24764 70 151 - 695.67385 - 37.3 1915s 263031 146264 717.34280 74 149 - 695.68052 - 37.3 1920s 263829 146795 761.89098 72 154 - 695.68535 - 37.3 1925s 264564 147280 699.28651 63 184 - 695.68908 - 37.3 1930s 265342 147784 713.40828 64 151 - 695.69407 - 37.3 1935s 266008 148204 740.98666 95 114 - 695.69673 - 37.3 1940s 266913 148810 718.02853 68 148 - 695.69983 - 37.3 1945s 267673 149321 733.85445 86 110 - 695.70387 - 37.3 1950s 268299 149731 775.85523 112 109 - 695.70749 - 37.3 1955s 269095 150242 713.33010 88 148 - 695.70920 - 37.3 1960s 269886 150804 720.32645 78 159 - 695.71214 - 37.3 1965s 270550 151283 698.04359 68 155 - 695.71393 - 37.4 1970s 271321 151790 infeasible 119 - 695.71764 - 37.4 1975s 272155 152356 720.16233 77 135 - 695.72227 - 37.3 1980s 272949 152931 707.62069 74 153 - 695.72620 - 37.3 1985s 273722 153490 747.70658 96 116 - 695.73027 - 37.3 1990s 274621 154096 784.11585 126 100 - 695.73365 - 37.3 1995s 275375 154617 729.55521 94 116 - 695.73691 - 37.3 2000s 276147 155131 714.27777 79 136 - 695.74091 - 37.3 2005s 276960 155707 724.13959 70 147 - 695.74405 - 37.3 2010s 277818 156304 infeasible 74 - 695.74839 - 37.3 2015s 278558 156777 716.90313 76 121 - 695.75345 - 37.3 2020s 279367 157388 717.46662 79 166 - 695.75741 - 37.3 2025s 280146 157929 796.04842 113 111 - 695.76046 - 37.3 2030s 281055 158539 762.74116 65 155 - 695.76566 - 37.3 2035s 281900 159143 815.06049 102 120 - 695.76953 - 37.3 2040s 282676 159714 743.21630 83 151 - 695.77472 - 37.3 2045s 283475 160298 732.39531 87 105 - 695.77727 - 37.3 2050s 284261 160841 840.78849 119 87 - 695.78276 - 37.3 2055s 285144 161459 794.50500 131 102 - 695.78482 - 37.3 2060s 285827 161950 773.66455 102 139 - 695.78686 - 37.2 2065s 286593 162468 718.50309 65 159 - 695.79184 - 37.2 2070s 287163 162842 infeasible 153 - 695.79353 - 37.3 2075s 287986 163419 783.18734 106 123 - 695.79660 - 37.3 2080s 288757 163888 781.83890 106 102 - 695.79905 - 37.3 2085s 289489 164394 infeasible 112 - 695.80255 - 37.3 2090s 290386 165048 775.10938 102 116 - 695.80816 - 37.3 2095s 291236 165695 755.78831 95 136 - 695.81004 - 37.3 2100s 292021 166232 infeasible 102 - 695.81174 - 37.3 2105s 292832 166773 785.11911 123 89 - 695.81756 - 37.2 2110s 293613 167299 infeasible 105 - 695.81992 - 37.2 2115s 294383 167798 716.03647 78 170 - 695.82488 - 37.2 2120s 295112 168320 728.93378 83 140 - 695.82759 - 37.3 2125s 295953 168943 771.64262 122 106 - 695.83137 - 37.2 2130s 296654 169427 790.04203 116 109 - 695.83326 - 37.2 2135s 297541 170043 818.56123 129 101 - 695.83829 - 37.2 2140s 298458 170630 752.72860 109 93 - 695.84057 - 37.2 2145s 299350 171257 732.63875 80 146 - 695.84362 - 37.2 2150s 300270 171910 809.08962 161 86 - 695.84758 - 37.2 2155s 301072 172502 739.02353 97 101 - 695.84953 - 37.2 2160s 301944 173085 770.37649 81 142 - 695.85234 - 37.1 2165s 302732 173663 724.11938 80 149 - 695.85451 - 37.1 2170s 303553 174234 781.18773 106 103 - 695.85944 - 37.1 2175s 304433 174873 766.04921 107 105 - 695.86352 - 37.1 2180s 305306 175471 763.30094 82 98 - 695.86609 - 37.1 2185s 306086 176007 709.21976 70 105 - 695.87296 - 37.1 2190s 306779 176562 797.97463 129 120 - 695.87361 - 37.1 2195s 307597 177149 715.38831 69 126 - 695.87741 - 37.1 2200s 308446 177731 infeasible 101 - 695.88292 - 37.1 2205s 309222 178230 infeasible 94 - 695.88886 - 37.1 2210s 310052 178850 765.29596 86 124 - 695.89111 - 37.1 2215s 310949 179493 811.09825 139 107 - 695.89473 - 37.1 2220s 311663 179922 infeasible 122 - 695.90027 - 37.1 2225s 312535 180520 934.63962 159 108 - 695.90247 - 37.1 2230s 313365 181094 727.17711 75 106 - 695.90660 - 37.1 2235s 314148 181628 760.01129 91 114 - 695.91126 - 37.1 2240s 314909 182111 infeasible 71 - 695.91638 - 37.1 2245s 315747 182695 847.34701 154 131 - 695.92007 - 37.1 2250s 316450 183134 712.30254 66 106 - 695.92218 - 37.1 2255s 317287 183716 798.57027 116 95 - 695.92600 - 37.1 2260s 318100 184249 786.72762 116 97 - 695.92841 - 37.1 2265s 318904 184815 737.50557 91 141 - 695.93133 - 37.1 2270s 319641 185285 infeasible 101 - 695.93328 - 37.1 2275s 320364 185797 infeasible 131 - 695.93725 - 37.1 2280s 321111 186340 823.56423 117 129 - 695.94010 - 37.1 2285s 322004 186922 719.97240 71 187 - 695.94374 - 37.1 2290s 322718 187428 792.42447 107 105 - 695.94612 - 37.1 2295s 323480 187966 776.52409 121 112 - 695.95072 - 37.1 2300s 324336 188535 710.94906 71 138 - 695.95291 - 37.1 2305s 325204 189113 703.40350 72 156 - 695.95537 - 37.1 2310s 326074 189692 778.18111 122 109 - 695.95726 - 37.0 2315s 326876 190216 744.16306 98 129 - 695.96187 - 37.0 2320s 327677 190704 727.62287 70 186 - 695.96674 - 37.0 2325s 328410 191219 712.13523 70 146 - 695.97157 - 37.0 2330s 329146 191704 infeasible 80 - 695.97541 - 37.0 2335s 329993 192331 744.92852 130 117 - 695.97830 - 37.0 2340s 330771 192878 751.68183 84 128 - 695.98055 - 37.0 2345s 331685 193541 708.20938 73 109 - 695.98276 - 37.0 2350s 332514 194139 733.72210 93 129 - 695.98649 - 37.0 2355s 333388 194746 756.16402 124 113 - 695.98884 - 37.0 2360s 334323 195426 783.17705 115 78 - 695.99129 - 37.0 2365s 335221 196042 770.28215 103 142 - 695.99514 - 37.0 2370s 335994 196581 infeasible 89 - 695.99820 - 37.0 2375s 336732 197102 787.13924 115 99 - 696.00180 - 37.0 2380s 337417 197575 712.46405 72 153 - 696.00355 - 37.0 2385s 338199 198119 795.86861 107 102 - 696.00507 - 37.0 2390s 339060 198701 699.03649 72 137 - 696.00745 - 37.0 2395s 339904 199323 794.37966 104 106 - 696.01037 - 37.0 2400s 340649 199834 757.51683 109 150 - 696.01593 - 37.0 2405s 341537 200459 791.08066 113 131 - 696.01918 - 36.9 2410s 342162 200867 737.29570 85 151 - 696.02236 - 37.0 2415s 342990 201461 837.29572 127 87 - 696.02537 - 37.0 2420s 343852 202075 827.76796 119 100 - 696.02692 - 37.0 2425s 344815 202714 696.30827 68 155 - 696.03009 - 36.9 2430s 345521 203186 704.64425 65 127 - 696.03237 - 36.9 2435s 346314 203736 infeasible 97 - 696.03523 - 36.9 2440s 347101 204293 796.43600 113 87 - 696.03780 - 36.9 2445s 347924 204876 769.86238 104 99 - 696.04177 - 36.9 2450s 348841 205505 infeasible 122 - 696.04461 - 36.9 2455s 349712 206064 710.03844 74 140 - 696.04914 - 36.9 2460s 350534 206603 754.36631 95 107 - 696.05162 - 36.9 2465s 351392 207197 793.67717 134 103 - 696.05443 - 36.9 2470s 352166 207695 764.92134 106 141 - 696.05710 - 36.9 2475s 353023 208305 713.37538 78 130 - 696.06263 - 36.9 2480s 353796 208816 724.26147 68 152 - 696.06640 - 36.9 2485s 354676 209425 698.94466 64 101 - 696.07200 - 36.9 2490s 355391 209910 infeasible 130 - 696.07415 - 36.9 2495s 356295 210598 796.30037 116 120 - 696.07844 - 36.9 2500s 357064 211126 702.12730 66 128 - 696.08334 - 36.9 2505s 357704 211541 719.27723 91 135 - 696.08673 - 36.9 2510s 358339 211992 infeasible 98 - 696.08976 - 36.9 2515s 359087 212503 742.69047 99 144 - 696.09370 - 36.9 2520s 359917 213109 716.29031 85 110 - 696.09659 - 36.9 2525s 360756 213729 775.76013 132 81 - 696.09831 - 36.9 2530s 361596 214333 755.53960 107 89 - 696.10089 - 36.9 2535s 362492 214932 709.15889 64 149 - 696.10257 - 36.9 2540s 363343 215473 738.37530 77 138 - 696.10429 - 36.9 2545s 364108 215998 702.08702 78 144 - 696.10546 - 36.9 2550s 364868 216505 697.99122 65 150 - 696.11101 - 36.9 2555s 365690 217071 733.48678 78 153 - 696.11368 - 36.9 2560s 366628 217773 infeasible 148 - 696.11667 - 36.9 2565s 367503 218425 infeasible 104 - 696.11816 - 36.8 2570s 368187 218875 infeasible 89 - 696.12090 - 36.8 2575s 368951 219408 743.00813 93 111 - 696.12366 - 36.8 2580s 369699 219941 774.77296 101 100 - 696.12634 - 36.8 2585s 370447 220459 742.53202 100 118 - 696.12995 - 36.8 2590s 371309 221111 807.84325 125 104 - 696.13610 - 36.8 2595s 372139 221697 733.94581 67 124 - 696.13990 - 36.8 2600s 373062 222357 708.56055 69 131 - 696.14226 - 36.8 2605s 373835 222932 732.85860 90 93 - 696.14494 - 36.8 2610s 374705 223465 734.02669 73 154 - 696.14604 - 36.8 2615s 375453 224028 830.32514 133 110 - 696.14930 - 36.8 2620s 376069 224401 703.29634 86 130 - 696.15208 - 36.8 2625s 376941 225009 750.27227 115 114 - 696.15470 - 36.8 2630s 377704 225573 714.08195 82 134 - 696.15860 - 36.8 2635s 378432 226109 761.05127 84 103 - 696.16007 - 36.8 2640s 379270 226651 740.02615 95 133 - 696.16346 - 36.8 2645s 380136 227254 731.51839 75 136 - 696.16724 - 36.8 2650s 381034 227890 753.93097 125 106 - 696.17014 - 36.8 2655s 381856 228445 737.76861 86 107 - 696.17402 - 36.8 2660s 382765 229093 774.99961 110 118 - 696.17609 - 36.8 2665s 383627 229664 725.42839 89 123 - 696.18091 - 36.8 2670s 384331 230149 infeasible 141 - 696.18523 - 36.8 2675s 385156 230737 702.01898 79 145 - 696.18696 - 36.8 2680s 386009 231370 infeasible 145 - 696.18917 - 36.8 2685s 386744 231860 711.07529 65 135 - 696.19340 - 36.8 2690s 387555 232431 753.16466 75 139 - 696.19557 - 36.8 2695s 388208 232915 732.28097 83 201 - 696.19884 - 36.8 2700s 389102 233526 infeasible 102 - 696.19993 - 36.8 2705s 389918 234039 777.18743 111 108 - 696.20305 - 36.8 2710s 390693 234556 700.73866 69 158 - 696.20734 - 36.8 2715s 391492 235131 841.99875 134 114 - 696.21052 - 36.8 2720s 392397 235753 799.57399 96 93 - 696.21343 - 36.8 2725s 393202 236290 734.42182 71 161 - 696.21603 - 36.8 2730s 393970 236793 infeasible 101 - 696.21888 - 36.8 2735s 394720 237289 807.52634 144 106 - 696.22332 - 36.8 2740s 395540 237808 698.70071 71 135 - 696.22550 - 36.8 2745s 396363 238436 791.66436 110 100 - 696.22790 - 36.8 2750s 397133 238960 786.82640 111 110 - 696.22927 - 36.8 2755s 397850 239446 776.24119 101 144 - 696.23133 - 36.8 2760s 398519 239895 818.38861 120 167 - 696.23250 - 36.8 2765s 399392 240453 715.79307 81 120 - 696.23627 - 36.8 2770s 400225 241040 698.23919 67 103 - 696.23894 - 36.8 2775s 401072 241653 738.27869 101 101 - 696.24097 - 36.8 2780s 401851 242219 755.24206 100 107 - 696.24155 - 36.8 2785s 402745 242855 737.93060 103 87 - 696.24382 - 36.8 2790s 403623 243504 780.33822 104 96 - 696.24618 - 36.8 2795s 404456 244077 814.06021 121 110 - 696.24930 - 36.8 2800s 405349 244687 736.24143 92 125 - 696.25108 - 36.8 2805s 406173 245263 718.73417 90 129 - 696.25429 - 36.8 2810s 407068 245912 783.43452 105 126 - 696.25630 - 36.7 2815s 407821 246391 817.78272 126 119 - 696.25844 - 36.7 2820s 408404 246814 747.62912 79 146 - 696.26130 - 36.8 2825s 409229 247406 811.41983 107 157 - 696.26373 - 36.8 2830s 410073 247964 844.29442 132 103 - 696.26507 - 36.7 2835s 410852 248482 infeasible 107 - 696.26771 - 36.8 2840s 411490 248910 infeasible 84 - 696.27053 - 36.8 2845s 412255 249450 761.57872 96 125 - 696.27364 - 36.8 2850s 413073 250011 infeasible 118 - 696.27576 - 36.8 2855s 413807 250477 infeasible 111 - 696.27703 - 36.8 2860s 414623 251065 760.42414 114 111 - 696.27936 - 36.8 2865s 415470 251661 733.75990 74 93 - 696.28303 - 36.8 2870s 416324 252241 759.82724 96 140 - 696.28522 - 36.8 2875s 417118 252792 701.47932 69 104 - 696.28703 - 36.8 2880s 417955 253432 737.93849 100 123 - 696.29024 - 36.7 2885s 418724 253975 702.37377 73 114 - 696.29393 - 36.7 2890s 419526 254535 768.32129 112 100 - 696.29626 - 36.7 2895s 420333 255071 797.28864 122 120 - 696.29830 - 36.7 2900s 421060 255565 716.68202 69 139 - 696.30116 - 36.7 2905s 421921 256184 721.58937 86 172 - 696.30446 - 36.7 2910s 422623 256703 738.57722 72 105 - 696.30616 - 36.7 2915s 423386 257282 787.83483 121 129 - 696.30825 - 36.8 2920s 424188 257854 839.30436 136 142 - 696.30885 - 36.8 2925s 424974 258365 783.93118 126 132 - 696.31159 - 36.8 2930s 425772 258947 711.47860 81 126 - 696.31364 - 36.8 2935s 426465 259417 699.63968 68 148 - 696.31803 - 36.8 2940s 427302 259997 infeasible 117 - 696.31958 - 36.8 2945s 428139 260523 729.65763 92 153 - 696.32311 - 36.8 2950s 428851 261043 824.20929 133 69 - 696.32462 - 36.7 2955s 429759 261683 781.82581 101 128 - 696.32758 - 36.7 2960s 430624 262293 837.81231 133 102 - 696.32992 - 36.7 2965s 431338 262767 750.69276 95 128 - 696.33330 - 36.7 2970s 432125 263344 710.99141 72 136 - 696.33526 - 36.7 2975s 432814 263862 819.31675 136 85 - 696.33637 - 36.8 2980s 433665 264422 infeasible 110 - 696.33791 - 36.8 2985s 434453 264972 719.25725 86 111 - 696.34045 - 36.8 2990s 435317 265567 823.12672 126 84 - 696.34380 - 36.7 2995s 436231 266171 789.13745 121 130 - 696.34516 - 36.7 3000s 437021 266667 724.83966 83 115 - 696.35032 - 36.7 3005s 437771 267210 761.18810 107 109 - 696.35375 - 36.7 3010s 438616 267766 718.46008 94 104 - 696.35637 - 36.7 3015s 439306 268228 699.35441 70 147 - 696.35851 - 36.7 3020s 440099 268747 740.13823 70 156 - 696.36118 - 36.7 3025s 440937 269352 741.23497 71 160 - 696.36344 - 36.7 3030s 441728 269886 709.26523 71 153 - 696.36706 - 36.7 3035s 442570 270515 743.88064 109 118 - 696.36851 - 36.7 3040s 443468 271206 795.18866 123 99 - 696.37063 - 36.7 3045s 444285 271780 701.92293 62 110 - 696.37305 - 36.7 3050s 445074 272313 833.35982 124 107 - 696.37389 - 36.7 3055s 445732 272735 712.99026 82 142 - 696.37631 - 36.7 3060s 446434 273203 722.14833 76 95 - 696.37814 - 36.7 3065s 447259 273803 785.93783 124 95 - 696.37965 - 36.7 3070s 448067 274400 infeasible 115 - 696.38125 - 36.7 3075s 448964 275042 700.43805 64 150 - 696.38306 - 36.7 3080s 449638 275571 748.99524 91 104 - 696.38368 - 36.7 3085s 450340 276080 727.59349 79 126 - 696.38556 - 36.7 3090s 451144 276643 795.46799 110 117 - 696.38889 - 36.7 3095s 451900 277102 742.15566 95 101 - 696.39101 - 36.7 3100s 452725 277697 744.49153 92 108 - 696.39358 - 36.7 3105s 453499 278183 709.09185 81 139 - 696.39610 - 36.7 3110s 454277 278724 737.76981 75 138 - 696.39849 - 36.7 3115s 455111 279298 809.06458 126 126 - 696.40065 - 36.7 3120s 455728 279678 infeasible 101 - 696.40244 - 36.7 3125s 456484 280170 741.96761 91 139 - 696.40525 - 36.7 3130s 457173 280673 808.67973 118 118 - 696.40648 - 36.8 3135s 457944 281196 774.12604 118 91 - 696.40969 - 36.8 3140s 458753 281734 infeasible 93 - 696.41110 - 36.8 3145s 459401 282213 749.69133 95 90 - 696.41405 - 36.8 3150s 460142 282706 720.87295 75 121 - 696.41667 - 36.8 3155s 460976 283281 infeasible 78 - 696.42121 - 36.8 3160s 461728 283816 740.42436 111 105 - 696.42267 - 36.8 3165s 462531 284319 infeasible 125 - 696.42479 - 36.8 3170s 463324 284880 710.73591 73 122 - 696.42665 - 36.7 3175s 464035 285404 713.21586 76 141 - 696.42784 - 36.8 3180s 464810 285920 729.58772 92 80 - 696.42935 - 36.8 3185s 465722 286596 742.27200 75 77 - 696.43117 - 36.7 3190s 466515 287111 infeasible 122 - 696.43450 - 36.7 3195s 467442 287795 779.51824 123 141 - 696.43784 - 36.7 3200s 468284 288419 776.92193 99 109 - 696.43893 - 36.7 3205s 469089 288968 716.40477 65 149 - 696.44185 - 36.7 3210s 469720 289393 748.77130 87 113 - 696.44476 - 36.7 3215s 470535 289985 715.31119 89 154 - 696.44716 - 36.7 3220s 471292 290530 700.58059 82 154 - 696.44885 - 36.7 3225s 472057 291094 736.34332 84 153 - 696.45102 - 36.7 3230s 472868 291668 845.57669 150 102 - 696.45149 - 36.7 3235s 473709 292259 815.47589 150 106 - 696.45264 - 36.7 3240s 474572 292807 750.86379 109 118 - 696.45522 - 36.7 3245s 475444 293384 infeasible 93 - 696.45750 - 36.7 3250s 476241 293909 698.11897 64 143 - 696.46058 - 36.7 3255s 476930 294385 743.71357 92 149 - 696.46329 - 36.7 3260s 477676 294905 696.87358 60 176 - 696.46670 - 36.7 3265s 478567 295520 696.96038 68 155 - 696.46847 - 36.7 3270s 479339 296096 747.72189 86 134 - 696.46960 - 36.7 3275s 479977 296507 737.56872 70 158 - 696.47213 - 36.7 3280s 480780 297021 765.01561 94 143 - 696.47416 - 36.7 3285s 481592 297604 822.47639 135 97 - 696.47588 - 36.7 3290s 482387 298139 759.64287 101 97 - 696.47727 - 36.7 3295s 483280 298757 infeasible 120 - 696.47887 - 36.7 3300s 484013 299273 731.95456 102 125 - 696.48216 - 36.7 3305s 484700 299742 711.03564 71 135 - 696.48276 - 36.7 3310s 485502 300330 741.49863 89 133 - 696.48512 - 36.7 3315s 486164 300779 774.08924 107 108 - 696.48717 - 36.7 3320s 487009 301364 706.84267 80 155 - 696.48845 - 36.7 3325s 487745 301858 infeasible 165 - 696.48888 - 36.7 3330s 488541 302427 759.91317 107 125 - 696.49107 - 36.7 3335s 489312 302991 699.81316 60 152 - 696.49305 - 36.7 3340s 490004 303511 757.00498 97 108 - 696.49477 - 36.7 3345s 490788 304099 759.69338 106 123 - 696.49690 - 36.7 3350s 491695 304730 705.32350 77 151 - 696.49837 - 36.7 3355s 492481 305314 724.75003 72 149 - 696.50003 - 36.7 3360s 493298 305899 825.18491 166 104 - 696.50196 - 36.7 3365s 494089 306477 703.28777 60 181 - 696.50302 - 36.7 3370s 494874 307060 infeasible 80 - 696.50507 - 36.7 3375s 495591 307596 infeasible 121 - 696.50685 - 36.7 3380s 496357 308049 889.29164 162 99 - 696.50836 - 36.7 3385s 497186 308648 infeasible 178 - 696.50948 - 36.7 3390s 498018 309272 725.80966 93 104 - 696.51200 - 36.7 3395s 498748 309765 734.74193 82 136 - 696.51271 - 36.7 3400s 499550 310371 809.03456 100 138 - 696.51403 - 36.7 3405s 500205 310768 700.62335 77 134 - 696.51584 - 36.7 3410s 500955 311295 infeasible 94 - 696.51695 - 36.7 3415s 501843 311926 699.23871 66 140 - 696.51938 - 36.7 3420s 502651 312480 726.10693 96 110 - 696.52021 - 36.7 3425s 503375 312996 743.49113 84 131 - 696.52258 - 36.7 3430s 504149 313497 infeasible 150 - 696.52572 - 36.7 3435s 504873 313998 infeasible 110 - 696.52885 - 36.7 3440s 505698 314600 707.78728 65 132 - 696.53074 - 36.7 3445s 506553 315202 784.95736 105 129 - 696.53162 - 36.7 3450s 507330 315767 775.52557 108 107 - 696.53217 - 36.7 3455s 508075 316323 716.45225 77 148 - 696.53313 - 36.7 3460s 508901 316873 723.92500 87 120 - 696.53482 - 36.7 3465s 509730 317441 844.99783 127 100 - 696.53675 - 36.7 3470s 510445 317928 724.06923 83 139 - 696.53818 - 36.7 3475s 511181 318508 742.95800 111 124 - 696.54012 - 36.7 3480s 511772 318896 770.62034 124 115 - 696.54269 - 36.7 3485s 512652 319460 815.57357 121 108 - 696.54630 - 36.7 3490s 513406 319978 750.00977 82 155 - 696.54767 - 36.7 3495s 514056 320448 703.55815 71 152 - 696.54995 - 36.7 3500s 514855 321021 803.38479 136 93 - 696.55119 - 36.7 3505s 515646 321571 infeasible 87 - 696.55280 - 36.7 3510s 516434 322114 768.50785 114 117 - 696.55444 - 36.7 3515s 517125 322628 805.57587 146 93 - 696.55564 - 36.8 3520s 517984 323262 704.37489 68 121 - 696.55731 - 36.7 3525s 518701 323780 726.80593 87 103 - 696.56123 - 36.8 3530s 519468 324345 724.42849 94 130 - 696.56309 - 36.8 3535s 520362 324998 750.77042 91 161 - 696.56549 - 36.7 3540s 521040 325469 715.74118 85 142 - 696.56679 - 36.7 3545s 521893 326071 785.81730 111 115 - 696.56832 - 36.7 3550s 522762 326723 731.13741 98 110 - 696.57054 - 36.7 3555s 523364 327136 741.69637 71 134 - 696.57272 - 36.7 3560s 524116 327656 844.46546 128 115 - 696.57488 - 36.7 3565s 524824 328112 infeasible 116 - 696.57649 - 36.8 3570s 525626 328608 733.51791 88 106 - 696.57882 - 36.8 3575s 526507 329255 726.35046 91 123 - 696.57976 - 36.7 3580s 527252 329737 736.63259 64 173 - 696.58178 - 36.8 3585s 528092 330285 infeasible 113 - 696.58331 - 36.7 3590s 528930 330829 740.11385 67 146 - 696.58552 - 36.7 3595s Cutting planes: Learned: 8 Gomory: 43 Cover: 228 Implied bound: 254 Clique: 17 MIR: 338 Flow cover: 39 GUB cover: 21 Zero half: 219 Explored 529697 nodes (19468319 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.970000000000e+02, gap -