Gurobi 5.0.1 (linux64) logging started Sat Dec 22 17:54:47 2012 Optimize a model with 10402 rows, 10201 columns and 62516 nonzeros Presolve removed 4444 rows and 4910 columns Presolve time: 0.21s Presolved: 5958 rows, 5291 columns, 30175 nonzeros Variable types: 100 continuous, 5191 integer (5191 binary) Root relaxation: objective 6.491385e+02, 752 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 649.13854 0 166 - 649.13854 - - 0s 0 0 670.53442 0 167 - 670.53442 - - 0s 0 0 674.99129 0 129 - 674.99129 - - 0s 0 0 675.49031 0 188 - 675.49031 - - 0s 0 0 676.08280 0 122 - 676.08280 - - 0s 0 0 676.34119 0 152 - 676.34119 - - 1s 0 0 676.40572 0 167 - 676.40572 - - 1s 0 0 676.47473 0 124 - 676.47473 - - 1s 0 0 676.48122 0 160 - 676.48122 - - 1s 0 0 676.61110 0 156 - 676.61110 - - 1s 0 0 676.67154 0 170 - 676.67154 - - 1s 0 0 676.67154 0 142 - 676.67154 - - 1s 0 0 676.67154 0 151 - 676.67154 - - 1s 0 0 676.67154 0 151 - 676.67154 - - 2s 0 2 676.87608 0 151 - 676.87608 - - 2s 222 164 729.71764 33 139 - 680.73668 - 34.2 5s 603 507 719.85040 39 159 - 681.50147 - 33.8 16s 604 508 710.14284 27 165 - 681.50147 - 33.7 24s 605 509 699.63969 37 167 - 681.50147 - 33.7 31s 607 510 711.24495 19 164 - 684.02669 - 33.6 40s 608 511 687.06971 7 150 - 685.11284 - 33.5 45s 609 511 725.96792 59 172 - 685.63418 - 33.5 52s 610 512 710.14284 27 158 - 686.18549 - 33.4 61s 612 513 725.96792 59 181 - 687.69467 - 33.3 69s 613 514 733.63364 36 167 - 687.97870 - 33.2 79s 614 515 699.63969 37 170 - 688.15909 - 33.2 86s 615 515 694.30775 19 177 - 688.37069 - 33.1 90s 616 516 699.63969 37 164 - 688.50671 - 33.1 98s 617 517 711.24495 19 175 - 688.63659 - 33.0 102s 618 517 688.66805 7 176 - 688.66805 - 33.0 112s 619 518 688.69867 6 173 - 688.69867 - 32.9 118s 620 519 710.14284 27 167 - 688.75003 - 32.9 126s 621 519 710.73260 20 169 - 688.75654 - 32.8 131s 622 520 688.75654 7 169 - 688.75654 - 32.8 135s 686 565 699.80198 43 148 - 689.05973 - 43.2 140s 931 674 711.34374 42 129 - 689.41024 - 47.0 145s 1345 915 704.86640 45 114 - 689.47894 - 43.3 150s 1769 1125 714.12358 60 62 - 689.54352 - 42.0 155s 2255 1390 733.02050 56 69 - 689.74405 - 40.0 160s 2855 1897 infeasible 73 - 689.88674 - 37.5 165s 3360 2326 702.02779 31 95 - 689.98516 - 37.3 170s 3982 2832 734.93045 78 55 - 690.16468 - 36.3 175s 4548 3290 737.76873 50 100 - 690.18501 - 35.7 180s 5033 3713 697.19317 22 98 - 690.26559 - 35.4 185s 5672 4292 826.70376 129 57 - 690.32147 - 34.4 190s 6349 4884 755.94843 121 48 - 690.38794 - 33.6 195s 6979 5338 703.47310 35 110 - 690.48412 - 33.0 200s 7609 5913 786.40405 139 92 - 690.51054 - 32.8 205s 8279 6412 748.27164 68 112 - 690.68336 - 32.5 210s 9051 7072 773.44658 101 94 - 690.70990 - 31.8 215s 9755 7651 743.59750 71 87 - 690.85940 - 31.6 220s 10350 8192 760.34783 135 62 - 690.86047 - 30.9 225s 11072 8808 742.11555 77 117 - 690.89268 - 30.7 230s 11753 9353 717.34670 60 126 - 690.90789 - 30.6 235s 12371 9803 737.29516 54 89 - 690.96044 - 30.5 240s 12967 10323 742.42106 56 102 - 690.99165 - 30.4 245s 13663 10928 806.26873 153 67 - 691.01684 - 30.2 250s 14326 11474 751.46050 90 125 - 691.02855 - 30.0 255s 15087 12103 694.61283 20 126 - 691.04955 - 29.7 260s 15766 12677 757.60020 83 76 - 691.06781 - 29.8 265s 16481 13298 707.89089 36 109 - 691.07481 - 29.5 270s 17173 13863 744.43733 83 126 - 691.10276 - 29.5 275s 17946 14482 747.66622 69 107 - 691.12483 - 29.3 280s 18675 15086 infeasible 103 - 691.18478 - 29.3 285s 19399 15682 787.71245 111 63 - 691.20354 - 29.2 290s 19968 16165 793.65783 98 87 - 691.23868 - 29.3 295s 20402 16520 776.72066 100 92 - 691.26076 - 29.5 300s 20966 16922 710.94269 37 126 - 691.28734 - 29.5 305s 21671 17529 765.76887 88 61 - 691.30631 - 29.4 310s 22100 17841 705.78814 31 112 - 691.35693 - 29.6 315s 22708 18354 722.38403 54 89 - 691.36064 - 29.7 320s 23274 18814 infeasible 103 - 691.36390 - 29.8 325s 23918 19329 709.89402 27 145 - 691.42553 - 29.8 330s 24479 19796 721.90071 45 112 - 691.44729 - 30.0 335s 25062 20271 710.81097 26 118 - 691.48952 - 30.1 340s 25667 20761 697.61525 25 115 - 691.56804 - 30.2 345s 26325 21317 828.29154 112 90 - 691.58008 - 30.2 350s 26859 21703 infeasible 147 - 691.62008 - 30.5 355s 27451 22172 771.47367 76 114 - 691.67141 - 30.6 360s 28232 22772 724.50995 42 61 - 691.69916 - 30.4 365s 28969 23397 710.14912 45 160 - 691.75584 - 30.3 370s 29554 23881 infeasible 77 - 691.78534 - 30.4 375s 30075 24308 806.91882 101 92 - 691.79130 - 30.5 380s 30603 24733 749.76121 61 109 - 691.79975 - 30.5 385s 31166 25141 693.52558 22 112 - 691.84560 - 30.5 390s 31797 25650 719.44000 39 132 - 691.90542 - 30.5 395s 32285 26068 739.45413 68 125 - 691.94714 - 30.7 400s 32862 26509 713.16421 45 97 - 691.97739 - 30.8 405s 33443 26982 770.76707 76 97 - 692.00582 - 30.8 410s 34084 27473 791.08373 114 115 - 692.06553 - 30.8 415s 34657 27904 707.83589 33 132 - 692.10842 - 30.9 420s 35334 28474 infeasible 40 - 692.12475 - 30.9 425s 35929 28959 infeasible 89 - 692.14798 - 30.9 430s 36614 29489 717.59690 44 138 - 692.18175 - 30.9 435s 37230 29991 722.40831 44 121 - 692.22161 - 30.9 440s 37916 30532 698.82687 28 127 - 692.24801 - 30.9 445s 38423 30978 742.58192 76 90 - 692.26154 - 31.0 450s 38994 31441 722.36956 52 66 - 692.28453 - 31.0 455s 39617 31952 762.03235 69 61 - 692.30402 - 31.0 460s 40244 32439 709.84646 29 193 - 692.32230 - 31.0 465s 40804 32906 745.11282 94 86 - 692.34856 - 31.1 506s 41201 33246 785.90975 86 96 - 692.36078 - 31.1 510s 41873 33754 756.30912 74 82 - 692.40331 - 31.1 515s 42541 34271 infeasible 74 - 692.41171 - 31.1 520s 43104 34743 694.63804 25 107 - 692.42601 - 31.1 525s 43633 35185 733.68577 51 101 - 692.45565 - 31.2 530s 44025 35492 759.27384 68 200 - 692.45861 - 31.3 535s 44618 35956 703.08167 23 116 - 692.49314 - 31.3 540s 45158 36423 803.15216 97 60 - 692.50455 - 31.4 545s 45780 36904 818.61432 166 125 - 692.51496 - 31.4 550s 46393 37382 769.21796 87 106 - 692.53514 - 31.4 555s 47055 37906 708.74628 40 126 - 692.55222 - 31.4 560s 47656 38408 765.18427 77 86 - 692.57868 - 31.4 565s 48291 38892 infeasible 119 - 692.59292 - 31.4 570s 48860 39378 703.38962 33 89 - 692.61244 - 31.4 575s 49376 39773 707.96034 31 101 - 692.64904 - 31.5 580s 50029 40312 706.96251 30 136 - 692.67718 - 31.5 585s 50632 40812 805.31054 107 88 - 692.69916 - 31.5 590s 51005 41096 722.12201 47 90 - 692.72159 - 31.6 595s 51585 41547 754.76738 61 98 - 692.74564 - 31.6 600s 52140 42001 853.16176 110 113 - 692.75999 - 31.6 605s 52670 42456 735.24261 50 102 - 692.78709 - 31.7 610s 53113 42779 724.36599 44 109 - 692.81208 - 31.8 615s 53779 43291 708.98691 33 128 - 692.83940 - 31.7 620s 54376 43728 715.46255 35 108 - 692.84891 - 31.8 625s 54947 44181 715.32758 39 109 - 692.85939 - 31.8 630s 55417 44524 769.37023 75 110 - 692.88421 - 31.9 635s 56039 45042 726.63500 51 139 - 692.90345 - 31.9 640s 56514 45413 699.71321 37 125 - 692.92468 - 32.0 645s 57128 45916 723.51190 49 128 - 692.93597 - 32.0 650s 57705 46397 814.86475 128 76 - 692.94216 - 32.0 655s 58323 46886 736.41197 43 127 - 692.95891 - 32.0 660s 58881 47330 748.44631 51 109 - 692.97134 - 32.1 665s 59524 47864 752.21514 53 94 - 692.99126 - 32.1 670s 60089 48319 infeasible 64 - 693.03214 - 32.1 675s 60646 48776 730.69827 52 102 - 693.07092 - 32.2 680s 61206 49283 841.62798 145 66 - 693.08746 - 32.1 685s 61643 49630 753.35904 109 121 - 693.10026 - 32.2 690s 62249 50150 808.77945 121 52 - 693.11888 - 32.2 695s 62689 50512 775.95485 69 94 - 693.13838 - 32.3 700s 63199 50932 741.05899 51 98 - 693.16083 - 32.3 705s 63729 51320 716.55562 38 86 - 693.18621 - 32.3 710s 64250 51706 726.32183 48 113 - 693.19235 - 32.4 715s 64831 52182 729.75168 48 129 - 693.20305 - 32.4 720s 65291 52547 746.82041 69 101 - 693.22985 - 32.5 725s 65900 53006 711.32643 34 115 - 693.23810 - 32.4 730s 66446 53446 707.74275 30 116 - 693.26506 - 32.5 735s 67002 53882 700.35710 24 131 - 693.28558 - 32.5 740s 67481 54275 718.27062 48 126 - 693.31011 - 32.6 745s 68015 54709 811.15185 144 123 - 693.33551 - 32.6 750s 68565 55151 751.96683 57 109 - 693.34765 - 32.6 755s 69091 55559 809.41471 76 139 - 693.36304 - 32.6 760s 69565 55973 751.32379 52 137 - 693.37580 - 32.7 765s 70060 56385 785.36190 103 104 - 693.39293 - 32.8 770s 70641 56813 724.55113 41 122 - 693.40557 - 32.8 775s 71156 57217 706.90362 37 115 - 693.42173 - 32.8 780s 71610 57590 764.67625 57 120 - 693.42365 - 32.9 785s 72135 58006 728.64486 44 100 - 693.43439 - 32.9 790s 72730 58475 725.92220 40 99 - 693.45489 - 32.9 795s 73243 58885 761.07500 57 109 - 693.46943 - 33.0 800s 73791 59316 758.08809 79 127 - 693.48770 - 33.0 805s 74267 59702 740.15074 54 129 - 693.50175 - 33.1 810s 74842 60147 784.57868 86 73 - 693.52484 - 33.1 815s 75278 60468 765.35732 63 136 - 693.53594 - 33.2 820s 75772 60849 735.46806 50 114 - 693.54960 - 33.3 825s 76369 61338 753.97175 62 119 - 693.55222 - 33.3 830s 76921 61718 694.13364 19 139 - 693.57600 - 33.3 835s 77450 62172 infeasible 108 - 693.59218 - 33.3 840s 77852 62487 716.43405 41 110 - 693.61469 - 33.3 845s 78289 62833 724.81662 43 135 - 693.63784 - 33.4 850s 78788 63242 726.95663 52 105 - 693.65867 - 33.4 855s 79352 63708 724.06970 57 106 - 693.67583 - 33.4 860s 79888 64121 infeasible 50 - 693.67990 - 33.5 865s 80511 64548 714.39648 44 132 - 693.69665 - 33.4 870s 81040 64979 793.62592 88 96 - 693.71922 - 33.5 875s 81561 65399 694.35417 24 127 - 693.74969 - 33.5 880s 81982 65750 758.13052 72 121 - 693.76081 - 33.5 885s 82489 66149 706.49986 32 113 - 693.78390 - 33.6 890s 82996 66555 723.95574 53 112 - 693.79711 - 33.6 895s 83479 66909 728.68140 42 149 - 693.81969 - 33.6 900s 83972 67273 723.20029 37 101 - 693.83453 - 33.7 905s 84553 67716 708.50752 34 95 - 693.85994 - 33.7 910s 85061 68143 788.20602 73 91 - 693.87285 - 33.7 915s 85664 68592 767.80822 76 135 - 693.88283 - 33.7 920s 86210 69052 744.98552 59 138 - 693.90606 - 33.7 925s 86751 69463 749.70665 65 97 - 693.92666 - 33.8 930s 87279 69898 731.59548 39 118 - 693.93764 - 33.8 935s 87775 70288 716.33172 42 134 - 693.95302 - 33.9 940s 88294 70697 727.99847 47 108 - 693.97159 - 33.9 945s 88733 71047 698.99387 31 147 - 693.97893 - 34.0 950s 89294 71496 704.39014 28 114 - 693.98731 - 34.0 955s 89884 71974 750.57454 49 117 - 694.00563 - 34.0 960s 90394 72384 infeasible 86 - 694.02301 - 34.0 965s 90955 72837 709.06926 31 142 - 694.05608 - 34.0 970s 91481 73239 705.93073 28 118 - 694.06699 - 34.1 975s 91904 73572 783.90677 75 86 - 694.08740 - 34.1 980s 92441 73992 700.20002 28 123 - 694.10956 - 34.1 985s 92993 74460 infeasible 77 - 694.13119 - 34.1 990s 93441 74802 infeasible 80 - 694.15113 - 34.2 995s 94032 75252 745.69489 68 104 - 694.18365 - 34.2 1000s 94575 75653 708.96939 29 126 - 694.19271 - 34.2 1005s 95129 76099 708.61293 31 97 - 694.20176 - 34.2 1010s 95731 76545 714.25257 43 114 - 694.20756 - 34.2 1015s 96293 76995 731.71105 56 110 - 694.22494 - 34.2 1020s 96872 77461 777.83381 78 109 - 694.23471 - 34.2 1025s 97484 77903 697.56157 27 114 - 694.24446 - 34.2 1030s 98023 78372 724.01023 55 128 - 694.28656 - 34.2 1035s 98631 78826 760.29311 72 62 - 694.30145 - 34.2 1040s 99188 79256 727.64695 53 125 - 694.30891 - 34.3 1045s 99717 79677 700.98566 23 149 - 694.33758 - 34.3 1050s 100234 80129 710.83084 38 120 - 694.34062 - 34.3 1055s 100731 80509 824.33349 78 101 - 694.35111 - 34.4 1060s 101284 80866 infeasible 27 - 694.35896 - 34.4 1065s 101762 81247 infeasible 48 - 694.36471 - 34.4 1070s 102257 81581 infeasible 102 - 694.37208 - 34.4 1075s 102818 82032 infeasible 56 - 694.38313 - 34.4 1080s 103414 82507 751.17563 50 134 - 694.40681 - 34.4 1085s 103994 82940 794.21858 84 89 - 694.42315 - 34.4 1090s 104641 83460 709.98198 44 96 - 694.43941 - 34.4 1095s 105219 83892 737.09873 68 117 - 694.44656 - 34.4 1100s 105756 84276 699.39520 27 158 - 694.46848 - 34.4 1105s 106380 84807 699.45018 22 140 - 694.48977 - 34.4 1110s 106867 85192 774.11249 85 135 - 694.50591 - 34.5 1115s 107436 85657 752.44074 68 96 - 694.51874 - 34.5 1120s 108043 86122 702.90557 30 149 - 694.53518 - 34.5 1125s 108560 86553 738.60337 41 125 - 694.54416 - 34.5 1130s 109084 86935 695.23337 24 135 - 694.55868 - 34.5 1135s 109604 87364 708.00007 41 128 - 694.56078 - 34.5 1140s 110108 87785 712.56125 38 133 - 694.57717 - 34.6 1145s 110725 88284 696.40650 25 136 - 694.59198 - 34.6 1150s 111231 88729 723.75082 43 107 - 694.59809 - 34.6 1155s 111777 89158 705.85622 37 107 - 694.60955 - 34.6 1160s 112300 89566 infeasible 58 - 694.61850 - 34.6 1165s 112759 89934 736.21781 77 115 - 694.62890 - 34.6 1170s 113324 90392 757.61934 78 135 - 694.65017 - 34.6 1175s 113894 90858 699.63078 23 113 - 694.66983 - 34.6 1180s 114499 91315 739.00573 45 107 - 694.68105 - 34.6 1185s 115007 91723 723.03443 49 121 - 694.69104 - 34.7 1190s 115527 92108 706.30483 46 123 - 694.70479 - 34.7 1195s 115974 92456 715.95385 46 107 - 694.71458 - 34.7 1200s 116527 92888 730.07242 43 122 - 694.73583 - 34.7 1205s 117115 93363 infeasible 75 - 694.74854 - 34.7 1210s 117666 93822 715.25377 32 122 - 694.76692 - 34.7 1215s 118225 94263 731.66573 52 106 - 694.78069 - 34.8 1220s 118813 94698 701.71900 30 99 - 694.79124 - 34.8 1225s 119408 95148 735.86027 69 125 - 694.79406 - 34.8 1230s 119988 95615 infeasible 83 - 694.80009 - 34.8 1235s 120525 96042 734.57797 46 103 - 694.81195 - 34.8 1240s 121033 96440 743.31106 48 125 - 694.82746 - 34.8 1245s 121520 96816 694.98454 29 113 - 694.84350 - 34.8 1250s 122005 97197 723.66767 52 118 - 694.84749 - 34.9 1255s 122504 97564 712.77990 39 128 - 694.85176 - 34.9 1260s 122937 97879 715.94248 40 116 - 694.87372 - 34.9 1265s 123501 98365 769.59979 63 102 - 694.87786 - 34.9 1270s 124038 98779 705.46996 41 151 - 694.88766 - 34.9 1275s 124595 99271 791.62498 91 118 - 694.89297 - 34.9 1280s 125169 99709 716.65137 42 108 - 694.90641 - 34.9 1285s 125633 100078 748.54160 53 121 - 694.90893 - 35.0 1290s 126243 100557 736.10820 55 120 - 694.92150 - 35.0 1295s 126710 100916 700.09362 31 126 - 694.94069 - 35.0 1300s 127208 101305 731.05107 41 120 - 694.95662 - 35.0 1305s 127747 101739 739.21075 63 96 - 694.97280 - 35.1 1310s 128254 102145 696.55548 22 143 - 694.99382 - 35.1 1315s 128808 102610 794.54396 65 89 - 695.00013 - 35.1 1320s 129337 103027 748.39765 52 127 - 695.01118 - 35.1 1325s 129920 103497 infeasible 75 - 695.03049 - 35.1 1330s 130456 103928 734.19996 39 83 - 695.04552 - 35.1 1335s 131023 104396 732.26883 62 135 - 695.05874 - 35.1 1340s 131550 104790 719.75702 44 91 - 695.06369 - 35.1 1345s 132106 105207 711.92739 34 129 - 695.08179 - 35.1 1350s 132599 105626 732.58961 58 101 - 695.09525 - 35.1 1355s 132976 105928 730.22341 49 114 - 695.10420 - 35.2 1360s 133530 106354 748.66133 57 112 - 695.11239 - 35.2 1365s 134011 106725 712.45148 39 134 - 695.12330 - 35.2 1370s 134525 107133 700.54627 25 108 - 695.13066 - 35.2 1375s 135095 107584 infeasible 42 - 695.13547 - 35.2 1380s 135609 107967 721.44211 45 100 - 695.14218 - 35.2 1385s 136121 108365 763.05740 119 122 - 695.15020 - 35.3 1390s 136650 108760 743.76373 52 119 - 695.16559 - 35.3 1395s 137168 109151 696.54019 25 119 - 695.17651 - 35.3 1400s 137718 109573 infeasible 62 - 695.18590 - 35.3 1405s 138243 109993 707.30032 31 110 - 695.20453 - 35.3 1410s 138724 110356 717.74686 40 141 - 695.23080 - 35.3 1415s 139307 110828 724.07010 43 129 - 695.24282 - 35.3 1420s 139850 111239 700.61912 28 125 - 695.24825 - 35.3 1425s 140308 111611 712.33561 38 130 - 695.25525 - 35.4 1430s 140911 112093 711.95764 47 122 - 695.26427 - 35.4 1435s 141450 112519 707.53224 36 134 - 695.27896 - 35.4 1440s 141968 112901 696.85195 25 137 - 695.28707 - 35.4 1445s 142558 113349 709.70125 32 134 - 695.29922 - 35.4 1450s 142945 113666 719.70681 35 107 - 695.30955 - 35.4 1455s 143541 114141 784.24213 105 89 - 695.31499 - 35.4 1460s 144045 114554 740.17988 57 125 - 695.32263 - 35.4 1465s 144593 114977 733.83121 57 149 - 695.33111 - 35.4 1470s 145085 115379 783.24828 94 118 - 695.33602 - 35.5 1475s 145656 115818 697.70899 32 115 - 695.34228 - 35.5 1480s 146149 116228 726.76827 38 147 - 695.35090 - 35.5 1485s 146664 116643 704.94883 34 145 - 695.36273 - 35.5 1490s 147246 117093 719.22067 48 127 - 695.37041 - 35.5 1495s 147825 117510 698.34858 29 129 - 695.37767 - 35.5 1500s 148380 117953 725.53380 56 99 - 695.38347 - 35.5 1505s 148895 118358 730.67106 47 113 - 695.39439 - 35.5 1510s 149428 118784 738.53955 52 113 - 695.40355 - 35.5 1515s 150018 119254 763.27707 124 106 - 695.40954 - 35.5 1520s 150673 119748 716.84278 52 103 - 695.41148 - 35.5 1525s 151200 120199 739.01850 47 99 - 695.41654 - 35.5 1530s 151666 120559 777.75448 62 165 - 695.42441 - 35.5 1535s 152245 121003 712.73448 27 131 - 695.43826 - 35.5 1540s 152866 121468 698.75878 26 136 - 695.44246 - 35.5 1545s 153270 121806 728.00096 42 134 - 695.45393 - 35.5 1550s 153804 122215 713.59449 40 114 - 695.46093 - 35.5 1555s 154289 122592 infeasible 96 - 695.47624 - 35.5 1560s 154879 123077 703.76105 39 133 - 695.48804 - 35.5 1565s 155503 123539 740.76686 48 100 - 695.49296 - 35.5 1570s 156052 124004 709.05732 43 103 - 695.49684 - 35.5 1575s 156603 124447 789.69521 93 103 - 695.50514 - 35.5 1580s 157144 124846 716.08597 39 115 - 695.51228 - 35.5 1585s 157596 125220 829.93339 115 117 - 695.51462 - 35.6 1590s 158099 125575 700.61811 30 122 - 695.52980 - 35.6 1595s 158619 125992 infeasible 42 - 695.53635 - 35.6 1600s 159072 126330 738.30077 48 110 - 695.54549 - 35.6 1605s 159558 126734 715.79285 48 132 - 695.55627 - 35.6 1610s 160063 127103 848.48763 114 108 - 695.55877 - 35.7 1615s 160632 127512 706.00685 37 102 - 695.57659 - 35.7 1620s 161266 128000 720.89239 56 143 - 695.58166 - 35.7 1625s 161803 128417 697.43769 34 141 - 695.58824 - 35.7 1630s 162306 128825 710.57088 41 99 - 695.60878 - 35.7 1635s 162790 129235 765.55893 71 116 - 695.61200 - 35.7 1640s 163305 129632 731.60607 67 141 - 695.62043 - 35.7 1645s 163790 129982 709.67075 33 119 - 695.63412 - 35.7 1650s 164326 130415 763.34247 85 104 - 695.63826 - 35.7 1655s 164944 130910 706.86374 40 135 - 695.64391 - 35.7 1660s 165472 131325 720.23100 38 89 - 695.65248 - 35.7 1665s 165986 131742 748.06140 64 115 - 695.67077 - 35.7 1670s 166534 132175 825.70539 103 61 - 695.67348 - 35.7 1675s 167073 132608 732.35956 51 115 - 695.68033 - 35.7 1680s 167701 133094 802.04121 81 135 - 695.68400 - 35.7 1685s 168232 133503 744.20471 58 90 - 695.68833 - 35.7 1690s 168715 133879 751.06037 49 93 - 695.69231 - 35.8 1695s 169167 134190 719.18919 33 140 - 695.69771 - 35.8 1700s 169659 134585 709.77702 28 125 - 695.70969 - 35.8 1705s 170201 134983 699.04748 30 131 - 695.72201 - 35.8 1710s 170757 135394 infeasible 77 - 695.72522 - 35.8 1715s 171233 135776 712.94154 33 143 - 695.73503 - 35.8 1720s 171683 136172 779.66804 79 137 - 695.74201 - 35.8 1725s 172244 136578 754.61595 89 117 - 695.76190 - 35.8 1730s 172895 137094 715.79768 45 106 - 695.76482 - 35.8 1735s 173375 137479 731.11036 35 146 - 695.77639 - 35.9 1740s 173811 137850 742.41840 72 134 - 695.78427 - 35.9 1745s 174375 138314 746.08609 53 144 - 695.80975 - 35.9 1750s 174954 138786 708.74935 40 106 - 695.81593 - 35.9 1755s 175476 139207 701.49316 33 110 - 695.82349 - 35.9 1760s 176012 139655 739.36422 39 160 - 695.82542 - 35.9 1765s 176540 140083 710.24390 42 109 - 695.83294 - 35.9 1770s 177044 140486 699.86946 24 130 - 695.83629 - 35.9 1775s 177568 140929 706.20312 33 122 - 695.84806 - 35.9 1780s 178095 141357 783.28914 107 80 - 695.85398 - 35.9 1785s 178771 141883 728.12287 53 153 - 695.86072 - 35.9 1790s 179408 142368 infeasible 75 - 695.86595 - 35.9 1795s 179910 142736 722.46134 43 74 - 695.87634 - 35.9 1800s 180531 143233 697.84030 30 120 - 695.88070 - 35.9 1805s 181122 143735 756.71476 57 139 - 695.89065 - 35.9 1810s 181582 144082 735.39408 50 121 - 695.90197 - 35.9 1815s 182060 144465 746.57159 69 136 - 695.90948 - 35.9 1820s 182603 144839 703.15724 31 124 - 695.92719 - 35.9 1825s 183127 145252 749.74094 67 105 - 695.93958 - 35.9 1830s 183578 145589 737.75310 33 116 - 695.94794 - 35.9 1835s 183996 145886 727.80072 44 136 - 695.95155 - 35.9 1840s 184619 146334 704.54669 35 114 - 695.95765 - 35.9 1845s 185168 146792 725.39212 43 105 - 695.96616 - 35.9 1850s 185721 147185 719.16741 43 117 - 695.96956 - 35.9 1855s 186325 147689 779.47248 83 89 - 695.97677 - 35.9 1860s 186818 148066 699.14268 29 111 - 695.98741 - 35.9 1865s 187449 148563 720.39015 40 118 - 695.99594 - 35.9 1870s 187909 148897 748.46407 52 104 - 696.00140 - 36.0 1875s 188568 149392 759.61262 68 123 - 696.01254 - 35.9 1880s 189131 149839 714.08786 46 139 - 696.02295 - 35.9 1885s 189664 150255 854.09034 96 112 - 696.02599 - 35.9 1890s 190381 150790 730.34150 54 113 - 696.03093 - 35.9 1895s 190937 151246 755.42560 69 121 - 696.03377 - 35.9 1900s 191571 151694 727.40464 43 87 - 696.04168 - 35.9 1905s 192238 152238 705.68778 36 118 - 696.04596 - 35.9 1910s 192827 152730 785.79196 58 130 - 696.04874 - 35.9 1915s 193292 153082 708.16085 34 122 - 696.05547 - 35.9 1920s 193881 153543 716.33703 53 127 - 696.06376 - 35.9 1925s 194349 153940 730.59857 51 106 - 696.07145 - 35.9 1930s 194896 154368 757.54591 48 103 - 696.07775 - 35.9 1935s 195506 154868 700.72054 29 114 - 696.09329 - 35.9 1940s 195988 155239 706.07596 37 129 - 696.09859 - 35.9 1945s 196450 155601 742.01534 68 157 - 696.10504 - 35.9 1950s 196963 155986 701.07004 24 119 - 696.11046 - 35.9 1955s 197520 156445 719.63445 37 102 - 696.11715 - 35.9 1960s 198144 156943 771.65537 67 165 - 696.12509 - 35.9 1965s 198730 157400 699.74165 33 125 - 696.13211 - 35.9 1970s 199243 157806 706.17430 37 126 - 696.13826 - 35.9 1975s 199818 158244 704.31486 36 118 - 696.14215 - 35.9 1980s 200329 158661 708.33337 37 125 - 696.15263 - 35.9 1985s 200885 159129 760.38595 66 119 - 696.16061 - 36.0 1990s 201416 159533 722.65244 43 147 - 696.16876 - 36.0 1995s 201971 159993 761.07422 68 74 - 696.17495 - 36.0 2000s 202528 160410 746.32675 57 132 - 696.18335 - 36.0 2005s 203021 160819 718.03658 62 132 - 696.18501 - 36.0 2010s 203645 161350 705.58219 34 140 - 696.19149 - 36.0 2015s 204109 161732 735.94997 62 100 - 696.20891 - 36.0 2020s 204569 162076 810.19495 89 126 - 696.21627 - 36.0 2025s 205078 162500 731.13994 67 102 - 696.22507 - 36.0 2030s 205604 162907 697.01323 33 119 - 696.23442 - 36.0 2035s 206159 163375 741.15733 52 128 - 696.23674 - 36.0 2040s 206770 163866 infeasible 49 - 696.24537 - 36.0 2045s 207315 164291 infeasible 84 - 696.25199 - 36.0 2050s 207846 164721 762.54278 80 104 - 696.25721 - 36.0 2055s 208355 165116 700.50807 34 122 - 696.26508 - 36.0 2060s 208897 165544 771.92830 68 113 - 696.27014 - 36.0 2065s 209409 165944 699.66800 27 108 - 696.28456 - 36.0 2070s 209908 166326 791.43381 76 84 - 696.29267 - 36.0 2075s 210387 166659 709.53759 34 104 - 696.29820 - 36.1 2080s 210921 167088 753.19875 59 116 - 696.30242 - 36.1 2085s 211454 167506 703.12302 35 129 - 696.31459 - 36.1 2090s 212014 167959 731.84268 47 112 - 696.31706 - 36.1 2095s 212451 168288 720.22916 40 130 - 696.32292 - 36.1 2100s 213012 168713 804.41013 84 71 - 696.32695 - 36.1 2105s 213558 169126 738.59698 62 108 - 696.33155 - 36.1 2110s 214169 169606 727.62198 43 130 - 696.33792 - 36.1 2115s 214533 169914 infeasible 76 - 696.34516 - 36.1 2120s 215107 170329 699.80233 27 118 - 696.34810 - 36.1 2125s 215686 170785 702.01832 38 126 - 696.35218 - 36.1 2130s 216310 171268 866.84796 89 96 - 696.35639 - 36.1 2135s 216925 171723 780.27701 63 88 - 696.35973 - 36.1 2140s 217463 172150 707.81600 33 110 - 696.36436 - 36.1 2145s 218009 172587 723.65322 35 110 - 696.38131 - 36.1 2150s 218498 172985 infeasible 87 - 696.38537 - 36.1 2155s 219039 173396 697.08265 22 118 - 696.39251 - 36.1 2160s 219653 173885 725.22897 48 115 - 696.39575 - 36.1 2165s 220301 174394 705.22736 33 151 - 696.40586 - 36.1 2170s 220775 174755 712.04534 43 111 - 696.41292 - 36.1 2175s 221300 175175 731.88318 59 123 - 696.41475 - 36.1 2180s 221863 175641 745.31128 70 136 - 696.42174 - 36.1 2185s 222371 176055 747.32933 46 119 - 696.42601 - 36.1 2190s 222903 176490 745.64389 63 130 - 696.43246 - 36.1 2195s 223439 176918 797.95314 65 95 - 696.43692 - 36.1 2200s 223960 177352 736.69655 68 124 - 696.43924 - 36.1 2205s 224429 177709 746.49589 66 133 - 696.44661 - 36.2 2210s 224815 177998 705.57272 36 100 - 696.45745 - 36.2 2215s 225353 178408 705.63923 33 161 - 696.46599 - 36.2 2220s 225868 178817 738.89155 67 127 - 696.46907 - 36.2 2225s 226398 179206 725.86770 49 129 - 696.47555 - 36.2 2230s 226945 179617 776.33740 72 87 - 696.48746 - 36.2 2235s 227525 180074 701.18465 28 115 - 696.49336 - 36.2 2240s 228047 180523 833.64207 126 100 - 696.50236 - 36.2 2245s 228614 180985 755.28727 63 123 - 696.50884 - 36.2 2250s 229103 181326 703.72337 29 106 - 696.51642 - 36.2 2255s 229698 181811 723.57995 44 127 - 696.52190 - 36.2 2260s 230278 182293 728.99056 47 135 - 696.52733 - 36.2 2265s 230817 182688 802.77750 73 91 - 696.53071 - 36.2 2270s 231382 183133 709.21769 40 99 - 696.53955 - 36.2 2275s 231988 183598 765.18793 67 96 - 696.54222 - 36.2 2280s 232509 183989 813.35292 117 109 - 696.54349 - 36.2 2285s 233085 184474 827.25312 171 106 - 696.54743 - 36.2 2290s 233664 184853 712.91407 39 143 - 696.55460 - 36.2 2295s 234154 185276 727.85760 35 154 - 696.56133 - 36.2 2300s 234723 185702 759.06335 53 121 - 696.56823 - 36.2 2305s 235132 186032 750.95231 72 119 - 696.57537 - 36.2 2310s 235634 186430 732.02687 71 85 - 696.58125 - 36.2 2315s 236195 186871 705.61997 33 136 - 696.58399 - 36.3 2320s 236755 187324 717.27407 33 133 - 696.58758 - 36.2 2325s 237212 187698 infeasible 76 - 696.59324 - 36.3 2330s 237652 188029 722.49333 41 129 - 696.60149 - 36.3 2335s 238219 188435 719.46356 46 145 - 696.60569 - 36.3 2340s 238781 188901 842.13343 87 124 - 696.61227 - 36.3 2345s 239375 189365 744.12657 56 122 - 696.62284 - 36.3 2350s 239844 189739 771.34750 63 91 - 696.62916 - 36.3 2355s 240345 190157 787.04858 78 61 - 696.63132 - 36.3 2360s 240913 190591 infeasible 58 - 696.63956 - 36.3 2365s 241415 190997 infeasible 55 - 696.64598 - 36.3 2370s 242022 191514 704.64483 37 105 - 696.64846 - 36.3 2375s 242621 191996 792.99771 76 141 - 696.65066 - 36.3 2380s 243156 192416 755.32122 52 121 - 696.65727 - 36.3 2385s 243597 192776 infeasible 58 - 696.66445 - 36.3 2390s 244236 193285 781.09862 113 107 - 696.67337 - 36.3 2395s 244801 193692 715.81278 37 129 - 696.67904 - 36.3 2400s 245216 194012 708.45237 42 102 - 696.68736 - 36.3 2405s 245751 194445 698.28884 28 96 - 696.69349 - 36.3 2410s 246328 194921 699.44872 29 129 - 696.69598 - 36.3 2415s 246865 195355 724.85926 45 138 - 696.70045 - 36.3 2420s 247363 195765 753.28531 53 113 - 696.70565 - 36.3 2425s 247950 196236 713.16583 30 127 - 696.70911 - 36.3 2430s 248526 196679 704.45832 35 117 - 696.71406 - 36.3 2435s 249086 197133 726.48367 52 83 - 696.71849 - 36.3 2440s 249672 197586 776.02024 53 98 - 696.72454 - 36.3 2445s 250228 198029 730.25524 46 93 - 696.72962 - 36.3 2450s 250721 198370 728.34957 46 91 - 696.73435 - 36.3 2455s 251359 198848 720.96059 42 131 - 696.73565 - 36.3 2460s 251909 199280 845.92836 121 128 - 696.74265 - 36.3 2465s 252561 199799 705.02675 38 103 - 696.75139 - 36.3 2470s 253083 200196 718.40827 55 115 - 696.75503 - 36.3 2475s 253707 200663 709.41298 38 114 - 696.76911 - 36.3 2480s 254214 201044 761.48635 84 121 - 696.77103 - 36.3 2485s 254815 201515 709.04038 39 139 - 696.77696 - 36.3 2490s 255203 201810 720.51220 44 134 - 696.78083 - 36.3 2495s 255695 202183 745.57661 57 131 - 696.78291 - 36.3 2500s 256259 202637 719.48511 35 110 - 696.78717 - 36.3 2505s 256814 203067 764.76655 35 92 - 696.78942 - 36.3 2510s 257333 203499 749.18303 71 117 - 696.79233 - 36.3 2515s 257923 203973 748.02388 69 97 - 696.79564 - 36.3 2520s 258423 204352 715.92108 44 147 - 696.80643 - 36.4 2525s 258965 204820 833.14367 120 96 - 696.80947 - 36.4 2530s 259564 205275 760.52452 89 107 - 696.81928 - 36.4 2535s 260127 205720 infeasible 76 - 696.82532 - 36.4 2540s 260666 206135 724.30755 46 120 - 696.83331 - 36.4 2545s 261149 206510 751.71564 69 126 - 696.83978 - 36.4 2550s 261693 206945 728.81942 38 125 - 696.84824 - 36.4 2555s 262285 207417 717.48302 45 143 - 696.84985 - 36.4 2560s 262888 207917 757.25764 66 79 - 696.85195 - 36.4 2565s 263506 208418 718.59778 33 145 - 696.86090 - 36.3 2570s 264128 208880 726.33218 47 104 - 696.86372 - 36.3 2575s 264687 209333 737.71703 47 129 - 696.86632 - 36.3 2580s 265273 209758 709.62524 42 113 - 696.87147 - 36.3 2585s 265684 210067 infeasible 58 - 696.87402 - 36.3 2590s 266188 210411 infeasible 65 - 696.87784 - 36.4 2595s 266808 210927 887.60661 173 77 - 696.88107 - 36.3 2600s 267329 211345 803.18145 102 118 - 696.88898 - 36.3 2605s 267924 211797 784.00645 82 138 - 696.89286 - 36.3 2610s 268423 212187 763.37537 81 113 - 696.89611 - 36.4 2615s 269064 212682 708.56325 35 125 - 696.90068 - 36.3 2620s 269546 213082 804.31188 98 98 - 696.90586 - 36.4 2625s 270186 213603 701.42464 30 113 - 696.90735 - 36.3 2630s 270746 214075 740.89065 76 121 - 696.90893 - 36.3 2635s 271241 214494 758.03002 95 92 - 696.91453 - 36.3 2640s 271794 214922 700.43206 31 118 - 696.91833 - 36.3 2645s 272271 215320 infeasible 56 - 696.92428 - 36.3 2650s 272754 215714 702.01579 32 110 - 696.92946 - 36.4 2655s 273295 216135 768.51744 65 69 - 696.93671 - 36.4 2660s 273832 216550 746.01063 69 95 - 696.94588 - 36.4 2665s 274378 216970 infeasible 81 - 696.94939 - 36.4 2670s 274831 217319 755.30124 52 134 - 696.95935 - 36.4 2675s 275309 217694 740.34047 49 122 - 696.96490 - 36.4 2680s 275811 218104 733.67498 61 97 - 696.96612 - 36.4 2685s 276435 218584 778.79734 72 116 - 696.96724 - 36.4 2690s 276952 218963 751.69508 52 112 - 696.97441 - 36.4 2695s 277491 219414 709.07765 30 133 - 696.97784 - 36.4 2700s 278080 219867 775.15853 90 134 - 696.98198 - 36.4 2705s 278756 220422 759.23683 64 111 - 696.98521 - 36.4 2710s 279363 220900 814.12420 110 72 - 696.98744 - 36.4 2715s 279853 221279 763.11718 69 91 - 696.99138 - 36.4 2720s 280461 221735 714.26158 41 100 - 696.99575 - 36.4 2725s 281026 222169 722.53988 45 132 - 697.00051 - 36.4 2730s 281558 222567 699.70779 29 112 - 697.00510 - 36.4 2735s 282115 223010 723.52952 53 91 - 697.00849 - 36.4 2740s 282742 223523 771.07846 62 68 - 697.01207 - 36.4 2745s 283251 223925 757.18524 54 133 - 697.01832 - 36.4 2750s 283834 224360 720.88350 36 140 - 697.02153 - 36.4 2755s 284354 224767 730.50659 52 113 - 697.02517 - 36.4 2760s 284948 225181 718.11950 26 130 - 697.03371 - 36.4 2765s 285463 225598 736.16927 56 142 - 697.03710 - 36.4 2770s 285882 225908 707.55457 27 123 - 697.04258 - 36.4 2775s 286393 226307 780.25643 64 111 - 697.04723 - 36.4 2780s 286960 226757 infeasible 127 - 697.05570 - 36.4 2785s 287550 227246 832.66786 157 86 - 697.06241 - 36.4 2790s 288133 227676 714.26662 46 97 - 697.06705 - 36.4 2795s 288738 228162 721.17558 51 118 - 697.06954 - 36.4 2800s 289263 228574 749.80480 63 50 - 697.07577 - 36.4 2805s 289873 229035 infeasible 105 - 697.07794 - 36.4 2810s 290329 229390 705.08321 42 97 - 697.08429 - 36.4 2815s 290828 229778 infeasible 70 - 697.08922 - 36.4 2820s 291357 230199 717.62444 39 94 - 697.09307 - 36.4 2825s 291908 230650 735.84480 71 111 - 697.09648 - 36.4 2830s 292477 231089 726.65318 57 102 - 697.09973 - 36.4 2835s 292973 231493 716.93947 63 132 - 697.10313 - 36.4 2840s 293427 231811 782.15997 86 140 - 697.10714 - 36.4 2845s 294029 232277 702.98567 31 108 - 697.10910 - 36.4 2850s 294482 232621 718.93589 45 121 - 697.11331 - 36.4 2855s 295038 233066 751.52699 58 113 - 697.11638 - 36.5 2860s 295606 233530 699.39985 30 119 - 697.12235 - 36.5 2865s 296059 233902 720.51352 48 104 - 697.12639 - 36.5 2870s 296598 234304 705.51770 27 103 - 697.13484 - 36.5 2875s 297135 234712 726.10991 34 158 - 697.14122 - 36.5 2880s 297710 235097 804.27148 105 137 - 697.14760 - 36.5 2885s 298324 235623 717.59643 42 118 - 697.15183 - 36.4 2890s 298887 236072 721.68807 40 121 - 697.15413 - 36.4 2895s 299355 236450 714.03804 50 126 - 697.15747 - 36.5 2900s 299933 236916 758.88102 64 137 - 697.16139 - 36.5 2905s 300429 237318 816.52527 105 123 - 697.16539 - 36.5 2910s 301010 237729 706.73096 35 108 - 697.16936 - 36.5 2915s 301551 238188 734.02826 56 92 - 697.17337 - 36.5 2920s 302091 238566 728.05297 61 96 - 697.17429 - 36.5 2925s 302650 238963 746.77760 54 63 - 697.17623 - 36.5 2930s 303118 239310 725.66847 50 135 - 697.18566 - 36.5 2935s 303712 239826 743.90620 49 120 - 697.19001 - 36.5 2940s 304158 240182 infeasible 100 - 697.19317 - 36.5 2945s 304699 240599 infeasible 81 - 697.19374 - 36.5 2950s 305330 241116 infeasible 94 - 697.19769 - 36.5 2955s 305916 241569 716.86898 62 114 - 697.19888 - 36.5 2960s 306329 241906 755.19905 80 120 - 697.20189 - 36.5 2965s 306826 242286 724.69704 53 133 - 697.20426 - 36.5 2970s 307297 242674 infeasible 66 - 697.20709 - 36.5 2975s 307970 243120 781.14801 70 140 - 697.20995 - 36.5 2980s 308486 243550 728.61858 51 116 - 697.21323 - 36.5 2985s 309077 243999 725.71507 54 116 - 697.21684 - 36.5 2990s 309621 244393 736.44086 63 86 - 697.22212 - 36.5 2995s 310097 244769 743.11308 64 136 - 697.22480 - 36.5 3000s 310593 245151 744.50086 67 116 - 697.23009 - 36.5 3005s 311176 245630 744.43406 71 134 - 697.23087 - 36.5 3010s 311792 246086 infeasible 134 - 697.23387 - 36.5 3015s 312315 246457 699.90283 30 148 - 697.24284 - 36.5 3020s 312832 246866 738.54361 64 93 - 697.24734 - 36.5 3025s 313471 247353 702.93475 25 162 - 697.25278 - 36.5 3030s 313954 247754 infeasible 50 - 697.25502 - 36.5 3035s 314509 248179 706.97226 47 127 - 697.26191 - 36.5 3040s 315115 248666 744.93210 64 97 - 697.26623 - 36.5 3045s 315698 249122 infeasible 63 - 697.27082 - 36.5 3050s 316208 249524 784.48527 77 99 - 697.27254 - 36.5 3055s 316671 249888 719.54379 42 105 - 697.27333 - 36.5 3060s 317206 250331 748.27381 85 129 - 697.27466 - 36.5 3065s 317769 250797 786.10947 85 142 - 697.28008 - 36.6 3070s 318347 251277 788.26459 102 107 - 697.28446 - 36.5 3075s 318918 251727 734.59841 67 104 - 697.29130 - 36.5 3080s 319435 252126 infeasible 66 - 697.29297 - 36.5 3085s 319985 252538 716.47184 42 139 - 697.29662 - 36.5 3090s 320587 252995 709.87551 34 110 - 697.29912 - 36.5 3095s 321113 253399 731.79025 38 113 - 697.30244 - 36.5 3100s 321565 253759 732.12513 50 136 - 697.30618 - 36.6 3105s 322121 254177 749.19044 57 100 - 697.31270 - 36.6 3110s 322628 254598 726.05328 58 133 - 697.31390 - 36.6 3115s 323151 255003 763.88572 93 64 - 697.31669 - 36.6 3120s 323700 255425 772.05594 64 132 - 697.32086 - 36.6 3125s 324233 255830 710.77794 31 144 - 697.32214 - 36.6 3130s 324800 256286 730.59288 73 147 - 697.32738 - 36.6 3135s 325303 256664 745.47184 71 124 - 697.33382 - 36.6 3140s 325924 257118 770.64509 59 120 - 697.33484 - 36.6 3145s 326463 257565 734.89360 58 131 - 697.33815 - 36.6 3150s 326948 257981 815.92832 111 100 - 697.34066 - 36.6 3155s 327521 258432 707.09469 38 119 - 697.34797 - 36.6 3160s 328063 258849 844.28231 128 82 - 697.35268 - 36.6 3165s 328607 259266 infeasible 81 - 697.35779 - 36.6 3170s 329096 259648 731.23607 39 141 - 697.36471 - 36.6 3175s 329610 260059 705.33932 37 117 - 697.36750 - 36.6 3180s 330149 260484 723.12101 53 138 - 697.37137 - 36.6 3185s 330696 260955 836.02460 136 76 - 697.37169 - 36.6 3190s 331272 261403 771.67877 90 117 - 697.37513 - 36.6 3195s 331789 261765 724.82263 38 105 - 697.37879 - 36.6 3200s 332314 262179 715.08088 53 101 - 697.38218 - 36.6 3205s 332904 262641 729.69085 43 125 - 697.38453 - 36.6 3210s 333400 263043 722.92069 51 136 - 697.38780 - 36.6 3215s 334007 263545 709.24675 39 148 - 697.38936 - 36.6 3220s 334490 263953 736.59944 56 86 - 697.39343 - 36.6 3225s 334994 264338 729.18684 54 115 - 697.39970 - 36.6 3230s 335471 264690 infeasible 85 - 697.40334 - 36.6 3235s 336016 265120 728.50997 59 120 - 697.40897 - 36.6 3240s 336594 265525 706.21594 33 142 - 697.41449 - 36.6 3245s 336973 265813 753.50290 60 133 - 697.41699 - 36.6 3250s 337529 266254 infeasible 58 - 697.41827 - 36.6 3255s 338126 266690 715.32793 46 136 - 697.42337 - 36.6 3260s 338637 267102 705.86166 39 142 - 697.42571 - 36.6 3265s 339176 267491 702.25821 31 108 - 697.42715 - 36.6 3270s 339687 267894 709.78382 35 116 - 697.43220 - 36.6 3275s 340225 268366 772.91363 86 113 - 697.43229 - 36.6 3280s 340770 268775 707.51253 39 114 - 697.43511 - 36.6 3285s 341312 269213 infeasible 91 - 697.43946 - 36.6 3290s 341887 269613 709.97401 40 143 - 697.44394 - 36.6 3295s 342477 270101 734.89995 43 166 - 697.44545 - 36.6 3300s 343069 270537 698.19349 28 99 - 697.44660 - 36.6 3305s 343729 271047 infeasible 120 - 697.44899 - 36.6 3310s 344303 271482 803.87418 79 148 - 697.45263 - 36.6 3315s 344824 271883 704.47512 32 81 - 697.45854 - 36.6 3320s 345288 272274 706.55002 39 115 - 697.46119 - 36.6 3325s 345779 272667 724.39142 38 108 - 697.46380 - 36.6 3330s 346333 273121 720.04870 40 120 - 697.46858 - 36.6 3335s 346866 273558 744.84552 48 133 - 697.47092 - 36.6 3340s 347262 273839 infeasible 90 - 697.47438 - 36.6 3345s 347805 274294 702.77976 31 129 - 697.47804 - 36.6 3350s 348358 274750 730.12631 38 93 - 697.48278 - 36.6 3355s 348860 275156 729.38485 55 140 - 697.48491 - 36.6 3360s 349346 275543 731.95598 75 130 - 697.48651 - 36.7 3365s 349861 275961 724.22576 50 106 - 697.49195 - 36.7 3370s 350330 276339 739.48344 55 70 - 697.49475 - 36.7 3375s 350792 276713 719.29516 58 129 - 697.49895 - 36.7 3380s 351243 277048 722.23879 42 128 - 697.50355 - 36.7 3385s 351841 277529 780.83094 78 110 - 697.50669 - 36.7 3390s 352252 277852 716.83304 33 89 - 697.50996 - 36.7 3395s 352772 278267 794.72040 87 107 - 697.51310 - 36.7 3400s 353394 278741 778.49082 72 116 - 697.52135 - 36.7 3405s 354001 279249 714.48208 38 119 - 697.52522 - 36.7 3410s 354632 279772 709.91821 38 132 - 697.52825 - 36.7 3415s 355107 280174 714.56476 41 145 - 697.52958 - 36.7 3420s 355620 280585 709.04140 37 118 - 697.53357 - 36.7 3425s 356199 281061 729.40753 42 137 - 697.53487 - 36.7 3430s 356810 281541 768.76053 87 125 - 697.53740 - 36.7 3435s 357302 281971 765.29318 57 98 - 697.54054 - 36.7 3440s 357695 282277 699.07103 28 147 - 697.54273 - 36.7 3445s 358180 282660 729.66554 31 145 - 697.54597 - 36.7 3450s 358797 283128 718.53925 44 164 - 697.54930 - 36.7 3455s 359403 283580 756.26840 65 113 - 697.55161 - 36.7 3460s 359924 283962 706.59528 34 113 - 697.55470 - 36.7 3465s 360455 284375 772.70492 91 135 - 697.55587 - 36.7 3470s 361053 284819 725.28925 33 110 - 697.55763 - 36.7 3475s 361537 285206 725.90845 51 105 - 697.56149 - 36.7 3480s 362211 285757 725.86856 41 103 - 697.56623 - 36.7 3485s 362759 286193 767.90950 74 106 - 697.56789 - 36.7 3490s 363453 286747 704.12196 34 161 - 697.57189 - 36.7 3495s 364009 287196 777.30641 56 96 - 697.57566 - 36.7 3500s 364570 287665 783.84791 104 120 - 697.57704 - 36.7 3505s 364993 287985 738.14760 56 127 - 697.58196 - 36.7 3510s 365522 288417 715.77857 35 107 - 697.58430 - 36.7 3515s 366100 288842 723.05664 46 120 - 697.58443 - 36.7 3520s 366660 289306 712.58309 39 115 - 697.58759 - 36.7 3525s 367198 289735 infeasible 75 - 697.59518 - 36.7 3530s 367676 290117 751.35137 60 115 - 697.59743 - 36.7 3535s 368222 290543 721.88416 44 165 - 697.59973 - 36.7 3540s 368807 291007 704.23446 42 115 - 697.60384 - 36.7 3545s 369359 291462 708.62218 42 128 - 697.60578 - 36.7 3550s 369951 291919 infeasible 61 - 697.60701 - 36.7 3555s 370448 292333 infeasible 44 - 697.61219 - 36.7 3560s 370999 292776 734.88657 61 115 - 697.61315 - 36.7 3565s 371575 293258 793.00363 89 111 - 697.61559 - 36.7 3570s 372050 293641 714.96460 45 92 - 697.61769 - 36.7 3575s 372559 294057 730.12840 49 149 - 697.62202 - 36.7 3580s 373202 294602 752.64668 92 101 - 697.62640 - 36.7 3585s 373690 294996 716.30936 38 102 - 697.62910 - 36.7 3590s 374197 295408 736.04587 55 108 - 697.63613 - 36.7 3595s Cutting planes: Learned: 52 Gomory: 109 Cover: 50 Implied bound: 31 Clique: 13 MIR: 438 GUB cover: 54 Zero half: 200 Mod-K: 1 Explored 374721 nodes (13760519 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.980000000000e+02, gap -