Gurobi 5.0.1 (linux64) logging started Sat Dec 22 20:54:50 2012 Optimize a model with 10402 rows, 10201 columns and 62847 nonzeros Presolve removed 4190 rows and 4955 columns Presolve time: 0.15s Presolved: 6212 rows, 5246 columns, 34081 nonzeros Variable types: 97 continuous, 5149 integer (5149 binary) Root relaxation: objective 6.788292e+02, 741 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 678.82924 0 207 - 678.82924 - - 0s 0 0 699.54874 0 161 - 699.54874 - - 0s 0 0 705.04279 0 179 - 705.04279 - - 0s 0 0 707.77088 0 216 - 707.77088 - - 0s 0 0 709.44595 0 227 - 709.44595 - - 0s 0 0 709.45946 0 129 - 709.45946 - - 0s 0 0 709.74001 0 231 - 709.74001 - - 1s 0 0 709.82916 0 227 - 709.82916 - - 1s 0 0 710.00179 0 153 - 710.00179 - - 1s 0 0 710.00179 0 137 - 710.00179 - - 1s 0 0 710.05735 0 148 - 710.05735 - - 1s 0 0 710.05735 0 120 - 710.05735 - - 1s 0 0 710.05735 0 118 - 710.05735 - - 1s 0 0 710.05735 0 117 - 710.05735 - - 1s 0 0 710.05735 0 118 - 710.05735 - - 2s 0 0 710.05735 0 118 - 710.05735 - - 2s 0 2 710.72401 0 118 - 710.72401 - - 3s 253 179 723.43570 17 121 - 711.72397 - 22.6 5s 604 449 740.13836 23 156 - 712.44978 - 28.9 13s 605 450 715.58591 13 202 - 713.81250 - 28.9 15s 607 451 718.64815 18 134 - 716.23069 - 28.8 21s 608 452 763.96326 22 169 - 718.33130 - 28.7 25s 610 453 754.50560 11 127 - 719.56359 - 28.6 33s 611 454 728.48781 28 162 - 719.93258 - 28.6 37s 612 454 749.27945 48 167 - 720.31763 - 28.5 44s 613 455 728.48781 28 166 - 720.32451 - 28.5 47s 614 456 763.96326 22 183 - 720.51976 - 28.4 52s 615 456 754.50560 11 183 - 720.81256 - 28.4 57s 616 457 758.31390 19 173 - 720.91836 - 28.3 60s 617 458 763.96326 22 119 - 721.08609 - 28.3 65s 618 458 736.08480 31 171 - 721.33217 - 28.2 71s 619 459 755.37780 14 151 - 721.82270 - 28.2 78s 620 460 721.96729 11 124 - 721.96729 - 28.2 83s 621 460 723.39068 17 128 - 722.13251 - 28.1 88s 622 461 722.18628 11 149 - 722.18628 - 28.1 94s 623 462 767.22337 26 139 - 722.35925 - 28.0 102s 624 462 746.72401 16 164 - 722.47471 - 28.0 108s 625 463 749.27945 48 159 - 722.53084 - 27.9 115s 626 464 722.60458 10 156 - 722.60458 - 27.9 122s 627 464 746.72401 16 145 - 722.69439 - 27.8 128s 628 465 722.72697 11 128 - 722.72697 - 27.8 133s 629 466 723.39068 17 154 - 722.73814 - 27.8 141s 630 466 765.29691 24 159 - 722.74640 - 27.7 150s 632 468 723.39068 17 174 - 722.74640 - 27.6 157s 635 471 755.37780 14 118 - 722.74640 - 43.3 160s 639 474 722.74640 18 161 - 722.74640 - 43.1 170s 641 475 749.27945 48 181 - 723.88220 - 42.9 177s 642 476 723.98894 18 123 - 723.98894 - 42.9 182s 643 476 726.82250 18 122 - 724.01931 - 42.8 187s 644 477 728.18191 26 154 - 724.19091 - 42.7 195s 645 478 758.31390 19 179 - 724.26923 - 42.7 208s 646 478 755.37780 14 188 - 724.34504 - 42.6 211s 648 480 728.18191 26 149 - 724.38418 - 42.5 217s 649 480 758.31390 19 139 - 724.38418 - 42.4 223s 650 481 763.96326 22 144 - 724.46259 - 42.3 228s 651 482 736.08480 31 136 - 724.51059 - 42.3 234s 652 482 726.82250 18 157 - 724.51313 - 42.2 239s 653 483 724.51328 12 144 - 724.51328 - 42.1 246s 654 484 726.82250 18 139 - 724.51954 - 42.1 251s 655 484 754.50560 11 154 - 724.52997 - 42.0 258s 656 485 726.82250 18 138 - 724.55085 - 42.0 263s 657 486 724.57361 6 149 - 724.57361 - 41.9 269s 658 486 724.57754 12 200 - 724.57754 - 41.8 270s 661 488 724.57803 18 180 - 724.57803 - 41.6 277s 663 492 724.83251 25 136 - 724.83251 - 53.5 280s 864 594 814.22765 92 114 - 725.88354 - 52.7 285s 1197 743 777.77971 111 104 - 726.40556 - 51.2 290s 1655 974 739.80037 58 118 - 726.73866 - 46.1 295s 2216 1275 862.45701 267 47 - 726.73866 - 41.6 300s 2669 1594 777.23326 93 66 - 726.81315 - 42.0 305s 3187 2013 829.60384 234 62 - 726.88528 - 40.4 310s 3813 2563 806.65546 153 54 - 726.97950 - 38.3 315s 4326 3002 infeasible 86 - 727.02884 - 37.8 320s 4745 3343 767.40058 90 140 - 727.26515 - 38.2 325s 5332 3862 787.93354 127 85 - 727.30704 - 36.9 330s 5852 4264 764.48148 70 145 - 727.47842 - 36.9 335s 6288 4583 786.59739 66 151 - 727.66049 - 37.3 340s 6776 4968 infeasible 70 - 727.84577 - 37.6 345s 7181 5306 801.01633 191 50 - 728.00657 - 37.9 350s 7599 5630 744.15266 32 172 - 728.22892 - 38.0 355s 8012 5984 784.59966 158 65 - 728.27866 - 38.5 360s 8381 6283 735.38985 43 201 - 728.30275 - 39.0 365s 8718 6539 759.93507 59 156 - 728.46701 - 39.9 370s 9238 6964 772.25789 131 33 - 728.57512 - 39.6 375s 9716 7366 741.81076 43 163 - 728.57803 - 39.5 380s 10201 7747 844.89406 127 67 - 728.60598 - 39.2 386s 10645 8133 857.34280 212 66 - 728.61395 - 38.5 390s 11063 8432 infeasible 154 - 728.66838 - 38.6 395s 11481 8735 infeasible 82 - 728.75272 - 38.7 400s 11898 9079 774.52150 76 58 - 728.85301 - 38.9 405s 12338 9390 769.21349 46 146 - 728.89574 - 39.1 410s 12785 9760 801.19354 62 139 - 728.94969 - 39.1 415s 13171 10039 798.30647 117 49 - 729.08616 - 39.3 420s 13601 10363 777.46734 53 175 - 729.16622 - 39.4 425s 14011 10682 infeasible 56 - 729.18308 - 39.6 430s 14371 10964 740.85907 51 209 - 729.33322 - 40.0 435s 14694 11164 773.39739 52 168 - 729.50691 - 40.7 440s 15052 11420 755.23995 40 170 - 729.64897 - 40.9 445s 15631 11909 786.46322 57 159 - 729.65845 - 40.6 450s 16049 12276 794.95505 126 60 - 729.69164 - 40.6 455s 16393 12502 780.63470 51 169 - 729.83292 - 41.0 460s 16779 12812 771.83012 60 184 - 729.89837 - 41.3 465s 17330 13211 731.13179 33 162 - 729.92974 - 41.0 470s 17755 13566 infeasible 69 - 729.95826 - 41.2 475s 18290 13999 756.66733 48 192 - 729.99287 - 41.0 480s 18697 14291 742.39532 40 152 - 730.07356 - 41.2 485s 19109 14629 770.06916 54 139 - 730.11410 - 41.4 490s 19594 15040 767.42107 54 135 - 730.14620 - 41.4 495s 20077 15409 848.74576 58 143 - 730.19974 - 41.3 500s 20402 15669 765.93313 50 193 - 730.20511 - 41.5 505s 20815 16054 874.08295 176 46 - 730.20608 - 41.5 510s 21359 16493 747.38386 40 159 - 730.25153 - 41.3 515s 21957 16999 753.20854 48 158 - 730.30640 - 41.1 520s 22345 17294 753.39710 57 161 - 730.32433 - 41.2 525s 22827 17687 779.62013 58 161 - 730.35751 - 41.2 530s 23303 18034 793.60363 69 97 - 730.36808 - 41.2 535s 23780 18379 744.77352 39 134 - 730.39463 - 41.3 540s 24319 18845 792.25688 110 65 - 730.41607 - 41.1 545s 24941 19306 793.70803 84 130 - 730.43056 - 40.8 550s 25537 19775 791.82418 102 69 - 730.46031 - 40.7 555s 26251 20428 828.88133 198 24 - 730.46871 - 40.2 560s 26624 20673 781.55296 97 47 - 730.48995 - 40.5 565s 27284 21265 777.57570 47 147 - 730.49899 - 40.2 570s 27893 21790 745.91844 38 148 - 730.53418 - 40.0 575s 28282 22075 748.11469 41 179 - 730.57512 - 40.1 580s 28699 22417 768.70860 57 85 - 730.57909 - 40.3 585s 29156 22811 824.59227 189 55 - 730.58685 - 40.2 590s 29629 23194 760.35712 37 154 - 730.61684 - 40.2 595s 29999 23519 764.54839 45 117 - 730.62973 - 40.3 600s 30594 24016 742.75132 35 158 - 730.65330 - 40.2 605s 30852 24186 756.03515 43 153 - 730.70534 - 40.3 610s 31328 24582 732.90144 35 145 - 730.74134 - 40.2 615s 31725 24840 770.21223 54 133 - 730.76307 - 40.4 620s 32279 25325 756.93568 46 210 - 730.77514 - 40.2 625s 32542 25495 816.26627 62 144 - 730.78202 - 40.5 630s 33105 25934 745.07764 38 142 - 730.82713 - 40.4 635s 33385 26130 787.59854 54 181 - 730.85098 - 40.8 640s 34048 26713 862.80909 241 61 - 730.86235 - 40.5 645s 34403 26955 788.89168 89 86 - 730.88511 - 40.6 650s 35046 27509 827.63926 54 175 - 730.90521 - 40.4 655s 35437 27757 747.43402 40 158 - 730.93367 - 40.5 660s 35866 28092 742.83808 41 179 - 730.94850 - 40.6 665s 36401 28489 775.68780 87 84 - 730.98645 - 40.6 670s 36817 28771 744.70000 42 191 - 731.06266 - 40.7 675s 37448 29239 920.28578 172 113 - 731.06881 - 40.5 680s 38032 29684 737.67420 39 168 - 731.12919 - 40.4 685s 38470 30014 822.36729 124 114 - 731.15403 - 40.5 690s 38883 30303 809.20422 65 114 - 731.17214 - 40.5 695s 39156 30473 infeasible 57 - 731.19063 - 40.8 700s 39755 30969 814.48854 153 88 - 731.20093 - 40.6 705s 40173 31272 746.56012 36 165 - 731.22332 - 40.7 710s 40611 31657 764.12554 56 139 - 731.23425 - 40.7 715s 40804 31783 761.76626 50 147 - 731.24910 - 40.7 760s 41293 32213 806.77250 141 80 - 731.26551 - 40.6 765s 41724 32524 817.77288 57 164 - 731.29301 - 40.7 770s 42292 32960 752.42587 40 143 - 731.31396 - 40.6 775s 42792 33380 838.72963 65 174 - 731.32915 - 40.6 780s 43300 33804 827.50032 240 54 - 731.35751 - 40.6 785s 43889 34242 infeasible 54 - 731.39980 - 40.5 790s 44396 34624 753.89197 37 163 - 731.43413 - 40.5 795s 44959 35106 797.48030 202 102 - 731.46317 - 40.4 800s 45514 35537 782.76407 105 72 - 731.49339 - 40.3 805s 46074 35946 infeasible 61 - 731.54318 - 40.3 810s 46573 36308 777.59984 74 79 - 731.56254 - 40.3 815s 47157 36754 746.09633 40 160 - 731.58860 - 40.3 820s 47713 37225 740.39623 37 143 - 731.59036 - 40.2 825s 48177 37602 757.40651 47 137 - 731.61330 - 40.3 830s 48722 38031 744.60563 45 136 - 731.64712 - 40.2 835s 49095 38314 846.87444 108 100 - 731.65648 - 40.4 840s 49805 38891 776.05556 69 88 - 731.66347 - 40.2 845s 50428 39403 752.30456 44 198 - 731.67934 - 40.1 850s 51005 39909 765.53186 51 172 - 731.68256 - 40.0 855s 51563 40397 887.13956 139 91 - 731.68627 - 39.8 860s 52081 40812 749.31450 46 128 - 731.69187 - 39.8 865s 52548 41200 804.95369 89 98 - 731.73009 - 39.8 870s 53088 41623 infeasible 59 - 731.78006 - 39.8 875s 53559 42002 791.07479 133 104 - 731.86961 - 39.8 880s 54117 42426 876.16583 124 86 - 731.87123 - 39.8 885s 54614 42814 743.42686 40 152 - 731.91378 - 39.8 890s 54968 43055 763.07845 49 116 - 731.92888 - 40.0 895s 55410 43371 773.88370 47 150 - 731.98316 - 40.0 900s 55783 43629 756.07577 41 153 - 732.01050 - 40.2 905s 56357 44047 783.14259 62 92 - 732.03289 - 40.1 910s 56795 44376 787.24501 66 154 - 732.08790 - 40.2 915s 57372 44857 740.56998 44 159 - 732.09430 - 40.1 920s 58100 45489 834.30057 159 61 - 732.10606 - 40.0 925s 58787 46048 768.97123 53 146 - 732.12242 - 39.8 930s 59281 46447 infeasible 150 - 732.13373 - 39.9 935s 59928 46977 infeasible 59 - 732.15285 - 39.8 940s 60381 47330 infeasible 57 - 732.17274 - 39.8 945s 60912 47775 infeasible 66 - 732.19604 - 39.8 950s 61191 47946 779.80831 61 125 - 732.21748 - 40.0 955s 61680 48372 859.47041 111 89 - 732.22878 - 39.9 960s 62182 48749 733.50197 37 169 - 732.25316 - 39.9 965s 62865 49320 763.32202 46 152 - 732.28450 - 39.8 970s 63362 49707 757.95269 45 187 - 732.31370 - 39.8 975s 63812 50013 infeasible 63 - 732.35670 - 39.9 980s 64280 50361 797.97046 60 157 - 732.38317 - 39.9 985s 64805 50775 836.34093 116 46 - 732.39969 - 39.9 990s 65359 51230 infeasible 107 - 732.40764 - 39.9 995s 65986 51662 735.41605 36 149 - 732.46209 - 39.8 1000s 66480 52089 796.48692 133 82 - 732.47149 - 39.8 1005s 67142 52685 843.97047 207 85 - 732.48867 - 39.7 1010s 67510 52935 785.02515 45 159 - 732.50724 - 39.8 1015s 67896 53263 832.22794 112 52 - 732.51538 - 39.9 1020s 68422 53704 767.16897 56 120 - 732.53267 - 39.9 1025s 68867 54051 741.15801 42 182 - 732.56301 - 40.0 1030s 69450 54523 737.55669 35 186 - 732.58145 - 39.9 1035s 69979 54955 746.68765 39 136 - 732.59298 - 39.9 1040s 70529 55388 753.79304 43 130 - 732.59996 - 39.9 1045s 71087 55861 786.64346 70 163 - 732.61023 - 39.9 1050s 71407 56101 763.96216 68 129 - 732.62560 - 39.9 1055s 72113 56737 791.21200 101 90 - 732.63044 - 39.8 1060s 72744 57278 792.70266 117 39 - 732.64450 - 39.7 1065s 73215 57610 872.53956 116 85 - 732.67825 - 39.7 1070s 73834 58117 765.50984 49 173 - 732.69997 - 39.7 1075s 74496 58674 736.22565 36 171 - 732.73429 - 39.6 1080s 74901 58960 736.20069 37 181 - 732.76122 - 39.6 1085s 75313 59228 infeasible 51 - 732.77745 - 39.7 1090s 75811 59589 770.28048 40 144 - 732.79317 - 39.7 1095s 76221 59915 793.59717 60 132 - 732.79712 - 39.7 1100s 76691 60243 746.57234 45 189 - 732.83047 - 39.8 1105s 77188 60638 755.36496 58 77 - 732.87337 - 39.8 1110s 77906 61254 811.83557 134 91 - 732.88726 - 39.6 1115s 78508 61754 801.85679 95 97 - 732.89761 - 39.6 1120s 79291 62368 infeasible 52 - 732.91127 - 39.5 1125s 79742 62659 770.94310 61 121 - 732.97093 - 39.5 1130s 80192 63030 783.27232 65 89 - 732.97832 - 39.6 1135s 80518 63279 755.37759 47 148 - 732.98124 - 39.7 1140s 81242 63862 infeasible 44 - 732.99298 - 39.6 1145s 81608 64146 772.96677 54 139 - 733.01240 - 39.6 1150s 82186 64648 735.86985 37 141 - 733.02480 - 39.6 1155s 82624 65002 795.69494 58 179 - 733.07006 - 39.6 1160s 83084 65415 820.66576 228 42 - 733.10216 - 39.6 1165s 83635 65856 782.46656 54 171 - 733.13071 - 39.6 1170s 84141 66210 777.52263 39 150 - 733.15553 - 39.6 1175s 84522 66435 757.69945 44 145 - 733.19770 - 39.7 1180s 85124 66961 764.29758 71 128 - 733.20185 - 39.7 1185s 85782 67528 827.22842 199 72 - 733.24590 - 39.6 1190s 86306 67950 808.32930 54 173 - 733.26328 - 39.6 1195s 86726 68247 748.03520 46 181 - 733.28849 - 39.7 1200s 87336 68733 750.69494 40 143 - 733.30829 - 39.6 1205s 87718 69032 768.00000 57 96 - 733.31661 - 39.7 1210s 88303 69488 810.17987 58 171 - 733.34415 - 39.6 1215s 88893 69976 infeasible 249 - 733.36043 - 39.6 1220s 89337 70283 752.22097 52 159 - 733.39288 - 39.7 1225s 89752 70603 753.77905 42 138 - 733.40983 - 39.7 1230s 90365 71061 772.81211 60 163 - 733.41438 - 39.7 1235s 90889 71494 756.86624 45 171 - 733.41934 - 39.7 1240s 91313 71793 769.86584 39 146 - 733.43617 - 39.7 1245s 91806 72147 769.00786 49 138 - 733.44627 - 39.8 1250s 92261 72482 768.45160 48 165 - 733.45790 - 39.7 1255s 92497 72628 765.87692 67 126 - 733.46922 - 39.9 1260s 93050 73106 infeasible 168 - 733.48456 - 39.8 1265s 93562 73501 736.56881 39 183 - 733.50517 - 39.8 1270s 94317 74167 infeasible 256 - 733.51538 - 39.7 1275s 94807 74592 889.86514 288 49 - 733.52221 - 39.6 1280s 95197 74800 737.55494 44 181 - 733.53306 - 39.7 1285s 95737 75217 784.66585 67 125 - 733.55071 - 39.7 1290s 96304 75654 746.33548 47 137 - 733.56946 - 39.7 1295s 96978 76197 748.39027 46 169 - 733.59421 - 39.6 1300s 97633 76650 785.49361 60 160 - 733.61910 - 39.6 1305s 98190 77066 757.46421 42 174 - 733.66032 - 39.6 1310s 98586 77358 736.91992 43 185 - 733.67004 - 39.6 1315s 99119 77772 infeasible 59 - 733.68955 - 39.6 1320s 99709 78274 825.00478 97 126 - 733.69598 - 39.6 1325s 100388 78785 infeasible 59 - 733.71338 - 39.5 1330s 100826 79126 782.24613 62 67 - 733.72297 - 39.6 1335s 101266 79446 infeasible 158 - 733.75349 - 39.6 1340s 101824 79922 769.04786 48 136 - 733.77474 - 39.6 1345s 102190 80213 830.95526 55 149 - 733.78334 - 39.6 1350s 102452 80357 787.70065 57 173 - 733.79961 - 39.7 1355s 102950 80779 811.31851 151 69 - 733.81177 - 39.7 1360s 103416 81102 766.22509 74 118 - 733.82699 - 39.8 1365s 103911 81523 755.94578 47 175 - 733.83653 - 39.8 1370s 104575 82127 968.41932 263 80 - 733.84988 - 39.7 1375s 105148 82585 846.24951 125 128 - 733.87867 - 39.7 1380s 105905 83257 937.78430 223 50 - 733.88828 - 39.6 1385s 106328 83549 754.65550 42 142 - 733.89668 - 39.6 1390s 106689 83793 763.07904 41 174 - 733.91238 - 39.7 1395s 107428 84470 infeasible 225 - 733.91245 - 39.6 1400s 107863 84789 infeasible 61 - 733.94327 - 39.7 1405s 108554 85358 781.56420 57 133 - 733.96325 - 39.6 1410s 109161 85891 810.91423 90 147 - 733.97659 - 39.6 1415s 109705 86285 782.34967 63 136 - 733.99341 - 39.6 1420s 110395 86858 763.17543 46 150 - 734.00666 - 39.5 1425s 111092 87459 infeasible 67 - 734.02050 - 39.4 1430s 111605 87852 infeasible 56 - 734.04779 - 39.4 1435s 112111 88238 771.12704 72 110 - 734.05825 - 39.4 1440s 112652 88723 774.16139 127 79 - 734.06287 - 39.3 1445s 113389 89389 816.95089 152 106 - 734.08209 - 39.3 1450s 114211 90072 763.22844 51 162 - 734.09728 - 39.2 1455s 114771 90554 760.98596 72 116 - 734.10693 - 39.1 1460s 115528 91156 763.78758 45 170 - 734.12682 - 39.0 1465s 116094 91635 746.14448 44 148 - 734.14823 - 39.0 1470s 116586 91977 789.10510 61 144 - 734.17471 - 39.0 1475s 117032 92319 763.44977 42 141 - 734.19462 - 39.1 1480s 117750 92921 753.23425 43 130 - 734.20209 - 39.0 1485s 118259 93290 736.73998 40 185 - 734.23691 - 39.0 1490s 118631 93532 768.14599 84 96 - 734.25310 - 39.0 1495s 119155 93942 771.14193 74 120 - 734.27731 - 39.0 1500s 119871 94534 797.24702 105 76 - 734.29085 - 39.0 1505s 120307 94826 746.66223 47 166 - 734.30329 - 39.0 1510s 120943 95359 infeasible 66 - 734.31414 - 39.0 1515s 121731 95974 infeasible 280 - 734.32312 - 38.9 1520s 122202 96321 786.21622 71 53 - 734.34233 - 38.9 1525s 122610 96652 824.74260 97 80 - 734.34813 - 38.9 1530s 123103 97032 801.83275 54 172 - 734.36222 - 38.9 1535s 123606 97419 infeasible 41 - 734.36930 - 38.9 1540s 124234 97888 766.51306 51 136 - 734.37557 - 38.9 1545s 124699 98253 775.22140 69 84 - 734.39357 - 38.9 1550s 125383 98801 740.21889 47 143 - 734.40787 - 38.9 1555s 125833 99183 848.04985 215 43 - 734.41410 - 38.9 1560s 126540 99702 745.87287 38 187 - 734.42565 - 38.8 1565s 126959 100033 748.46380 41 173 - 734.43568 - 38.8 1570s 127558 100518 756.37711 51 150 - 734.45366 - 38.8 1575s 127879 100750 737.57124 39 180 - 734.48269 - 38.9 1580s 128423 101196 789.28549 45 170 - 734.48511 - 38.9 1585s 128826 101441 807.74680 128 99 - 734.50820 - 38.9 1590s 129412 101934 749.33447 38 190 - 734.52964 - 38.9 1595s 129802 102200 740.32577 43 151 - 734.54479 - 39.0 1600s 130487 102753 755.30193 47 158 - 734.54671 - 38.9 1605s 130980 103162 768.83845 113 70 - 734.55187 - 38.9 1610s 131338 103418 790.80671 75 78 - 734.56958 - 39.0 1615s 131835 103783 784.87086 66 139 - 734.58323 - 39.0 1620s 132267 104094 776.69149 68 57 - 734.59457 - 39.0 1625s 132725 104489 773.68144 53 132 - 734.60039 - 39.0 1630s 133221 104838 781.30289 50 167 - 734.63631 - 39.0 1635s 133569 105028 infeasible 44 - 734.66033 - 39.1 1640s 133916 105297 778.39808 58 160 - 734.69273 - 39.1 1645s 134424 105672 738.66166 41 157 - 734.71082 - 39.1 1650s 135121 106310 815.28960 134 77 - 734.71336 - 39.1 1655s 135753 106816 776.71532 76 83 - 734.72364 - 39.0 1660s 136271 107224 749.34963 40 148 - 734.74598 - 39.0 1665s 136939 107777 844.28716 125 106 - 734.74777 - 39.0 1670s 137643 108365 742.52801 46 132 - 734.75117 - 38.9 1675s 137956 108547 infeasible 39 - 734.76631 - 39.0 1680s 138445 108886 786.69906 51 132 - 734.77253 - 39.0 1685s 139075 109392 infeasible 56 - 734.77848 - 39.0 1690s 139545 109765 796.79335 63 205 - 734.79890 - 39.0 1695s 139869 109960 747.11227 43 172 - 734.83062 - 39.0 1700s 140310 110287 760.01475 53 150 - 734.84512 - 39.1 1705s 140670 110479 infeasible 50 - 734.86227 - 39.1 1710s 141068 110782 779.32805 50 144 - 734.88225 - 39.1 1715s 141471 111059 742.94034 39 149 - 734.91299 - 39.2 1720s 142066 111563 835.20510 103 122 - 734.92747 - 39.2 1725s 142623 111984 757.83184 46 171 - 734.94202 - 39.1 1730s 142978 112269 848.90626 185 77 - 734.95018 - 39.2 1735s 143702 112865 796.79746 146 83 - 734.96052 - 39.1 1740s 144293 113365 760.62153 92 96 - 734.97032 - 39.1 1745s 144954 113959 909.27396 274 41 - 734.97378 - 39.0 1750s 145683 114571 848.86342 125 67 - 734.97879 - 39.0 1755s 146067 114828 746.09445 38 146 - 734.99805 - 39.0 1760s 146654 115311 766.36899 50 131 - 735.00516 - 39.0 1765s 147227 115757 805.80039 56 144 - 735.01937 - 38.9 1770s 147607 115980 751.04479 43 141 - 735.05485 - 39.0 1775s 148239 116507 738.61871 39 157 - 735.06649 - 39.0 1780s 148754 116886 752.10676 44 137 - 735.08533 - 39.0 1785s 149246 117234 819.33096 125 98 - 735.11287 - 39.0 1790s 149814 117685 752.34818 52 162 - 735.12130 - 39.0 1795s 150403 118122 828.15457 57 174 - 735.15608 - 39.0 1800s 151126 118759 869.96327 263 75 - 735.16839 - 38.9 1805s 151798 119274 infeasible 73 - 735.17095 - 38.8 1810s 152212 119519 783.07176 59 130 - 735.18784 - 38.9 1815s 152623 119787 760.51337 56 141 - 735.21681 - 38.9 1820s 153239 120344 794.28336 107 103 - 735.22115 - 38.9 1825s 153706 120639 787.69563 67 121 - 735.24175 - 38.9 1830s 154168 120957 infeasible 62 - 735.25254 - 38.9 1835s 154522 121180 776.43663 94 62 - 735.27387 - 38.9 1840s 155138 121680 784.74930 90 62 - 735.28085 - 38.9 1845s 155800 122186 776.79784 67 59 - 735.29984 - 38.9 1850s 156329 122587 766.44863 46 181 - 735.30810 - 38.9 1855s 156748 122871 777.66004 57 153 - 735.32626 - 38.9 1860s 157150 123139 760.55660 50 191 - 735.33331 - 38.9 1865s 157558 123442 761.29790 85 95 - 735.34417 - 39.0 1870s 158056 123828 784.11990 88 60 - 735.37263 - 39.0 1875s 158644 124323 746.82565 46 156 - 735.39094 - 39.0 1880s 159396 124931 823.68127 104 75 - 735.40073 - 38.9 1885s 159956 125374 775.01584 55 126 - 735.40620 - 38.9 1890s 160612 125927 795.28737 68 143 - 735.42590 - 38.9 1895s 161385 126539 736.95371 45 163 - 735.44123 - 38.8 1900s 161907 126962 780.11527 47 150 - 735.44819 - 38.8 1905s 162408 127294 786.50973 48 137 - 735.46119 - 38.8 1910s 162856 127636 infeasible 162 - 735.47221 - 38.8 1915s 163293 127970 742.12265 39 149 - 735.49713 - 38.8 1920s 163639 128246 817.93656 82 128 - 735.50176 - 38.8 1925s 164217 128693 739.33872 38 170 - 735.52486 - 38.8 1930s 164815 129164 868.58619 209 114 - 735.53532 - 38.8 1935s 165221 129432 748.37243 39 157 - 735.54851 - 38.8 1940s 165856 130010 880.42766 210 70 - 735.55550 - 38.8 1945s 166500 130505 764.14593 50 137 - 735.57294 - 38.8 1950s 167185 131087 791.97687 52 131 - 735.58639 - 38.7 1955s 167744 131529 799.99460 48 180 - 735.59801 - 38.7 1960s 168160 131852 774.51850 62 147 - 735.61006 - 38.7 1965s 168621 132216 737.80953 42 195 - 735.61576 - 38.8 1970s 169128 132613 768.52705 55 134 - 735.62058 - 38.8 1975s 169558 132890 765.80616 54 171 - 735.64643 - 38.8 1980s 170141 133352 764.36996 53 134 - 735.65665 - 38.8 1985s 170867 133974 766.83124 92 80 - 735.65985 - 38.7 1990s 171346 134284 739.24204 50 131 - 735.67790 - 38.7 1995s 172011 134823 908.26118 264 64 - 735.68591 - 38.7 2000s 172572 135238 799.37687 61 173 - 735.70140 - 38.7 2005s 172902 135408 751.69281 50 187 - 735.71988 - 38.7 2010s 173345 135748 795.86039 76 75 - 735.73700 - 38.7 2015s 173758 136091 789.82005 92 26 - 735.75482 - 38.7 2020s 174209 136460 761.26082 41 185 - 735.76397 - 38.8 2025s 174838 136995 1003.62612 379 50 - 735.76633 - 38.7 2030s 175246 137292 769.33886 56 134 - 735.77545 - 38.7 2035s 175779 137710 868.91839 163 49 - 735.79085 - 38.7 2040s 176250 138058 762.12285 54 142 - 735.79820 - 38.7 2045s 176975 138656 964.59787 217 82 - 735.79974 - 38.7 2050s 177485 139023 746.17152 44 152 - 735.81032 - 38.7 2055s 177821 139262 752.73659 53 115 - 735.82753 - 38.8 2060s 178440 139744 infeasible 52 - 735.83947 - 38.7 2065s 178877 140093 809.95294 97 125 - 735.84369 - 38.8 2070s 179487 140544 761.04317 45 161 - 735.84941 - 38.7 2075s 180139 141101 822.73080 113 103 - 735.85952 - 38.7 2080s 180675 141512 853.09241 173 128 - 735.86637 - 38.7 2085s 181246 141964 761.71540 46 165 - 735.88226 - 38.7 2090s 181706 142274 792.78496 54 128 - 735.90445 - 38.7 2095s 182207 142701 infeasible 147 - 735.91754 - 38.7 2100s 182702 143078 747.04124 38 203 - 735.94292 - 38.7 2105s 183189 143420 infeasible 58 - 735.94933 - 38.7 2110s 183707 143834 787.25416 126 111 - 735.95187 - 38.7 2115s 184209 144154 infeasible 41 - 735.97468 - 38.7 2120s 184557 144385 768.04786 48 132 - 735.99232 - 38.7 2125s 185226 144906 762.46971 43 181 - 736.00557 - 38.7 2130s 185696 145276 771.37880 44 200 - 736.01585 - 38.7 2135s 186079 145517 infeasible 64 - 736.01777 - 38.7 2140s 186552 145905 783.07872 53 122 - 736.02288 - 38.7 2145s 186934 146128 756.07948 44 171 - 736.03662 - 38.8 2150s 187347 146408 753.66222 42 159 - 736.04861 - 38.8 2155s 187869 146814 771.68003 88 136 - 736.06331 - 38.8 2160s 188372 147204 753.39591 46 153 - 736.07091 - 38.8 2165s 188957 147672 768.32769 59 202 - 736.08399 - 38.8 2170s 189565 148132 infeasible 63 - 736.09223 - 38.8 2175s 190167 148608 748.22040 40 169 - 736.11012 - 38.8 2180s 190490 148834 752.57928 43 183 - 736.11791 - 38.8 2185s 190932 149135 infeasible 53 - 736.13300 - 38.8 2190s 191480 149588 773.92373 56 133 - 736.14644 - 38.8 2195s 191869 149870 769.55912 60 164 - 736.15078 - 38.9 2200s 192521 150387 738.41508 36 168 - 736.16073 - 38.8 2205s 192976 150732 767.15750 51 145 - 736.16686 - 38.8 2210s 193479 151119 749.65795 38 147 - 736.17481 - 38.8 2215s 193908 151448 772.95683 56 110 - 736.17604 - 38.8 2220s 194369 151766 756.99953 49 143 - 736.19640 - 38.9 2225s 194796 152123 796.14243 179 90 - 736.19848 - 38.9 2230s 195494 152729 811.03882 112 64 - 736.19994 - 38.8 2235s 196255 153374 785.18322 49 158 - 736.20538 - 38.8 2240s 196956 153959 infeasible 68 - 736.21206 - 38.7 2245s 197399 154286 741.92481 43 151 - 736.22396 - 38.8 2250s 197811 154539 infeasible 66 - 736.23031 - 38.8 2255s 198166 154778 739.49635 40 160 - 736.23621 - 38.8 2260s 198828 155314 739.69262 43 133 - 736.24302 - 38.8 2265s 199479 155851 infeasible 92 - 736.24986 - 38.7 2270s 200063 156328 779.42557 48 141 - 736.27043 - 38.7 2275s 200611 156750 749.98667 49 145 - 736.27745 - 38.7 2280s 201115 157136 741.66478 48 178 - 736.28793 - 38.7 2285s 201530 157439 751.27458 41 155 - 736.29893 - 38.8 2290s 202087 157903 768.01788 56 179 - 736.31180 - 38.8 2295s 202549 158158 755.95466 45 153 - 736.33659 - 38.8 2300s 202924 158457 758.60359 39 174 - 736.34464 - 38.8 2305s 203505 158896 740.07160 36 179 - 736.35324 - 38.8 2310s 203869 159162 782.68112 76 62 - 736.36074 - 38.8 2315s 204367 159595 765.13503 72 84 - 736.36434 - 38.8 2320s 205260 160331 865.43357 182 57 - 736.36961 - 38.7 2325s 205640 160602 769.46912 111 95 - 736.37263 - 38.7 2330s 206163 160987 infeasible 68 - 736.38542 - 38.7 2335s 206475 161190 775.39092 48 143 - 736.40514 - 38.8 2340s 207068 161651 854.79460 149 81 - 736.42596 - 38.8 2345s 207785 162207 763.73886 54 140 - 736.43641 - 38.7 2350s 208149 162410 777.81633 52 158 - 736.44546 - 38.8 2355s 208632 162762 762.47891 49 141 - 736.45824 - 38.8 2360s 209345 163360 740.96075 40 175 - 736.46664 - 38.7 2365s 209884 163807 infeasible 52 - 736.47458 - 38.7 2370s 210470 164276 819.53912 58 209 - 736.47933 - 38.7 2375s 210875 164526 801.43055 116 56 - 736.50083 - 38.7 2380s 211400 164932 infeasible 193 - 736.51267 - 38.7 2385s 211901 165338 infeasible 49 - 736.52517 - 38.7 2390s 212331 165602 746.62466 41 165 - 736.53927 - 38.8 2395s 212721 165853 766.66545 42 147 - 736.54950 - 38.8 2400s 213202 166219 768.90611 72 92 - 736.55632 - 38.8 2405s 213805 166721 752.18003 48 206 - 736.56043 - 38.8 2410s 214165 166965 741.41880 55 116 - 736.57201 - 38.8 2415s 214702 167413 infeasible 53 - 736.57394 - 38.8 2420s 215304 167965 819.25679 210 62 - 736.58031 - 38.8 2425s 215817 168360 816.48374 62 138 - 736.58941 - 38.8 2430s 216349 168810 869.47584 221 107 - 736.59838 - 38.7 2435s 216890 169195 792.83293 87 100 - 736.60365 - 38.7 2440s 217462 169657 784.39391 68 86 - 736.62011 - 38.7 2445s 217929 170004 745.72504 50 131 - 736.64033 - 38.7 2450s 218450 170405 772.98641 63 152 - 736.64511 - 38.8 2455s 218898 170710 infeasible 51 - 736.65217 - 38.8 2460s 219451 171181 768.20762 71 98 - 736.65693 - 38.8 2465s 220158 171782 847.86709 67 145 - 736.65788 - 38.7 2470s 220746 172255 747.29519 64 172 - 736.66190 - 38.7 2475s 221234 172622 821.42671 70 169 - 736.67155 - 38.7 2480s 221518 172837 765.52326 55 102 - 736.67837 - 38.8 2485s 222086 173293 infeasible 196 - 736.68198 - 38.8 2490s 222773 173853 776.40888 53 159 - 736.68913 - 38.7 2495s 223281 174234 738.93256 37 137 - 736.70016 - 38.8 2500s 223907 174757 773.24711 70 84 - 736.70895 - 38.7 2505s 224499 175254 802.28085 66 128 - 736.71763 - 38.7 2510s 225035 175701 765.39116 53 177 - 736.72367 - 38.7 2515s 225427 176030 777.75687 78 82 - 736.72848 - 38.7 2520s 225822 176312 740.19962 53 149 - 736.73877 - 38.8 2525s 226203 176556 776.36045 84 70 - 736.74577 - 38.8 2530s 226978 177237 765.68820 49 157 - 736.75057 - 38.7 2535s 227370 177538 782.46622 63 160 - 736.75372 - 38.8 2540s 227773 177859 766.54658 76 89 - 736.76657 - 38.8 2545s 228275 178214 795.13418 55 140 - 736.77590 - 38.8 2550s 228964 178670 747.76265 40 146 - 736.78369 - 38.8 2555s 229566 179072 767.70377 53 148 - 736.78485 - 38.8 2560s 230153 179518 infeasible 42 - 736.79174 - 38.8 2565s 230588 179790 760.17906 51 141 - 736.80466 - 38.8 2570s 231117 180231 823.73647 137 74 - 736.81078 - 38.8 2575s 231853 180904 921.55347 333 82 - 736.81314 - 38.7 2580s 232371 181264 766.45616 62 143 - 736.81902 - 38.7 2585s 233018 181793 743.33133 57 122 - 736.82638 - 38.7 2590s 233526 182202 828.53766 129 94 - 736.82915 - 38.7 2595s 234211 182780 798.03149 66 139 - 736.84332 - 38.7 2600s 234763 183198 813.38345 73 160 - 736.85080 - 38.7 2605s 235113 183418 749.65251 46 146 - 736.86079 - 38.7 2610s 235692 183894 757.48095 44 151 - 736.86727 - 38.7 2615s 236223 184302 765.06292 53 144 - 736.87216 - 38.7 2620s 236864 184792 819.80199 62 133 - 736.88151 - 38.6 2625s 237553 185417 894.39387 201 65 - 736.88428 - 38.6 2630s 238195 185914 803.49847 113 56 - 736.89033 - 38.6 2635s 238703 186283 infeasible 143 - 736.89785 - 38.6 2640s 239396 186849 754.09445 42 148 - 736.90245 - 38.6 2645s 240131 187448 737.35458 57 113 - 736.90875 - 38.5 2650s 240574 187785 737.72280 48 136 - 736.91190 - 38.5 2655s 241075 188163 850.44484 194 99 - 736.91973 - 38.5 2660s 241616 188578 823.04574 53 143 - 736.92902 - 38.5 2665s 242078 188949 841.66932 180 96 - 736.93644 - 38.5 2670s 242494 189215 747.68245 42 190 - 736.94999 - 38.5 2675s 242894 189535 811.82083 105 90 - 736.95288 - 38.6 2680s 243522 190040 infeasible 71 - 736.96039 - 38.6 2685s 243961 190342 774.61998 45 184 - 736.96663 - 38.6 2690s 244325 190576 763.09754 54 178 - 736.97640 - 38.6 2695s 244708 190797 753.78085 48 117 - 736.99343 - 38.6 2700s 245216 191218 852.65923 169 49 - 736.99685 - 38.6 2705s 245668 191537 infeasible 58 - 737.01506 - 38.6 2710s 246059 191788 770.56467 50 166 - 737.02659 - 38.6 2715s 246553 192168 774.63799 57 118 - 737.03904 - 38.6 2720s 247331 192856 967.45345 285 67 - 737.04572 - 38.6 2725s 247831 193248 840.76128 163 74 - 737.05784 - 38.6 2730s 248436 193716 infeasible 65 - 737.06132 - 38.6 2735s 248991 194163 754.11771 56 118 - 737.06641 - 38.6 2740s 249510 194548 845.32973 172 50 - 737.07773 - 38.6 2745s 250116 194958 769.11417 50 138 - 737.08822 - 38.6 2750s 250584 195277 862.29386 124 92 - 737.10081 - 38.6 2755s 251209 195754 801.22673 47 132 - 737.11257 - 38.6 2760s 251618 196024 777.82160 87 65 - 737.12301 - 38.6 2765s 252140 196400 745.83364 48 173 - 737.13297 - 38.6 2770s 252949 197067 761.43050 74 109 - 737.14219 - 38.5 2775s 253374 197380 758.21105 43 150 - 737.16025 - 38.6 2780s 254078 197971 824.17100 61 154 - 737.16295 - 38.5 2785s 254428 198163 757.06089 44 185 - 737.17670 - 38.6 2790s 254832 198493 768.03155 70 76 - 737.18155 - 38.6 2795s 255276 198845 745.28784 40 184 - 737.18597 - 38.6 2800s 255754 199233 865.40308 174 81 - 737.19173 - 38.6 2805s 256303 199686 infeasible 50 - 737.19766 - 38.6 2810s 256882 200125 infeasible 52 - 737.19926 - 38.6 2815s 257212 200367 750.34653 44 192 - 737.19926 - 38.6 2820s 257715 200711 infeasible 69 - 737.21095 - 38.6 2825s 258437 201353 886.18212 184 62 - 737.21527 - 38.6 2830s 258996 201769 753.31074 52 159 - 737.22186 - 38.6 2835s 259479 202157 771.70138 50 157 - 737.23425 - 38.6 2840s 260094 202654 868.44453 196 96 - 737.23538 - 38.5 2845s 260518 202948 825.76106 102 93 - 737.24545 - 38.6 2850s 261250 203514 809.38461 48 178 - 737.25440 - 38.5 2855s 261868 204028 infeasible 73 - 737.25919 - 38.5 2860s 262211 204307 756.87063 45 143 - 737.26459 - 38.6 2865s 262579 204587 762.91589 57 139 - 737.27865 - 38.6 2870s 263250 205126 746.77543 37 185 - 737.28238 - 38.6 2875s 263599 205372 789.18463 91 114 - 737.29441 - 38.6 2880s 264203 205896 800.87808 106 65 - 737.29722 - 38.6 2885s 264832 206422 infeasible 111 - 737.30255 - 38.5 2890s 265404 206860 infeasible 76 - 737.30355 - 38.5 2895s 265865 207217 infeasible 55 - 737.31091 - 38.5 2900s 266323 207534 758.15091 51 141 - 737.31626 - 38.5 2905s 266834 207884 784.36926 89 112 - 737.33719 - 38.5 2910s 267436 208377 854.56968 214 55 - 737.34656 - 38.5 2915s 267837 208615 784.35792 52 160 - 737.35365 - 38.6 2920s 268168 208807 756.67947 69 70 - 737.36259 - 38.6 2925s 268762 209245 755.86224 62 128 - 737.36961 - 38.6 2930s 269159 209523 infeasible 57 - 737.38269 - 38.6 2935s 269675 209913 742.67155 44 143 - 737.38626 - 38.6 2940s 270324 210457 835.49945 66 169 - 737.38998 - 38.6 2945s 270759 210724 763.85851 49 161 - 737.40015 - 38.6 2950s 271185 211059 infeasible 146 - 737.41302 - 38.6 2955s 271639 211410 830.21715 174 20 - 737.42572 - 38.6 2960s 272113 211758 infeasible 55 - 737.43006 - 38.6 2965s 272534 212050 755.03425 41 125 - 737.44274 - 38.6 2970s 273123 212530 infeasible 214 - 737.44825 - 38.6 2975s 273705 212967 766.39969 55 109 - 737.46049 - 38.6 2980s 274173 213297 777.68651 48 191 - 737.46713 - 38.6 2985s 274698 213692 768.91853 44 153 - 737.47873 - 38.6 2990s 275172 214029 768.37345 78 74 - 737.49274 - 38.6 2995s 275605 214376 768.07845 50 121 - 737.50316 - 38.6 3000s 276212 214910 756.39714 49 148 - 737.50830 - 38.6 3005s 276730 215269 750.76623 49 169 - 737.51502 - 38.6 3010s 277415 215866 891.53571 226 86 - 737.51563 - 38.6 3015s 277978 216261 infeasible 48 - 737.52306 - 38.6 3020s 278438 216607 805.29846 118 108 - 737.52706 - 38.6 3025s 278965 216952 794.54010 60 138 - 737.53327 - 38.6 3030s 279595 217467 806.03608 124 105 - 737.54418 - 38.6 3035s 280379 218090 764.74373 48 179 - 737.54966 - 38.5 3040s 280768 218317 759.09439 69 102 - 737.55841 - 38.6 3045s 281287 218706 750.06609 51 126 - 737.56777 - 38.6 3050s 281790 219084 773.07845 57 117 - 737.57739 - 38.6 3055s 282287 219503 771.30290 74 108 - 737.58258 - 38.6 3060s 282644 219712 777.96241 59 157 - 737.59128 - 38.6 3065s 283154 220123 756.67891 41 188 - 737.59855 - 38.6 3070s 283717 220587 768.22366 69 80 - 737.60508 - 38.6 3075s 284191 220928 780.86538 65 109 - 737.61097 - 38.6 3080s 284787 221395 infeasible 37 - 737.61597 - 38.6 3085s 285125 221631 788.90625 106 89 - 737.62108 - 38.6 3090s 285806 222171 801.59965 87 75 - 737.62552 - 38.6 3095s 286229 222461 751.14145 56 150 - 737.62753 - 38.6 3100s 286851 223000 752.30568 45 162 - 737.63382 - 38.6 3105s 287471 223514 795.92107 106 102 - 737.64033 - 38.6 3110s 288183 224075 756.13698 48 146 - 737.64523 - 38.6 3115s 288656 224462 805.71403 111 87 - 737.65182 - 38.6 3120s 289130 224768 747.21095 42 150 - 737.66230 - 38.6 3125s 289633 225193 infeasible 58 - 737.66635 - 38.6 3130s 290132 225542 762.48934 41 203 - 737.67880 - 38.6 3135s 290552 225861 infeasible 127 - 737.68198 - 38.6 3140s 291130 226277 infeasible 180 - 737.68765 - 38.6 3145s 291737 226708 infeasible 63 - 737.69546 - 38.6 3150s 292383 227264 765.78255 68 96 - 737.69945 - 38.6 3155s 292933 227732 789.26094 60 150 - 737.70405 - 38.6 3160s 293416 228071 infeasible 63 - 737.71429 - 38.6 3165s 293808 228317 765.94767 73 109 - 737.73214 - 38.6 3170s 294279 228628 773.55438 55 178 - 737.73879 - 38.6 3175s 294801 229047 847.08642 159 81 - 737.74038 - 38.6 3180s 295319 229397 764.04660 67 132 - 737.74757 - 38.6 3185s 295863 229799 747.80634 43 166 - 737.75755 - 38.6 3190s 296287 230090 745.35070 48 163 - 737.77277 - 38.6 3195s 296745 230466 788.60239 62 106 - 737.77701 - 38.6 3200s 297223 230809 752.93952 43 154 - 737.79136 - 38.6 3205s 297856 231334 infeasible 55 - 737.80675 - 38.6 3210s 298219 231555 747.38941 45 150 - 737.81995 - 38.6 3215s 298756 231968 780.50532 44 178 - 737.83862 - 38.6 3220s 299342 232471 770.38596 72 97 - 737.84151 - 38.6 3225s 300036 233021 infeasible 61 - 737.84724 - 38.6 3230s 300614 233474 791.66699 46 159 - 737.85345 - 38.6 3235s 301223 233947 754.94751 51 133 - 737.85904 - 38.6 3240s 301680 234324 infeasible 156 - 737.86424 - 38.6 3245s 302211 234777 806.11242 154 90 - 737.86713 - 38.6 3250s 302797 235178 743.98984 38 196 - 737.87687 - 38.6 3255s 303268 235527 794.10576 117 114 - 737.87943 - 38.6 3260s 303775 235902 756.80756 54 168 - 737.88881 - 38.6 3265s 304224 236275 745.71126 46 183 - 737.89506 - 38.6 3270s 304836 236778 803.25298 85 118 - 737.89922 - 38.6 3275s 305496 237343 834.28291 102 106 - 737.90631 - 38.6 3280s 305952 237651 infeasible 47 - 737.91026 - 38.6 3285s 306275 237878 744.58322 46 147 - 737.92327 - 38.6 3290s 306558 238017 738.94485 40 146 - 737.92987 - 38.6 3295s 307036 238412 828.12150 139 83 - 737.93219 - 38.6 3300s 307476 238676 758.86255 51 147 - 737.93977 - 38.7 3305s 308036 239150 799.50000 87 116 - 737.94433 - 38.7 3310s 308476 239479 755.86127 40 185 - 737.94788 - 38.7 3315s 308972 239807 740.81589 48 129 - 737.95496 - 38.7 3320s 309496 240204 873.69288 204 61 - 737.96035 - 38.7 3325s 310111 240607 759.76809 46 151 - 737.96810 - 38.7 3330s 310474 240850 744.19590 46 180 - 737.97900 - 38.7 3335s 310761 241023 768.08962 54 199 - 737.98811 - 38.7 3340s 311064 241205 741.35458 61 108 - 737.99610 - 38.8 3345s 311645 241631 743.91997 46 172 - 738.00072 - 38.7 3350s 312138 241986 833.78244 105 121 - 738.01635 - 38.7 3355s 312719 242440 739.96927 42 118 - 738.02581 - 38.7 3360s 313084 242714 784.09363 59 121 - 738.03065 - 38.7 3365s 313739 243235 833.51096 123 115 - 738.03654 - 38.7 3370s 314356 243713 801.40793 120 49 - 738.04317 - 38.7 3375s 314911 244105 771.50000 105 123 - 738.05046 - 38.7 3380s 315420 244467 746.38371 46 142 - 738.06058 - 38.7 3385s 315973 244901 739.49461 55 160 - 738.06239 - 38.7 3390s 316409 245247 739.46539 39 180 - 738.06732 - 38.7 3395s 316761 245481 infeasible 40 - 738.07482 - 38.7 3400s 317059 245620 759.68457 41 167 - 738.07977 - 38.8 3405s 317835 246270 775.42188 50 187 - 738.08488 - 38.7 3410s 318406 246695 746.86885 42 192 - 738.09486 - 38.7 3415s 318787 246948 784.37590 96 92 - 738.11126 - 38.7 3420s 319288 247326 766.49585 54 190 - 738.12346 - 38.7 3425s 319620 247496 infeasible 48 - 738.13029 - 38.8 3430s 320089 247822 768.10626 51 156 - 738.13742 - 38.8 3435s 320630 248216 780.60836 54 150 - 738.14190 - 38.8 3440s 321195 248715 805.07081 93 100 - 738.14383 - 38.8 3445s 321801 249192 782.50952 86 70 - 738.15266 - 38.8 3450s 322456 249768 780.50000 67 62 - 738.15836 - 38.7 3455s 323075 250260 754.25460 52 179 - 738.16272 - 38.7 3460s 323474 250483 infeasible 60 - 738.16599 - 38.8 3465s 324025 250862 882.48349 262 105 - 738.16973 - 38.7 3470s 324462 251155 827.11725 139 108 - 738.17740 - 38.8 3475s 325206 251782 741.25521 40 170 - 738.18049 - 38.7 3480s 325424 251943 779.69104 74 132 - 738.18295 - 38.8 3485s 325962 252352 757.72612 46 185 - 738.19215 - 38.8 3490s 326388 252704 749.67255 44 168 - 738.19646 - 38.8 3495s 326752 252998 771.13819 80 78 - 738.19926 - 38.8 3500s 327263 253392 778.56949 73 59 - 738.20277 - 38.8 3505s 327905 253879 751.88424 49 184 - 738.20697 - 38.8 3510s 328444 254285 743.44757 37 145 - 738.21356 - 38.8 3515s 329090 254840 760.13583 98 94 - 738.21837 - 38.7 3520s 329855 255485 764.18990 61 114 - 738.22456 - 38.7 3525s 330476 255912 769.48913 55 144 - 738.23093 - 38.7 3530s 330867 256161 778.91027 80 102 - 738.24145 - 38.7 3535s 331468 256605 762.61771 54 108 - 738.25330 - 38.7 3540s 332001 257013 786.99269 64 174 - 738.26008 - 38.7 3545s 332442 257349 773.21483 115 106 - 738.26697 - 38.7 3550s 333114 257925 819.60480 114 116 - 738.26983 - 38.7 3555s 333623 258293 770.76992 45 171 - 738.27742 - 38.7 3560s 334247 258762 765.53903 52 97 - 738.28612 - 38.7 3565s 334931 259309 816.09538 48 200 - 738.29321 - 38.7 3570s 335339 259604 773.99334 56 129 - 738.30361 - 38.7 3575s 335824 259988 902.07069 236 43 - 738.30929 - 38.7 3580s 336256 260269 752.80506 44 157 - 738.32259 - 38.7 3585s 336725 260567 757.45982 52 157 - 738.34236 - 38.7 3590s 337154 260878 infeasible 52 - 738.34583 - 38.7 3595s Cutting planes: Learned: 35 Gomory: 80 Cover: 277 Implied bound: 34 Clique: 20 MIR: 825 GUB cover: 33 Zero half: 184 Explored 337712 nodes (13072609 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 7.390000000000e+02, gap -