Gurobi 5.0.1 (linux64) logging started Mon Dec 24 05:12:50 2012 Optimize a model with 22802 rows, 22801 columns and 103831 nonzeros Presolve removed 19136 rows and 10526 columns Presolve time: 0.19s Presolved: 3666 rows, 12275 columns, 34401 nonzeros Variable types: 147 continuous, 12128 integer (12128 binary) Root relaxation: objective 6.670634e+02, 939 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 667.06345 0 178 - 667.06345 - - 0s 0 0 700.43839 0 283 - 700.43839 - - 0s 0 0 704.66551 0 276 - 704.66551 - - 0s 0 0 705.86111 0 282 - 705.86111 - - 0s 0 0 706.61111 0 277 - 706.61111 - - 0s 0 0 706.77778 0 287 - 706.77778 - - 0s 0 0 707.44778 0 305 - 707.44778 - - 0s 0 0 708.19444 0 305 - 708.19444 - - 0s 0 0 708.36111 0 302 - 708.36111 - - 0s 0 0 708.71134 0 315 - 708.71134 - - 0s 0 0 709.44444 0 303 - 709.44444 - - 0s 0 0 709.44444 0 299 - 709.44444 - - 0s 0 0 709.58730 0 314 - 709.58730 - - 0s 0 0 709.67063 0 239 - 709.67063 - - 1s 0 0 709.75397 0 269 - 709.75397 - - 1s 0 0 709.75397 0 256 - 709.75397 - - 1s 0 0 709.75397 0 265 - 709.75397 - - 1s 0 0 709.75397 0 265 - 709.75397 - - 1s 0 2 710.25397 0 257 - 710.25397 - - 2s 581 511 814.62013 102 206 - 711.07364 - 14.2 5s 603 529 817.05383 129 238 - 711.07364 - 14.4 13s 604 530 788.54146 68 266 - 711.07364 - 14.4 21s 605 531 807.47619 90 284 - 717.15478 - 14.4 36s 606 531 807.67460 90 266 - 720.83190 - 14.3 45s 607 532 788.54146 68 270 - 722.56564 - 14.3 59s 608 533 807.47619 90 259 - 724.39446 - 14.3 69s 609 533 777.81660 70 275 - 726.79749 - 14.3 85s 610 534 789.30603 94 274 - 727.55303 - 14.2 97s 611 535 842.52287 137 263 - 728.22225 - 14.2 108s 612 535 802.71356 114 284 - 729.66638 - 14.2 120s 613 536 842.70125 122 301 - 730.72923 - 14.2 133s 614 537 839.37632 128 269 - 731.20704 - 14.1 149s 615 537 777.81660 70 304 - 732.06025 - 14.1 159s 616 538 733.22072 13 294 - 733.22072 - 14.1 170s 617 539 789.30603 94 223 - 733.37866 - 14.1 182s 618 539 817.05383 129 312 - 733.55239 - 14.0 195s 619 540 801.42293 112 294 - 733.66382 - 14.0 209s 620 541 842.52287 137 286 - 733.77961 - 14.0 219s 621 541 803.52814 112 299 - 733.82599 - 14.0 229s 622 542 734.23977 17 304 - 734.23977 - 14.0 240s 623 543 779.19209 69 317 - 734.86129 - 13.9 256s 624 543 734.94645 13 312 - 734.94645 - 13.9 267s 625 544 807.47619 90 319 - 735.23397 - 13.9 280s 626 545 777.81660 70 318 - 735.41899 - 13.9 293s 627 545 802.71356 114 312 - 735.51559 - 13.8 301s 628 546 839.37632 128 308 - 735.62694 - 13.8 310s 629 547 807.67460 90 320 - 735.95125 - 13.8 332s 630 547 788.54146 68 331 - 736.26631 - 13.8 341s 632 549 842.70125 122 328 - 737.06890 - 13.7 360s 633 549 806.65801 88 329 - 737.36423 - 13.7 368s 634 550 842.70125 122 347 - 737.50013 - 13.7 385s 637 552 817.05383 129 353 - 737.77176 - 13.6 390s 640 554 738.26306 17 362 - 738.26306 - 13.6 395s 642 555 845.16246 139 365 - 738.70482 - 13.5 400s 645 557 801.42293 112 338 - 739.27974 - 13.5 414s 646 558 788.84723 93 370 - 739.53365 - 13.4 415s 649 560 803.52814 112 382 - 739.59259 - 13.4 420s 652 563 807.47619 90 265 - 739.76541 - 63.2 429s 654 564 777.81660 70 224 - 739.76541 - 63.0 436s 655 565 780.38206 73 328 - 739.76541 - 62.9 448s 656 566 842.52287 137 311 - 739.76541 - 62.8 464s 657 566 801.42293 112 336 - 739.76541 - 62.7 475s 658 567 780.38206 73 339 - 739.76541 - 62.6 488s 659 568 839.37632 128 339 - 739.87432 - 62.5 496s 660 568 807.67460 90 347 - 739.97595 - 62.4 509s 661 569 740.25476 13 361 - 740.25476 - 62.3 510s 664 571 845.16246 139 335 - 740.94118 - 62.0 520s 669 574 803.52814 112 349 - 741.82207 - 61.6 525s 674 578 802.71356 114 350 - 742.28543 - 61.1 530s 675 578 839.37632 128 344 - 742.28644 - 61.0 540s 678 580 802.71356 114 351 - 742.28876 - 60.7 545s 941 715 789.95467 72 209 - 743.87419 - 68.9 550s 1319 893 749.04875 26 377 - 743.92501 - 59.3 555s 1709 1109 778.53769 87 240 - 744.18697 - 52.5 560s 1956 1217 754.23299 42 238 - 744.57556 - 53.0 565s 2365 1405 786.60573 89 193 - 745.02425 - 48.8 570s 2741 1632 792.98072 51 282 - 745.28440 - 45.9 575s 3163 1938 infeasible 67 - 745.49973 - 43.6 580s 3431 2143 747.26125 28 294 - 746.02931 - 43.8 585s 3804 2474 883.18836 153 194 - 746.02931 - 42.5 590s 4174 2756 771.71599 66 256 - 746.28988 - 41.7 595s 4437 2953 infeasible 57 - 746.35062 - 42.0 600s 4813 3232 790.27990 45 284 - 746.50496 - 41.2 605s 5171 3531 866.62255 87 269 - 746.58548 - 40.5 610s 5512 3807 785.06675 71 227 - 746.60750 - 40.2 615s 5831 4071 779.98366 65 308 - 746.65843 - 40.2 620s 6121 4313 780.02959 60 292 - 746.65951 - 40.6 625s 6515 4595 841.87278 67 264 - 746.69151 - 39.8 630s 6782 4787 751.49890 35 322 - 746.71352 - 40.2 635s 7096 5041 792.24029 52 306 - 746.85888 - 39.9 640s 7461 5303 769.99780 51 293 - 746.90194 - 39.6 645s 7753 5550 infeasible 53 - 746.92122 - 39.8 650s 8127 5834 infeasible 47 - 747.11127 - 39.0 655s 8446 6116 829.79636 122 166 - 747.20564 - 38.9 660s 8853 6463 790.87326 60 289 - 747.25074 - 38.3 665s 9133 6673 754.14791 41 232 - 747.32735 - 38.3 670s 9415 6882 748.56369 26 369 - 747.50102 - 38.6 675s 9756 7159 815.80234 58 347 - 747.53583 - 38.3 680s 10025 7340 756.68584 34 336 - 747.60194 - 38.2 685s 10201 7488 787.36454 65 208 - 747.63340 - 38.3 690s 10537 7787 infeasible 148 - 747.63340 - 38.2 695s 10913 8109 923.34233 202 118 - 747.66174 - 37.9 700s 11166 8298 748.88221 31 339 - 747.70194 - 38.0 705s 11385 8446 797.87124 49 329 - 747.78933 - 38.5 710s 11667 8654 858.87753 70 307 - 747.82934 - 38.5 715s 11964 8866 752.82866 39 329 - 747.96301 - 38.6 720s 12309 9116 infeasible 52 - 748.04308 - 38.4 725s 12603 9306 785.48278 53 308 - 748.08014 - 38.5 730s 12853 9490 844.29813 73 268 - 748.13646 - 38.7 735s 13096 9653 778.86916 53 304 - 748.15542 - 39.0 740s 13481 9953 836.44026 85 183 - 748.21129 - 38.7 745s 13794 10204 786.97880 59 229 - 748.23372 - 38.7 750s 14053 10430 846.69440 109 189 - 748.24449 - 38.9 755s 14376 10688 751.72758 33 308 - 748.25593 - 38.9 760s 14673 10955 827.95420 114 157 - 748.27971 - 38.9 765s 14926 11141 800.83952 55 295 - 748.28798 - 39.0 770s 15207 11367 773.40877 49 322 - 748.29587 - 39.1 775s 15501 11590 798.02274 73 333 - 748.29696 - 39.3 780s 15776 11791 817.42432 76 300 - 748.34860 - 39.3 785s 16079 12021 782.66352 48 304 - 748.36338 - 39.3 790s 16358 12162 754.97554 36 340 - 748.37804 - 39.1 795s 16658 12366 758.96411 43 311 - 748.41937 - 39.1 800s 16948 12604 779.67812 61 295 - 748.44637 - 39.1 805s 17199 12780 789.64129 60 289 - 748.46040 - 39.2 810s 17499 12990 753.61991 48 306 - 748.46362 - 39.3 815s 17772 13191 765.78999 55 312 - 748.46362 - 39.4 820s 18135 13481 811.40607 74 191 - 748.47735 - 39.2 825s 18479 13773 782.43998 53 234 - 748.49232 - 39.1 830s 18765 13994 763.78457 49 279 - 748.50292 - 39.1 835s 19068 14245 infeasible 57 - 748.52541 - 39.1 840s 19341 14432 infeasible 57 - 748.55458 - 39.2 845s 19671 14725 846.60238 122 90 - 748.56437 - 39.1 850s 19940 14942 794.74620 52 313 - 748.56493 - 39.1 855s 20273 15185 775.27450 52 291 - 748.56916 - 39.0 860s 20489 15348 807.93121 56 282 - 748.62776 - 39.0 865s 20807 15585 838.83827 61 279 - 748.64329 - 39.0 870s 21158 15889 772.83508 50 236 - 748.64358 - 38.8 875s 21459 16137 772.06434 64 231 - 748.64358 - 38.8 880s 21740 16350 766.77160 56 308 - 748.64889 - 38.9 885s 22114 16652 758.81405 45 246 - 748.65422 - 38.7 890s 22405 16886 infeasible 69 - 748.69831 - 38.7 895s 22735 17146 809.30911 56 329 - 748.71281 - 38.7 900s 22970 17357 921.72449 103 239 - 748.71362 - 38.8 905s 23289 17586 792.11248 61 297 - 748.73832 - 38.8 910s 23616 17838 758.70874 44 294 - 748.74192 - 38.7 915s 23924 18062 769.30045 66 304 - 748.74711 - 38.7 920s 24198 18303 882.20294 121 184 - 748.74859 - 38.7 925s 24577 18581 infeasible 71 - 748.77350 - 38.5 930s 24836 18792 770.90770 44 316 - 748.79659 - 38.6 935s 25117 18986 748.81461 36 251 - 748.81461 - 38.6 940s 25471 19234 757.59078 43 308 - 748.82510 - 38.5 945s 25870 19562 773.67944 50 298 - 748.83619 - 38.4 950s 26164 19821 793.91984 57 295 - 748.84314 - 38.4 955s 26477 20048 759.01611 43 233 - 748.84600 - 38.3 960s 26842 20296 754.56077 40 323 - 748.86125 - 38.2 965s 27132 20551 774.33631 63 256 - 748.86125 - 38.2 970s 27453 20790 801.72845 74 218 - 748.86724 - 38.1 975s 27762 21033 856.99734 119 196 - 748.87260 - 38.1 980s 28079 21289 807.53175 75 283 - 748.88190 - 38.1 985s 28370 21510 832.42254 82 257 - 748.89433 - 38.1 990s 28672 21765 792.35044 68 279 - 748.89786 - 38.1 995s 28970 21984 infeasible 66 - 748.90528 - 38.1 1000s 29342 22270 782.43807 67 270 - 748.91281 - 37.9 1005s 29704 22571 778.24148 58 297 - 748.91699 - 37.9 1010s 30008 22811 799.24750 68 250 - 748.92360 - 37.8 1015s 30328 23086 788.58151 57 288 - 748.92360 - 37.8 1020s 30603 23324 829.98805 110 66 - 748.92767 - 37.8 1025s 30973 23612 783.98954 67 251 - 748.93102 - 37.7 1030s 31274 23839 infeasible 119 - 748.93187 - 37.7 1035s 31622 24090 758.11494 47 291 - 748.94902 - 37.7 1040s 31944 24351 817.32156 102 164 - 748.95469 - 37.6 1045s 32327 24664 852.99984 109 195 - 748.95469 - 37.5 1050s 32690 24943 756.27136 45 292 - 748.97507 - 37.4 1055s 33004 25189 813.63059 68 234 - 748.98416 - 37.4 1060s 33349 25445 796.14405 55 285 - 748.98847 - 37.3 1065s 33690 25757 863.53892 150 186 - 748.99385 - 37.3 1070s 33947 25959 847.94123 104 205 - 748.99541 - 37.4 1075s 34300 26225 877.85465 106 225 - 749.00501 - 37.3 1080s 34648 26519 830.08543 139 109 - 749.01084 - 37.2 1085s 34964 26784 900.02938 156 169 - 749.01174 - 37.3 1090s 35310 27052 790.35506 54 259 - 749.02848 - 37.2 1095s 35637 27341 749.20487 38 250 - 749.03191 - 37.2 1100s 35992 27618 781.37994 55 269 - 749.03692 - 37.1 1105s 36255 27815 749.93152 34 328 - 749.04321 - 37.2 1110s 36559 28103 931.45697 172 176 - 749.04321 - 37.3 1115s 36905 28362 824.15755 75 241 - 749.04994 - 37.2 1120s 37197 28590 798.33679 89 169 - 749.05000 - 37.2 1125s 37585 28875 812.04529 62 277 - 749.05904 - 37.1 1130s 37945 29146 770.25222 66 307 - 749.06593 - 37.0 1135s 38259 29390 763.29853 50 249 - 749.07087 - 37.0 1140s 38560 29616 760.47288 45 307 - 749.07341 - 37.1 1145s 38847 29819 765.86967 57 289 - 749.07920 - 37.1 1150s 39089 30006 876.44606 110 163 - 749.07920 - 37.2 1155s 39433 30260 772.37542 47 329 - 749.08469 - 37.2 1160s 39811 30584 791.40523 58 256 - 749.08837 - 37.1 1165s 40074 30805 891.04640 126 232 - 749.09033 - 37.2 1170s 40350 31024 821.63302 75 203 - 749.09384 - 37.2 1175s 40652 31261 762.75396 56 246 - 749.09703 - 37.2 1180s 40804 31374 763.33547 54 272 - 749.09703 - 37.2 1342s 40907 31448 754.73310 47 299 - 749.10719 - 37.3 1345s 41170 31658 887.71002 69 295 - 749.11259 - 37.3 1350s 41516 31886 798.83382 67 213 - 749.12295 - 37.3 1355s 41874 32197 816.86243 105 197 - 749.12391 - 37.2 1360s 42225 32441 761.18389 48 299 - 749.12728 - 37.2 1365s 42545 32695 774.77820 58 286 - 749.14093 - 37.2 1370s 42917 32997 750.54161 40 325 - 749.14696 - 37.1 1375s 43201 33233 815.82823 83 174 - 749.14898 - 37.1 1380s 43595 33575 794.06774 77 184 - 749.14962 - 37.0 1385s 43915 33806 753.98296 47 255 - 749.14962 - 37.1 1390s 44294 34118 770.08751 63 236 - 749.15299 - 37.0 1395s 44627 34382 813.26614 101 168 - 749.15299 - 37.0 1400s 44966 34650 851.89084 114 152 - 749.15348 - 37.0 1405s 45370 34925 758.93647 47 283 - 749.16265 - 36.9 1410s 45733 35206 816.11426 110 174 - 749.16876 - 36.8 1415s 46056 35491 826.51264 103 199 - 749.17343 - 36.8 1420s 46402 35732 775.74992 64 213 - 749.17593 - 36.8 1425s 46713 35993 888.65664 161 142 - 749.17593 - 36.8 1430s 47046 36220 751.06387 38 282 - 749.18151 - 36.8 1435s 47419 36522 815.65574 104 214 - 749.18579 - 36.7 1440s 47744 36746 758.80198 38 316 - 749.18735 - 36.7 1445s 48054 37005 791.36406 70 297 - 749.19238 - 36.7 1450s 48403 37289 765.08089 57 296 - 749.19424 - 36.7 1455s 48720 37562 821.79664 109 140 - 749.19757 - 36.6 1460s 49105 37867 800.73277 63 288 - 749.20007 - 36.6 1465s 49390 38122 827.68783 104 179 - 749.20147 - 36.6 1470s 49723 38394 849.87438 90 241 - 749.20517 - 36.6 1475s 50008 38645 819.92416 87 221 - 749.20517 - 36.6 1480s 50323 38916 854.14445 153 160 - 749.20517 - 36.6 1485s 50692 39209 infeasible 87 - 749.21156 - 36.6 1490s 51005 39438 806.95908 87 171 - 749.21260 - 36.6 1496s 51248 39619 754.52988 39 338 - 749.22025 - 36.6 1500s 51539 39831 infeasible 117 - 749.22190 - 36.6 1505s 51794 40047 869.82533 116 160 - 749.22331 - 36.7 1510s 52029 40245 866.78433 115 207 - 749.22526 - 36.8 1515s 52393 40505 755.11610 41 282 - 749.23070 - 36.7 1520s 52749 40743 755.97440 46 297 - 749.23426 - 36.7 1525s 53036 40970 750.80793 46 236 - 749.23644 - 36.7 1530s 53272 41180 760.13788 61 284 - 749.23813 - 36.8 1535s 53529 41377 813.85661 71 269 - 749.23875 - 36.9 1540s 53849 41626 810.54636 107 124 - 749.23875 - 36.9 1545s 54170 41862 753.02420 54 287 - 749.24385 - 36.9 1550s 54458 42099 751.70425 45 261 - 749.24711 - 36.9 1555s 54688 42294 883.81057 96 257 - 749.24711 - 37.0 1560s 54952 42466 795.88994 65 297 - 749.24823 - 37.0 1565s 55234 42672 889.58705 88 261 - 749.24890 - 37.1 1570s 55523 42882 811.31753 70 230 - 749.25109 - 37.1 1575s 55825 43121 770.95179 57 300 - 749.25321 - 37.1 1580s 56125 43326 749.92711 40 302 - 749.25533 - 37.1 1585s 56441 43576 753.79427 45 287 - 749.25775 - 37.1 1590s 56801 43876 802.82275 72 204 - 749.25863 - 37.1 1595s 57115 44096 767.54660 48 269 - 749.26045 - 37.1 1600s 57425 44358 806.23584 69 303 - 749.26886 - 37.1 1605s 57715 44582 762.40031 54 292 - 749.27754 - 37.1 1610s 57984 44782 810.33528 76 258 - 749.28080 - 37.1 1615s 58236 44968 770.67992 55 276 - 749.28556 - 37.2 1620s 58519 45161 776.58554 61 280 - 749.29100 - 37.2 1625s 58783 45363 753.46728 38 271 - 749.29852 - 37.3 1630s 59094 45629 infeasible 68 - 749.29914 - 37.3 1635s 59414 45866 807.41967 62 253 - 749.30698 - 37.3 1640s 59733 46094 757.44153 48 279 - 749.30825 - 37.3 1645s 60035 46299 868.79999 77 308 - 749.31048 - 37.3 1650s 60386 46531 761.60687 44 239 - 749.31382 - 37.2 1655s 60708 46760 777.20908 51 308 - 749.31669 - 37.3 1660s 61006 46962 771.54763 58 308 - 749.32746 - 37.3 1665s 61246 47141 768.11401 60 282 - 749.32976 - 37.3 1670s 61505 47348 infeasible 105 - 749.33120 - 37.3 1675s 61810 47574 775.71413 65 272 - 749.33431 - 37.3 1680s 62139 47815 821.73459 94 171 - 749.33779 - 37.3 1685s 62450 48014 759.79229 50 211 - 749.34569 - 37.3 1690s 62742 48237 823.03418 67 208 - 749.35045 - 37.3 1695s 63030 48464 813.96998 83 171 - 749.35246 - 37.3 1700s 63319 48687 803.41106 69 290 - 749.35449 - 37.4 1705s 63620 48869 779.27091 58 295 - 749.35847 - 37.4 1710s 63911 49071 795.95563 70 228 - 749.36002 - 37.4 1715s 64187 49277 814.90084 63 279 - 749.36558 - 37.5 1720s 64473 49439 793.20687 35 335 - 749.36813 - 37.5 1725s 64749 49670 858.11974 92 275 - 749.36895 - 37.5 1730s 64995 49840 754.55538 53 295 - 749.37015 - 37.6 1735s 65351 50114 791.68420 65 310 - 749.37156 - 37.6 1740s 65597 50262 823.42202 75 311 - 749.37156 - 37.6 1745s 65804 50414 783.15482 69 277 - 749.37342 - 37.7 1750s 66131 50641 764.52153 61 293 - 749.37499 - 37.7 1755s 66424 50874 845.49598 95 229 - 749.37736 - 37.7 1760s 66645 51038 819.97055 65 266 - 749.38068 - 37.8 1765s 66941 51270 808.84093 64 250 - 749.38553 - 37.8 1770s 67218 51479 814.58337 68 237 - 749.38691 - 37.8 1775s 67514 51694 774.06110 57 249 - 749.38929 - 37.8 1780s 67797 51902 792.64355 69 304 - 749.39164 - 37.8 1785s 68098 52118 785.80833 62 284 - 749.39204 - 37.8 1790s 68401 52334 768.23870 51 252 - 749.39553 - 37.9 1795s 68781 52627 807.86006 66 283 - 749.40270 - 37.8 1800s 69046 52821 769.68517 50 270 - 749.40425 - 37.8 1805s 69280 52976 755.81440 37 305 - 749.40484 - 37.9 1810s 69594 53202 763.67538 47 305 - 749.40596 - 37.9 1815s 69936 53462 791.84117 73 237 - 749.40804 - 37.9 1820s 70268 53737 857.11835 78 301 - 749.40873 - 37.9 1825s 70528 53923 780.58945 52 269 - 749.41644 - 37.9 1830s 70786 54116 790.95518 62 285 - 749.41683 - 38.0 1835s 71072 54309 771.56160 63 278 - 749.42169 - 38.0 1840s 71344 54499 965.66518 91 290 - 749.42565 - 38.1 1845s 71612 54714 834.69267 83 206 - 749.42705 - 38.0 1850s 71885 54930 766.75870 48 246 - 749.42846 - 38.1 1855s 72148 55128 807.34319 64 239 - 749.43042 - 38.1 1860s 72479 55355 843.43629 89 235 - 749.43210 - 38.1 1865s 72804 55530 819.91031 59 286 - 749.43473 - 38.1 1870s 73079 55729 760.27040 54 276 - 749.43743 - 38.1 1875s 73432 55957 781.31568 63 214 - 749.44306 - 38.1 1880s 73745 56180 810.26284 80 256 - 749.44844 - 38.1 1885s 73977 56343 818.51137 85 302 - 749.45041 - 38.2 1890s 74277 56594 844.94998 83 185 - 749.45436 - 38.2 1895s 74555 56792 805.97212 77 185 - 749.45752 - 38.2 1900s 74871 57028 783.21789 55 269 - 749.46305 - 38.2 1905s 75168 57248 798.25410 64 237 - 749.46630 - 38.2 1910s 75437 57452 941.87363 95 272 - 749.46788 - 38.3 1915s 75748 57655 756.27647 50 218 - 749.47230 - 38.3 1920s 76057 57831 779.40356 56 243 - 749.47295 - 38.3 1925s 76358 58072 826.94110 71 287 - 749.47769 - 38.3 1930s 76650 58274 763.60936 56 293 - 749.48230 - 38.3 1935s 76953 58493 753.87524 48 219 - 749.48489 - 38.3 1940s 77230 58686 782.78842 58 288 - 749.48797 - 38.3 1945s 77565 58930 757.33978 49 288 - 749.48880 - 38.3 1950s 77865 59154 923.06682 88 279 - 749.49058 - 38.3 1955s 78132 59376 842.61230 102 172 - 749.49188 - 38.3 1960s 78462 59625 infeasible 129 - 749.49267 - 38.3 1965s 78735 59834 777.80981 52 259 - 749.49619 - 38.4 1970s 79011 60044 765.50248 58 230 - 749.49824 - 38.4 1975s 79295 60323 infeasible 124 - 749.49824 - 38.4 1980s 79627 60551 804.03977 69 159 - 749.49956 - 38.4 1985s 80002 60824 781.12390 64 257 - 749.50120 - 38.3 1990s 80294 61035 826.77060 79 290 - 749.50554 - 38.4 1995s 80610 61260 846.50677 89 321 - 749.50846 - 38.4 2000s 80932 61458 773.77011 54 284 - 749.51187 - 38.4 2005s 81237 61702 865.29882 111 180 - 749.51536 - 38.3 2010s 81604 61959 889.71548 112 272 - 749.51939 - 38.3 2015s 81860 62142 828.38454 75 288 - 749.52058 - 38.3 2020s 82221 62393 infeasible 92 - 749.52633 - 38.3 2025s 82623 62664 771.29676 53 238 - 749.52935 - 38.3 2030s 82985 62975 795.70181 66 270 - 749.53005 - 38.3 2035s 83335 63237 767.34505 59 262 - 749.53005 - 38.3 2040s 83740 63546 791.54686 72 290 - 749.53546 - 38.2 2045s 84135 63816 861.97034 82 268 - 749.53750 - 38.2 2050s 84487 64068 827.38406 81 250 - 749.54411 - 38.2 2055s 84875 64278 749.54852 44 239 - 749.54514 - 38.2 2060s 85248 64551 infeasible 71 - 749.54722 - 38.2 2065s 85626 64812 770.63036 54 320 - 749.54923 - 38.2 2070s 85970 65073 750.22033 37 355 - 749.55218 - 38.3 2075s 86374 65400 749.60731 42 320 - 749.55342 - 38.2 2080s 86724 65640 796.70943 60 215 - 749.55486 - 38.3 2085s 87028 65845 803.36709 74 292 - 749.56051 - 38.3 2090s 87326 66071 750.69121 38 320 - 749.56309 - 38.3 2095s 87729 66364 786.60335 53 292 - 749.56735 - 38.3 2100s 88088 66602 infeasible 112 - 749.56931 - 38.3 2105s 88464 66869 756.86684 43 295 - 749.57168 - 38.3 2110s 88771 67098 850.11443 81 239 - 749.57478 - 38.3 2115s 89191 67377 801.06020 62 312 - 749.57900 - 38.3 2120s 89545 67581 832.28657 66 267 - 749.58002 - 38.3 2125s 89871 67807 885.17539 94 274 - 749.58519 - 38.4 2130s 90175 67997 783.92956 72 251 - 749.58549 - 38.4 2135s 90523 68282 800.90713 53 283 - 749.58772 - 38.4 2140s 90907 68599 802.99560 107 114 - 749.58812 - 38.4 2145s 91301 68924 793.71668 71 235 - 749.58816 - 38.4 2150s 91699 69220 786.79165 64 269 - 749.59004 - 38.4 2155s 91956 69382 761.87592 45 311 - 749.59015 - 38.4 2160s 92301 69657 777.81928 47 299 - 749.59372 - 38.4 2165s 92659 69937 infeasible 67 - 749.59374 - 38.4 2170s 92981 70196 832.82137 102 218 - 749.59633 - 38.4 2175s 93447 70596 750.30545 41 301 - 749.59735 - 38.4 2180s 93785 70838 841.17726 73 280 - 749.59857 - 38.4 2185s 94181 71111 750.31051 32 321 - 749.60105 - 38.4 2190s 94626 71482 823.37183 104 233 - 749.60209 - 38.3 2195s 95001 71779 883.64072 119 152 - 749.60343 - 38.3 2200s 95329 72001 774.83249 41 322 - 749.60919 - 38.3 2205s 95689 72273 795.73849 63 274 - 749.61185 - 38.4 2210s 95983 72487 766.49619 49 267 - 749.61667 - 38.4 2215s 96360 72785 775.80346 66 272 - 749.61966 - 38.4 2220s 96634 72979 833.30361 69 271 - 749.62158 - 38.4 2225s 96961 73198 765.70064 61 269 - 749.62379 - 38.5 2230s 97301 73436 781.02706 44 304 - 749.62465 - 38.5 2235s 97625 73656 794.08303 62 273 - 749.62879 - 38.5 2240s 97974 73891 789.44080 69 269 - 749.63219 - 38.5 2245s 98399 74195 786.97558 80 277 - 749.63392 - 38.5 2250s 98808 74486 779.77616 64 248 - 749.63661 - 38.5 2255s 99184 74731 infeasible 102 - 749.63854 - 38.5 2260s 99592 75022 750.59231 48 277 - 749.64472 - 38.5 2265s 99910 75263 774.89548 55 300 - 749.64556 - 38.5 2270s 100203 75471 848.39968 76 307 - 749.64556 - 38.5 2275s 100620 75732 infeasible 84 - 749.64730 - 38.5 2280s 100941 75979 754.78292 56 212 - 749.65035 - 38.5 2285s 101302 76258 799.33610 55 299 - 749.65751 - 38.5 2290s 101646 76525 939.22524 97 250 - 749.66000 - 38.6 2295s 101883 76670 785.97744 45 306 - 749.66153 - 38.6 2300s 102159 76877 766.01649 61 216 - 749.66535 - 38.6 2305s 102507 77110 780.49191 62 210 - 749.66648 - 38.6 2310s 102876 77364 infeasible 85 - 749.66965 - 38.6 2315s 103228 77616 790.00372 62 217 - 749.67037 - 38.6 2320s 103602 77879 921.91201 98 273 - 749.67266 - 38.6 2325s 103967 78146 836.22965 95 205 - 749.67288 - 38.6 2330s 104330 78418 796.19535 69 231 - 749.67428 - 38.6 2335s 104661 78651 758.41510 43 298 - 749.67848 - 38.7 2340s 105028 78922 infeasible 68 - 749.68079 - 38.7 2345s 105386 79172 759.83111 39 334 - 749.68564 - 38.7 2350s 105796 79474 778.84153 50 272 - 749.68705 - 38.7 2355s 106163 79770 793.72864 81 219 - 749.68748 - 38.6 2360s 106546 80064 833.05646 93 244 - 749.68937 - 38.7 2365s 106838 80283 800.13675 54 286 - 749.69240 - 38.7 2370s 107207 80560 837.42460 92 218 - 749.69879 - 38.7 2375s 107626 80817 772.95159 55 275 - 749.70233 - 38.7 2380s 108019 81109 782.23090 72 281 - 749.70468 - 38.7 2385s 108459 81435 768.27528 56 283 - 749.70710 - 38.7 2390s 108882 81773 886.77088 98 264 - 749.70745 - 38.6 2395s 109308 82101 771.02337 56 309 - 749.70798 - 38.6 2400s 109670 82379 812.80526 97 187 - 749.70867 - 38.6 2405s 110025 82623 759.91255 50 300 - 749.71304 - 38.6 2410s 110467 82907 750.68713 41 269 - 749.71620 - 38.6 2415s 110849 83175 751.59786 45 333 - 749.71775 - 38.6 2420s 111158 83428 881.11324 110 207 - 749.72009 - 38.6 2425s 111542 83686 785.07467 66 291 - 749.72065 - 38.6 2430s 111935 84005 774.38580 65 284 - 749.72201 - 38.6 2435s 112300 84282 807.47443 65 207 - 749.72575 - 38.6 2440s 112559 84448 795.06496 67 304 - 749.72877 - 38.6 2445s 112841 84687 884.95616 106 188 - 749.72893 - 38.7 2450s 113170 84888 867.02565 84 278 - 749.73007 - 38.7 2455s 113548 85131 759.25149 45 271 - 749.73428 - 38.7 2460s 113942 85444 862.47920 76 244 - 749.73920 - 38.7 2465s 114356 85742 778.49386 65 196 - 749.74149 - 38.7 2470s 114747 86061 786.13251 65 214 - 749.74151 - 38.6 2475s 115111 86391 825.88072 129 194 - 749.74243 - 38.6 2480s 115525 86604 788.89409 61 289 - 749.74606 - 38.6 2485s 115877 86883 infeasible 98 - 749.74748 - 38.7 2490s 116233 87137 infeasible 73 - 749.75041 - 38.7 2495s 116556 87373 780.01954 68 214 - 749.75416 - 38.7 2500s 116951 87658 872.34639 100 251 - 749.75613 - 38.7 2505s 117305 87898 783.09802 40 318 - 749.76016 - 38.7 2510s 117607 88119 infeasible 88 - 749.76167 - 38.7 2515s 117951 88357 808.31889 74 208 - 749.76437 - 38.7 2520s 118416 88680 787.67732 58 250 - 749.76812 - 38.7 2525s 118780 88940 758.31281 50 283 - 749.76976 - 38.7 2530s 119185 89215 759.79444 52 275 - 749.77337 - 38.7 2535s 119539 89494 865.47916 114 214 - 749.77437 - 38.7 2540s 119956 89796 789.44768 32 342 - 749.77553 - 38.7 2545s 120271 90009 infeasible 69 - 749.77789 - 38.7 2550s 120639 90266 777.14958 65 289 - 749.77932 - 38.7 2555s 120977 90542 858.16545 78 231 - 749.78142 - 38.7 2560s 121311 90751 infeasible 84 - 749.78365 - 38.8 2565s 121683 91022 763.38560 58 276 - 749.78549 - 38.8 2570s 122034 91239 752.17203 44 245 - 749.78896 - 38.8 2575s 122351 91473 818.74221 58 274 - 749.79055 - 38.8 2580s 122579 91653 755.72495 38 298 - 749.79108 - 38.8 2585s 122975 91973 786.86997 67 255 - 749.79225 - 38.8 2590s 123317 92224 820.05820 82 273 - 749.79331 - 38.8 2595s 123628 92438 817.94790 99 220 - 749.79480 - 38.8 2600s 123935 92630 815.38093 77 308 - 749.79662 - 38.9 2605s 124273 92875 816.25899 72 279 - 749.80406 - 38.9 2610s 124659 93171 792.11772 61 271 - 749.80892 - 38.9 2615s 125025 93428 infeasible 80 - 749.81281 - 38.9 2620s 125368 93675 864.56683 127 206 - 749.81303 - 38.9 2625s 125750 93896 infeasible 75 - 749.81826 - 38.9 2630s 126147 94202 799.55018 77 298 - 749.82199 - 38.9 2635s 126361 94367 800.12936 70 288 - 749.82338 - 38.9 2640s 126757 94666 755.17123 35 310 - 749.82658 - 38.9 2645s 127130 94930 754.34563 51 282 - 749.82700 - 38.9 2650s 127580 95269 853.08933 93 235 - 749.83346 - 38.9 2655s 127890 95508 752.16094 44 296 - 749.83537 - 38.9 2660s 128267 95784 756.80218 46 292 - 749.83975 - 38.9 2665s 128647 96056 766.04153 65 285 - 749.84074 - 38.9 2670s 128958 96314 859.09820 130 211 - 749.84085 - 38.9 2675s 129221 96428 760.98185 54 309 - 749.84148 - 39.0 2680s 129611 96717 825.04719 85 198 - 749.84401 - 39.0 2685s 129979 96990 870.58678 92 284 - 749.84460 - 39.0 2690s 130330 97233 814.97589 61 269 - 749.84649 - 39.0 2695s 130697 97505 868.03314 119 217 - 749.84781 - 39.0 2700s 131043 97775 792.84713 69 265 - 749.84781 - 39.0 2705s 131442 98051 810.11670 63 259 - 749.84822 - 39.0 2710s 131712 98237 774.03901 53 222 - 749.84952 - 39.0 2715s 132075 98462 772.04059 46 293 - 749.85120 - 39.0 2720s 132444 98742 813.10306 84 308 - 749.85207 - 39.0 2725s 132702 98916 infeasible 72 - 749.85298 - 39.0 2730s 133033 99146 752.20691 44 251 - 749.85642 - 39.0 2735s 133472 99508 810.27125 83 198 - 749.85919 - 39.0 2740s 133852 99778 755.59218 52 286 - 749.86125 - 39.0 2745s 134221 100037 infeasible 114 - 749.86257 - 39.0 2750s 134555 100290 920.72815 89 307 - 749.86370 - 39.0 2755s 134884 100516 759.48634 40 276 - 749.86537 - 39.0 2760s 135185 100727 813.62623 67 290 - 749.86671 - 39.1 2765s 135479 100932 764.67391 63 222 - 749.86757 - 39.1 2770s 135697 101086 794.41532 53 235 - 749.86846 - 39.1 2775s 136139 101456 766.14194 46 314 - 749.86991 - 39.1 2780s 136539 101771 871.47648 122 227 - 749.87132 - 39.1 2785s 136800 101946 778.61452 56 253 - 749.87387 - 39.2 2790s 137215 102265 754.95913 41 317 - 749.87419 - 39.2 2795s 137570 102532 797.87646 69 241 - 749.87614 - 39.2 2800s 137899 102787 794.59413 79 274 - 749.87784 - 39.2 2805s 138129 102953 819.78013 66 263 - 749.87922 - 39.2 2810s 138433 103173 845.91158 78 254 - 749.88010 - 39.3 2815s 138743 103384 779.44170 57 224 - 749.88194 - 39.3 2820s 139139 103689 752.32969 48 273 - 749.88376 - 39.3 2825s 139432 103914 889.51823 69 285 - 749.88437 - 39.3 2830s 139674 104096 817.55977 66 298 - 749.88544 - 39.3 2835s 140069 104385 909.02113 94 276 - 749.88864 - 39.3 2840s 140384 104666 865.98444 140 64 - 749.88864 - 39.3 2845s 140813 105037 824.14363 109 227 - 749.88868 - 39.3 2850s 141101 105242 768.74411 55 266 - 749.88990 - 39.3 2855s 141462 105543 790.16263 63 254 - 749.89196 - 39.3 2860s 141781 105762 infeasible 98 - 749.89450 - 39.4 2865s 142138 106027 777.43618 62 219 - 749.89658 - 39.4 2870s 142418 106234 829.68416 80 216 - 749.89830 - 39.4 2875s 142743 106478 869.68147 70 334 - 749.89889 - 39.4 2880s 143011 106654 780.96497 71 277 - 749.89929 - 39.4 2885s 143299 106885 825.87666 72 282 - 749.90068 - 39.5 2890s 143657 107115 751.72029 42 267 - 749.90174 - 39.5 2895s 143923 107323 846.85136 79 285 - 749.90277 - 39.5 2900s 144331 107658 783.34371 55 299 - 749.90421 - 39.5 2905s 144642 107863 infeasible 76 - 749.90613 - 39.5 2910s 144964 108116 929.42227 127 277 - 749.90815 - 39.5 2915s 145253 108331 816.37143 80 255 - 749.90902 - 39.6 2920s 145633 108572 789.89915 65 285 - 749.91257 - 39.6 2925s 145999 108834 819.27795 102 162 - 749.91264 - 39.6 2930s 146302 109048 750.19861 41 358 - 749.91299 - 39.6 2935s 146594 109299 827.01516 113 200 - 749.91307 - 39.6 2940s 146965 109580 785.00135 52 298 - 749.91397 - 39.6 2945s 147232 109777 780.35232 64 245 - 749.91644 - 39.7 2950s 147480 109970 843.32875 66 310 - 749.91751 - 39.7 2955s 147873 110276 792.21298 75 262 - 749.91894 - 39.7 2960s 148178 110491 751.36306 49 239 - 749.92079 - 39.7 2965s 148505 110756 843.58805 95 220 - 749.92114 - 39.7 2970s 148885 111048 837.22896 91 248 - 749.92119 - 39.7 2975s 149193 111304 751.02973 46 289 - 749.92183 - 39.7 2980s 149551 111592 766.42300 57 316 - 749.92358 - 39.7 2985s 149956 111956 882.70026 182 76 - 749.92511 - 39.7 2990s 150412 112303 852.53752 115 224 - 749.92847 - 39.7 2995s 150814 112574 773.27575 61 280 - 749.92960 - 39.7 3000s 151134 112827 879.44936 95 187 - 749.93051 - 39.7 3005s 151499 113070 816.54560 66 344 - 749.93240 - 39.7 3010s 151751 113232 886.55652 88 250 - 749.93321 - 39.7 3015s 152096 113467 758.63094 40 315 - 749.93550 - 39.8 3020s 152411 113716 763.89572 61 290 - 749.93556 - 39.8 3025s 152685 113917 749.93695 47 232 - 749.93695 - 39.8 3030s 153046 114143 790.81033 59 284 - 749.93754 - 39.8 3035s 153269 114297 816.40936 70 320 - 749.93948 - 39.8 3040s 153596 114499 infeasible 81 - 749.94116 - 39.8 3045s 153977 114866 913.33269 236 103 - 749.94132 - 39.8 3050s 154372 115157 762.39444 55 269 - 749.94233 - 39.8 3055s 154638 115365 751.80431 49 282 - 749.94263 - 39.8 3060s 154946 115579 750.72160 45 295 - 749.94386 - 39.9 3065s 155257 115772 757.50665 44 292 - 749.94720 - 39.9 3070s 155550 115996 789.65692 59 274 - 749.94772 - 39.9 3075s 155867 116222 758.54054 49 253 - 749.94844 - 39.9 3080s 156225 116493 792.50512 69 247 - 749.95070 - 39.9 3085s 156482 116682 infeasible 81 - 749.95122 - 40.0 3090s 156800 116904 892.96240 88 292 - 749.95152 - 40.0 3095s 157117 117110 840.25131 84 267 - 749.95158 - 40.0 3100s 157477 117368 755.95880 46 287 - 749.95585 - 40.0 3105s 157849 117657 901.89436 153 158 - 749.95659 - 40.0 3110s 158146 117842 751.80572 36 318 - 749.95714 - 40.0 3115s 158434 118095 754.07196 48 275 - 749.95863 - 40.1 3120s 158728 118293 849.61829 85 269 - 749.96015 - 40.1 3125s 159116 118550 807.72432 79 290 - 749.96075 - 40.1 3130s 159394 118762 808.40411 89 225 - 749.96362 - 40.1 3135s 159737 119007 866.52863 71 208 - 749.96415 - 40.1 3140s 160055 119252 811.20867 73 288 - 749.96591 - 40.1 3145s 160339 119380 750.95837 43 287 - 749.96734 - 40.1 3150s 160632 119606 812.17641 69 247 - 749.96978 - 40.1 3155s 160927 119820 855.25153 59 290 - 749.97142 - 40.2 3160s 161258 120070 788.22496 61 299 - 749.97210 - 40.2 3165s 161552 120284 757.91104 48 320 - 749.97360 - 40.2 3170s 161808 120462 816.59650 70 263 - 749.97419 - 40.2 3175s 162140 120696 751.21874 45 304 - 749.97503 - 40.3 3180s 162500 120980 786.20874 68 265 - 749.97580 - 40.3 3185s 162817 121180 infeasible 55 - 749.97660 - 40.3 3190s 163077 121347 756.73303 47 231 - 749.97966 - 40.3 3195s 163329 121492 865.12683 95 240 - 749.98074 - 40.3 3200s 163707 121778 827.37088 97 227 - 749.98173 - 40.3 3205s 164027 122012 815.63700 88 236 - 749.98413 - 40.3 3210s 164369 122252 750.76999 42 308 - 749.98650 - 40.3 3215s 164692 122491 787.76994 64 199 - 749.98956 - 40.3 3220s 164997 122720 808.60399 66 264 - 749.99150 - 40.3 3225s 165241 122891 757.54806 45 247 - 749.99385 - 40.4 3230s 165617 123215 822.38831 104 227 - 749.99580 - 40.4 3235s 166064 123534 819.20330 73 240 - 749.99765 - 40.4 3240s 166407 123829 847.65530 74 207 - 749.99991 - 40.4 3245s 166750 124072 782.76950 60 304 - 750.00219 - 40.4 3250s 167071 124342 906.99483 104 221 - 750.00260 - 40.4 3255s 167412 124571 819.93691 84 270 - 750.00534 - 40.4 3260s 167681 124765 861.06649 80 309 - 750.00703 - 40.4 3265s 168010 125008 807.60498 86 265 - 750.00834 - 40.5 3270s 168293 125203 842.95399 99 265 - 750.00882 - 40.5 3275s 168617 125444 768.27156 59 298 - 750.00943 - 40.5 3280s 169063 125732 776.88977 68 208 - 750.01079 - 40.5 3285s 169336 125914 757.12549 55 318 - 750.01280 - 40.5 3290s 169612 126130 784.96591 73 268 - 750.01470 - 40.5 3295s 169930 126373 826.24624 72 308 - 750.01605 - 40.5 3300s 170240 126615 908.88069 106 217 - 750.01802 - 40.6 3305s 170522 126832 772.75548 58 292 - 750.01880 - 40.6 3310s 170914 127137 759.82613 60 262 - 750.02053 - 40.5 3315s 171205 127358 842.43900 97 233 - 750.02111 - 40.6 3320s 171517 127595 infeasible 101 - 750.02179 - 40.6 3325s 171981 127921 762.54707 55 244 - 750.02242 - 40.6 3330s 172333 128177 780.26756 74 303 - 750.02490 - 40.6 3335s 172572 128359 787.90112 56 330 - 750.02633 - 40.6 3340s 172904 128571 752.03603 41 314 - 750.02644 - 40.6 3345s 173144 128758 783.44114 64 289 - 750.02822 - 40.7 3350s 173490 129003 750.45242 43 297 - 750.02952 - 40.7 3355s 173819 129250 763.09904 60 257 - 750.03335 - 40.7 3360s 174083 129449 796.55064 72 302 - 750.03409 - 40.7 3365s 174473 129728 752.05082 44 274 - 750.03589 - 40.7 3370s 174821 129961 762.96298 53 307 - 750.03718 - 40.7 3375s 175255 130305 787.87127 65 237 - 750.04032 - 40.7 3380s 175547 130542 811.67265 77 250 - 750.04171 - 40.7 3385s 175862 130790 897.95126 109 186 - 750.04242 - 40.7 3390s 176192 130995 809.07262 88 252 - 750.04420 - 40.7 3395s 176600 131269 867.60559 64 289 - 750.04579 - 40.7 3400s 177021 131593 840.08830 101 206 - 750.04713 - 40.7 3405s 177301 131821 831.04014 106 206 - 750.04862 - 40.7 3410s 177573 131986 infeasible 75 - 750.04947 - 40.7 3415s 177964 132285 814.88877 70 265 - 750.05158 - 40.7 3420s 178286 132516 840.83424 104 231 - 750.05273 - 40.8 3425s 178539 132682 infeasible 73 - 750.05328 - 40.8 3430s 178965 133015 823.07832 89 237 - 750.05518 - 40.8 3435s 179324 133299 788.28521 70 228 - 750.05714 - 40.8 3440s 179622 133523 755.24267 43 332 - 750.05799 - 40.8 3445s 179918 133739 754.06348 36 322 - 750.05895 - 40.8 3450s 180232 133976 infeasible 67 - 750.05950 - 40.8 3455s 180630 134264 775.70271 59 283 - 750.06061 - 40.8 3460s 181030 134609 836.31960 110 227 - 750.06145 - 40.8 3465s 181431 134882 784.83901 68 225 - 750.06166 - 40.8 3470s 181769 135117 764.02966 53 290 - 750.06234 - 40.8 3475s 182102 135335 infeasible 77 - 750.06411 - 40.8 3480s 182409 135542 794.53227 72 273 - 750.06463 - 40.8 3485s 182743 135783 782.24616 66 268 - 750.06695 - 40.9 3490s 183119 136089 830.25918 102 215 - 750.06828 - 40.9 3495s 183476 136352 837.41696 73 285 - 750.07084 - 40.8 3500s 183708 136525 751.37803 38 325 - 750.07220 - 40.8 3505s 184119 136801 infeasible 100 - 750.07224 - 40.8 3510s 184428 137027 845.67271 84 261 - 750.07369 - 40.9 3515s 184808 137323 785.84296 60 294 - 750.07586 - 40.8 3520s 185107 137550 938.68189 103 297 - 750.07731 - 40.9 3525s 185424 137791 751.58040 39 346 - 750.07992 - 40.9 3530s 185738 138042 761.69484 59 297 - 750.08154 - 40.9 3535s 186046 138200 infeasible 96 - 750.08209 - 40.9 3540s 186427 138490 810.63620 84 209 - 750.08373 - 40.9 3545s 186738 138741 790.38239 63 284 - 750.08548 - 40.9 3550s 187060 138960 807.23646 64 269 - 750.08659 - 40.9 3555s 187424 139234 821.12706 85 294 - 750.08835 - 40.9 3560s 187726 139483 817.34421 87 275 - 750.08941 - 41.0 3565s 188065 139719 786.52718 59 298 - 750.09152 - 41.0 3570s 188377 139930 infeasible 77 - 750.09457 - 41.0 3575s 188714 140195 781.48364 65 262 - 750.09626 - 41.0 3580s 189076 140459 805.02988 74 277 - 750.09793 - 41.0 3585s 189370 140634 767.89276 48 349 - 750.09841 - 41.0 3590s 189700 140878 764.06172 60 318 - 750.10173 - 41.0 3595s Cutting planes: Learned: 14 Gomory: 42 Cover: 218 Implied bound: 271 Clique: 18 MIR: 688 GUB cover: 19 Zero half: 332 Explored 189915 nodes (7801332 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 7.510000000000e+02, gap -