Gurobi 5.0.1 (linux64) logging started Sun Dec 23 19:12:23 2012 Optimize a model with 45752 rows, 45300 columns and 202494 nonzeros Presolve removed 1345 rows and 300 columns Presolve time: 0.32s Presolved: 44407 rows, 45000 columns, 200330 nonzeros Variable types: 22350 continuous, 22650 integer (22650 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 29096 4.5470738e+02 5.228433e+02 0.000000e+00 5s 38258 5.0282412e+02 2.496161e+02 0.000000e+00 10s 43148 5.1141580e+02 2.658455e+02 0.000000e+00 15s 47222 5.1794484e+02 4.354320e+01 0.000000e+00 20s 50634 5.2411710e+02 3.065435e+02 0.000000e+00 25s 54787 5.2856651e+02 4.778360e+00 0.000000e+00 30s 59102 5.3145226e+02 1.122531e+01 0.000000e+00 35s 63041 5.3287466e+02 0.000000e+00 0.000000e+00 40s Root relaxation: objective 5.328747e+02, 63041 iterations, 39.89 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 532.87466 0 311 - 532.87466 - - 41s 0 0 585.49748 0 325 - 585.49748 - - 56s 0 0 600.70219 0 321 - 600.70219 - - 66s 0 0 613.44475 0 327 - 613.44475 - - 75s 0 0 626.57225 0 320 - 626.57225 - - 87s 0 0 668.14591 0 316 - 668.14591 - - 97s 0 0 684.91968 0 323 - 684.91968 - - 103s 0 0 690.34454 0 316 - 690.34454 - - 107s 0 0 692.48556 0 324 - 692.48556 - - 110s 0 0 693.75166 0 328 - 693.75166 - - 111s 0 0 695.39138 0 318 - 695.39138 - - 113s 0 0 704.03787 0 323 - 704.03787 - - 118s 0 0 705.40192 0 323 - 705.40192 - - 122s 0 0 706.98046 0 329 - 706.98046 - - 124s 0 0 708.17946 0 328 - 708.17946 - - 128s 0 0 708.50628 0 344 - 708.50628 - - 129s 0 0 710.39864 0 328 - 710.39864 - - 133s 0 0 711.29279 0 330 - 711.29279 - - 137s 0 0 712.37577 0 326 - 712.37577 - - 140s 0 0 712.89417 0 327 - 712.89417 - - 143s 0 0 713.40419 0 330 - 713.40419 - - 145s 0 0 713.40419 0 330 - 713.40419 - - 204s 0 2 713.41333 0 330 - 713.41333 - - 224s 1 3 713.87196 1 326 - 713.81166 - 695 226s 3 5 714.10851 2 327 - 713.81166 - 591 231s 6 8 715.27396 4 321 - 713.81166 - 739 238s 8 10 716.91425 6 318 - 713.81166 - 782 242s 10 12 717.28289 7 326 - 713.81166 - 812 246s 15 15 721.64047 10 321 - 713.81166 - 700 250s 22 18 723.15114 15 315 - 713.81166 - 627 255s 26 22 726.27272 17 314 - 713.81166 - 649 260s 29 25 728.07772 19 297 - 713.81166 - 718 267s 35 31 728.36875 24 321 - 713.81166 - 649 270s 39 35 736.76378 28 294 - 713.81166 - 675 277s 40 36 748.43694 28 300 - 713.81166 - 708 280s 43 37 infeasible 30 - 713.81166 - 862 289s 44 38 739.05485 31 301 - 713.81166 - 866 291s 47 41 741.16416 34 302 - 713.81166 - 850 295s 52 46 742.28362 39 292 - 713.81166 - 822 300s 58 52 744.15312 45 299 - 713.81166 - 789 306s 59 51 infeasible 45 - 713.81166 - 969 318s 61 49 infeasible 46 - 713.81166 - 1056 325s 65 51 715.85474 2 335 - 714.03473 - 1044 332s 70 54 715.79336 6 330 - 714.03473 - 997 335s 74 56 718.64720 9 307 - 714.03473 - 987 340s 80 62 720.47214 14 299 - 714.03473 - 957 347s 85 67 723.76114 17 306 - 714.03473 - 936 350s 86 68 727.16225 18 292 - 714.03473 - 963 355s 88 68 infeasible 19 - 714.03473 - 1063 365s 90 68 infeasible 20 - 714.03473 - 1161 376s 92 70 731.50424 22 280 - 714.03473 - 1164 380s 94 70 infeasible 23 - 714.03473 - 1217 387s 97 71 744.00060 23 288 - 714.03473 - 1206 391s 104 76 746.59225 29 284 - 714.03473 - 1143 395s 112 84 752.98020 36 272 - 714.03473 - 1102 402s 113 85 751.46202 37 262 - 714.03473 - 1109 406s 116 86 751.74601 39 267 - 714.03473 - 1120 410s 119 89 752.58515 41 269 - 714.03473 - 1112 415s 123 93 755.24675 43 257 - 714.03473 - 1105 421s 132 102 762.58880 50 259 - 714.03473 - 1063 427s 136 106 757.99055 53 260 - 714.03473 - 1053 431s 140 110 758.86245 56 266 - 714.03473 - 1051 436s 144 114 763.25641 59 270 - 714.03473 - 1038 440s 155 125 760.99670 69 269 - 714.03473 - 980 445s 160 130 763.45297 71 264 - 714.03473 - 974 451s 166 136 763.95495 77 264 - 714.03473 - 956 456s 173 143 764.60139 83 260 - 714.03473 - 934 460s 182 152 780.23568 91 287 - 714.03473 - 910 467s 185 155 767.57890 93 263 - 714.03473 - 908 470s 186 156 778.86195 93 286 - 714.03473 - 924 475s 192 162 768.65859 98 260 - 714.03473 - 912 480s 196 166 774.07450 100 266 - 714.03473 - 913 486s 201 171 769.96814 103 262 - 714.03473 - 905 490s 205 175 772.30366 105 259 - 714.03473 - 908 495s 210 180 775.80466 108 236 - 714.03473 - 905 500s 215 185 801.08651 112 251 - 714.03473 - 926 511s 231 201 774.97257 128 247 - 714.03473 - 873 515s 239 209 776.98576 136 239 - 714.03473 - 857 520s 240 210 802.11920 136 243 - 714.03473 - 880 528s 246 216 778.14434 142 244 - 714.03473 - 864 530s 251 221 779.56870 145 246 - 714.03473 - 868 535s 256 224 infeasible 150 - 714.03473 - 872 542s 260 228 786.90401 153 247 - 714.03473 - 867 545s 274 242 789.40713 167 243 - 714.03473 - 832 550s 276 244 789.70318 168 240 - 714.03473 - 841 555s 280 248 790.16483 171 250 - 714.03473 - 842 560s 291 259 795.97790 181 245 - 714.03473 - 825 565s 310 278 798.58541 200 254 - 714.03473 - 778 570s 313 277 infeasible 202 - 714.03473 - 787 575s 315 275 infeasible 201 - 714.03473 - 802 580s 317 273 infeasible 199 - 714.03473 - 816 585s 322 276 717.24865 6 321 - 714.19736 - 814 590s 327 281 717.76297 4 331 - 714.19736 - 818 597s 332 286 716.61698 9 316 - 714.19736 - 811 600s 341 294 725.13509 14 321 - 714.19736 - 801 606s 343 296 728.00553 15 305 - 714.19736 - 806 610s 349 302 728.38506 19 310 - 714.19736 - 807 617s 351 304 726.94993 18 311 - 714.19736 - 810 620s 354 307 735.38777 20 306 - 714.19736 - 814 625s 357 308 744.56916 21 310 - 714.19736 - 820 631s 361 312 730.06930 26 308 - 714.19736 - 817 635s 364 315 738.90778 26 307 - 714.19736 - 836 646s 368 319 733.36427 28 312 - 714.19736 - 836 650s 370 321 739.64443 28 309 - 714.19736 - 851 659s 372 323 736.01988 29 312 - 714.19736 - 848 660s 381 332 739.08533 37 310 - 714.19736 - 845 667s 382 333 737.35436 37 305 - 714.19736 - 847 670s 384 335 741.61293 38 307 - 714.19736 - 859 679s 385 336 749.48258 36 311 - 714.19736 - 867 684s 386 337 746.21398 39 299 - 714.19736 - 884 694s 387 338 740.73935 38 311 - 714.19736 - 887 696s 388 339 743.67761 38 299 - 714.19736 - 898 702s 390 341 741.89304 39 308 - 714.19736 - 899 705s 392 343 746.65370 40 295 - 714.19736 - 906 712s 393 344 761.50009 40 312 - 714.19736 - 914 717s 394 345 752.65497 39 308 - 714.19736 - 923 722s 395 346 747.46747 39 300 - 714.19736 - 934 729s 396 347 747.02665 41 295 - 714.19736 - 933 730s 397 348 756.65373 41 305 - 714.19736 - 942 735s 399 350 759.01469 42 301 - 714.19736 - 950 741s 403 354 758.37878 45 298 - 714.19736 - 957 751s 408 359 760.23869 47 309 - 714.19736 - 960 758s 409 358 infeasible 48 - 714.19736 - 962 760s 415 358 infeasible 51 - 714.19736 - 957 765s 418 357 715.38219 3 326 - 714.48111 - 959 770s 423 362 717.98423 7 313 - 714.48111 - 958 776s 429 368 720.77506 10 292 - 714.48111 - 954 780s 435 374 721.78292 15 317 - 714.48111 - 950 785s 440 377 infeasible 17 - 714.48111 - 963 796s 443 378 infeasible 21 - 714.48111 - 987 810s 444 377 infeasible 20 - 714.48111 - 1011 821s 449 382 733.93854 26 289 - 714.48111 - 1006 825s 455 388 736.99380 32 298 - 714.48111 - 1002 831s 457 386 infeasible 32 - 714.48111 - 1015 838s 458 385 infeasible 33 - 714.48111 - 1024 843s 461 384 714.68545 5 325 - 714.48401 - 1020 845s 463 386 717.47981 6 328 - 714.48401 - 1026 851s 468 391 719.12027 10 305 - 714.48401 - 1021 855s 470 393 720.32916 11 309 - 714.48401 - 1019 864s 471 394 723.21782 10 312 - 714.48401 - 1019 865s 476 399 720.19389 11 310 - 714.48401 - 1015 870s 481 404 720.90510 12 297 - 714.48401 - 1015 875s 488 411 725.12627 16 298 - 714.48401 - 1014 883s 489 412 724.84610 16 299 - 714.48401 - 1014 885s 496 419 723.61076 19 296 - 714.48401 - 1009 890s 504 427 726.55881 24 300 - 714.48401 - 1004 895s 507 428 infeasible 24 - 714.48401 - 1025 909s 509 428 infeasible 25 - 714.48401 - 1044 919s 510 429 759.64259 26 313 - 714.48401 - 1048 923s 511 430 734.24965 27 290 - 714.48401 - 1054 928s 513 432 736.05601 29 295 - 714.48401 - 1053 930s 514 431 infeasible 29 - 714.48401 - 1071 940s 515 430 infeasible 28 - 714.48401 - 1090 950s 518 433 737.67682 31 303 - 714.48401 - 1092 955s 523 436 infeasible 33 - 714.48401 - 1100 965s 531 444 739.50690 43 301 - 714.48401 - 1090 970s 538 447 infeasible 46 - 714.48401 - 1097 982s 539 446 infeasible 47 - 714.48401 - 1104 986s 541 444 infeasible 49 - 714.48401 - 1108 990s 544 445 716.57345 6 313 - 715.16597 - 1110 996s 546 447 717.17335 7 316 - 715.16597 - 1112 1000s 552 451 718.81567 10 298 - 715.16597 - 1109 1006s 558 457 720.26821 15 300 - 715.16597 - 1103 1010s 563 462 721.94446 19 279 - 715.16597 - 1100 1016s 564 463 720.72234 14 296 - 715.16597 - 1100 1024s 565 464 720.52897 15 301 - 715.16597 - 1100 1025s 572 471 726.51506 19 298 - 715.16597 - 1096 1032s 574 473 727.56025 20 301 - 715.16597 - 1098 1037s 582 481 729.35017 22 312 - 715.16597 - 1091 1041s 586 485 727.42613 22 297 - 715.16597 - 1089 1045s 591 490 728.90487 24 305 - 715.16597 - 1087 1050s 595 494 730.07071 26 290 - 715.16597 - 1086 1055s 601 499 741.93052 40 330 - 715.16597 - 1080 1068s 603 500 761.50602 41 311 - 715.16597 - 1076 1113s 604 501 723.52324 17 345 - 715.16597 - 1074 1129s 605 502 727.72120 28 325 - 715.16597 - 1073 1145s 606 502 721.90899 12 331 - 715.16597 - 1071 1166s 607 503 780.36786 92 327 - 715.16597 - 1069 1188s 608 504 747.10120 33 332 - 715.16597 - 1067 1203s 609 504 721.87085 18 327 - 715.16597 - 1066 1218s 610 505 738.59152 31 333 - 715.16597 - 1064 1225s 611 506 786.97953 155 326 - 715.16597 - 1062 1234s 612 506 721.90899 12 331 - 715.16597 - 1060 1241s 613 507 716.76505 5 346 - 715.16597 - 1059 1246s 614 508 748.45502 29 345 - 715.16597 - 1057 1251s 615 508 780.36786 92 338 - 715.16597 - 1055 1257s 616 509 727.72120 28 343 - 715.16597 - 1054 1263s 617 510 761.50602 41 347 - 715.18076 - 1052 1271s 618 510 747.10120 33 340 - 716.37792 - 1050 1276s 619 511 794.52152 172 337 - 718.00539 - 1048 1282s 621 512 725.59203 15 335 - 718.70413 - 1045 1286s 624 514 721.90899 12 335 - 718.96783 - 1040 1291s 626 516 719.02960 5 347 - 719.02960 - 1037 1295s 629 518 727.72120 28 341 - 719.03979 - 1032 1300s 631 519 780.36786 92 341 - 719.04367 - 1028 1372s 633 520 748.45502 29 341 - 719.04367 - 1025 1411s 634 523 721.76065 16 346 - 719.89526 - 1262 1478s 635 524 722.18110 16 345 - 721.82727 - 1262 1546s 636 524 722.19297 17 342 - 721.82727 - 1260 1609s 638 524 722.38642 18 341 - 721.82727 - 1257 1614s 640 523 723.22226 19 337 - 721.82727 - 1256 1622s 642 522 723.69363 20 335 - 721.82727 - 1258 1630s 645 520 infeasible 21 - 721.82727 - 1255 1635s 646 521 729.80467 22 337 - 721.82727 - 1259 1645s 649 523 732.23981 23 319 - 721.82727 - 1257 1651s 653 524 736.83380 25 313 - 721.82727 - 1252 1655s 655 523 infeasible 26 - 721.82727 - 1269 1671s 657 524 736.70505 27 305 - 721.82727 - 1274 1685s 660 524 730.93121 29 314 - 721.82727 - 1270 1690s 662 526 731.36272 30 316 - 721.82727 - 1270 1697s 663 524 infeasible 30 - 721.82727 - 1301 1724s 664 525 731.47413 31 318 - 721.82727 - 1300 1727s 665 524 infeasible 31 - 721.82727 - 1321 1746s 666 524 732.48490 32 310 - 721.82727 - 1322 1750s 670 525 737.67168 34 302 - 721.82727 - 1322 1761s 672 526 735.18800 35 309 - 721.82727 - 1322 1766s 673 527 737.79339 35 294 - 721.82727 - 1323 1772s 675 528 745.86928 36 288 - 721.82727 - 1322 1776s 677 530 736.79305 37 287 - 721.82727 - 1322 1780s 679 529 infeasible 38 - 721.82727 - 1332 1792s 681 530 738.04030 39 276 - 721.82727 - 1330 1795s 683 532 739.48645 40 276 - 721.82727 - 1328 1800s 685 531 infeasible 41 - 721.82727 - 1346 1818s 686 532 736.49836 42 274 - 721.82727 - 1344 1820s 690 532 737.31838 44 277 - 721.82727 - 1339 1826s 691 533 739.11727 44 264 - 721.82727 - 1340 1830s 694 533 737.60031 46 260 - 721.82727 - 1339 1836s 696 534 737.62476 47 255 - 721.82727 - 1339 1841s 697 533 infeasible 47 - 721.82727 - 1369 1867s 698 534 739.15535 48 272 - 721.82727 - 1371 1872s 699 534 737.94959 48 260 - 721.82727 - 1370 1875s 701 536 740.28371 49 267 - 721.82727 - 1369 1881s 703 537 740.15913 50 244 - 721.82727 - 1370 1887s 704 538 741.30140 51 260 - 721.82727 - 1370 1890s 706 539 740.50470 52 253 - 721.82727 - 1369 1895s 709 541 744.67904 53 264 - 721.82727 - 1367 1902s 710 542 741.34650 54 260 - 721.82727 - 1367 1905s 712 542 741.52165 55 254 - 721.82727 - 1366 1910s 715 542 742.42086 57 245 - 721.82727 - 1367 1917s 718 544 743.72519 58 249 - 721.82727 - 1366 1921s 719 545 742.59052 59 235 - 721.82727 - 1367 1925s 722 547 745.09553 60 245 - 721.82727 - 1367 1931s 725 549 744.13384 62 245 - 721.82727 - 1366 1935s 727 550 744.46532 63 246 - 721.82727 - 1367 1940s 731 553 744.76099 65 253 - 721.82727 - 1364 1945s 734 555 746.73257 66 239 - 721.82727 - 1362 1950s 738 557 748.52269 68 260 - 721.82727 - 1360 1956s 741 559 748.06475 70 244 - 721.82727 - 1357 1960s 745 562 751.14686 72 250 - 721.82727 - 1357 1967s 746 563 751.25779 72 258 - 721.82727 - 1357 1970s 748 564 756.49432 73 243 - 721.82727 - 1357 1975s 750 565 759.71767 74 255 - 721.82727 - 1361 1982s 752 567 752.06697 75 243 - 721.82727 - 1361 1985s 755 569 754.38428 77 241 - 721.82727 - 1362 1991s 758 571 755.49113 78 255 - 721.82727 - 1362 1997s 760 572 762.90837 79 248 - 721.82727 - 1363 2001s 764 575 766.96428 81 244 - 721.82727 - 1363 2008s 765 575 757.49620 82 241 - 721.82727 - 1364 2011s 766 576 767.07428 82 253 - 721.82727 - 1367 2015s 768 577 763.12412 83 236 - 721.82727 - 1368 2021s 774 581 761.32714 86 230 - 721.82727 - 1361 2026s 778 584 763.95934 88 233 - 721.82727 - 1362 2035s 782 587 765.18782 90 222 - 721.82727 - 1361 2044s 784 588 763.76285 91 239 - 721.82727 - 1359 2045s 787 590 762.23236 93 244 - 721.82727 - 1358 2051s 789 591 763.36487 94 232 - 721.82727 - 1358 2056s 793 594 763.07558 96 246 - 721.82727 - 1355 2061s 799 598 764.62540 99 234 - 721.82727 - 1349 2066s 801 599 764.74085 100 235 - 721.82727 - 1348 2070s 806 603 768.25572 102 233 - 721.82727 - 1344 2075s 809 605 765.85186 104 232 - 721.82727 - 1344 2080s 810 605 788.00391 104 242 - 721.82727 - 1350 2091s 812 607 766.96088 105 234 - 721.82727 - 1350 2095s 814 608 775.53121 106 217 - 721.82727 - 1351 2100s 817 610 767.47726 108 218 - 721.82727 - 1350 2105s 818 611 786.57823 108 225 - 721.82727 - 1355 2111s 820 612 768.45359 109 221 - 721.82727 - 1355 2115s 823 614 768.90558 111 215 - 721.82727 - 1354 2121s 826 616 770.34829 112 221 - 721.82727 - 1353 2127s 828 617 770.27635 113 217 - 721.82727 - 1354 2130s 831 619 769.44544 115 215 - 721.82727 - 1352 2135s 833 621 769.87578 116 215 - 721.82727 - 1353 2140s 836 623 788.16490 117 228 - 721.82727 - 1354 2147s 838 624 776.87709 118 222 - 721.82727 - 1353 2150s 842 627 788.71512 120 228 - 721.82727 - 1354 2157s 844 626 infeasible 121 - 721.82727 - 1359 2164s 845 627 771.70464 122 230 - 721.82727 - 1358 2165s 848 629 782.98456 123 237 - 721.82727 - 1360 2174s 849 629 771.85325 124 223 - 721.82727 - 1359 2175s 852 631 773.76692 125 217 - 721.82727 - 1359 2180s 856 634 778.79466 127 210 - 721.82727 - 1358 2187s 858 635 776.73282 128 222 - 721.82727 - 1357 2190s 862 638 776.72802 130 220 - 721.82727 - 1355 2196s 866 641 778.19571 132 223 - 721.82727 - 1354 2202s 868 642 775.62445 133 214 - 721.82727 - 1355 2206s 871 644 774.59560 135 211 - 721.82727 - 1353 2210s 874 646 796.27553 136 220 - 721.82727 - 1354 2215s 878 649 778.73339 138 220 - 721.82727 - 1352 2220s 881 651 777.34269 140 218 - 721.82727 - 1351 2225s 885 653 778.36341 142 213 - 721.82727 - 1350 2230s 886 652 infeasible 142 - 721.82727 - 1356 2237s 888 653 799.51884 143 245 - 721.82727 - 1360 2245s 893 655 782.15901 146 215 - 721.82727 - 1357 2250s 896 655 infeasible 147 - 721.82727 - 1358 2256s 898 654 infeasible 148 - 721.82727 - 1362 2262s 901 656 782.76438 150 210 - 721.82727 - 1360 2265s 904 658 792.21452 151 211 - 721.82727 - 1361 2271s 906 659 807.22488 152 217 - 721.82727 - 1361 2275s 910 662 801.19923 154 209 - 721.82727 - 1358 2280s 913 664 784.04659 156 207 - 721.82727 - 1359 2286s 920 669 785.22475 159 204 - 721.82727 - 1351 2290s 922 670 789.97344 160 226 - 721.82727 - 1353 2296s 924 671 788.12444 161 209 - 721.82727 - 1352 2300s 928 674 787.61158 163 202 - 721.82727 - 1350 2305s 932 677 795.44114 165 195 - 721.82727 - 1349 2310s 938 681 798.86412 168 208 - 721.82727 - 1348 2317s 942 683 804.04669 170 195 - 721.82727 - 1346 2321s 946 686 806.25094 172 196 - 721.82727 - 1346 2326s 950 689 811.33346 174 220 - 721.82727 - 1345 2330s 954 689 infeasible 176 - 721.82727 - 1345 2335s 958 692 821.18737 178 224 - 721.82727 - 1346 2341s 962 691 infeasible 180 - 721.82727 - 1345 2345s 966 689 infeasible 182 - 721.82727 - 1345 2350s 970 688 infeasible 184 - 721.82727 - 1345 2355s 974 687 infeasible 186 - 721.82727 - 1344 2360s 982 684 infeasible 190 - 721.82727 - 1340 2366s 986 685 814.34070 192 216 - 721.82727 - 1339 2370s 992 683 infeasible 195 - 721.82727 - 1337 2375s 998 681 infeasible 198 - 721.82727 - 1334 2380s 1002 679 infeasible 200 - 721.82727 - 1332 2385s 1014 674 721.83735 17 340 - 721.83735 - 1319 2391s 1016 676 723.99988 18 327 - 722.96060 - 1319 2396s 1019 678 726.32531 20 316 - 722.96060 - 1318 2402s 1021 679 726.44481 21 313 - 722.96060 - 1318 2405s 1026 680 728.50606 23 314 - 722.96060 - 1315 2410s 1030 683 732.13390 25 311 - 722.96060 - 1315 2418s 1031 684 732.74344 26 310 - 722.96060 - 1316 2422s 1033 685 730.62588 27 324 - 722.96060 - 1316 2425s 1039 687 731.19976 30 320 - 722.96060 - 1311 2430s 1041 688 731.66789 31 316 - 722.96060 - 1311 2435s 1044 690 738.75685 32 308 - 722.96060 - 1314 2444s 1046 690 infeasible 33 - 722.96060 - 1325 2460s 1048 691 745.24732 34 305 - 722.96060 - 1327 2467s 1050 692 752.03720 35 311 - 722.96060 - 1329 2474s 1051 693 736.70280 36 312 - 722.96060 - 1329 2477s 1052 694 760.13393 36 316 - 722.96060 - 1332 2484s 1053 694 737.56651 37 313 - 722.96060 - 1332 2485s 1054 695 747.96511 37 297 - 722.96060 - 1334 2490s 1056 696 751.07821 38 299 - 722.96060 - 1337 2498s 1057 697 739.33290 39 309 - 722.96060 - 1337 2500s 1059 698 741.47005 40 308 - 722.96060 - 1338 2507s 1060 697 infeasible 40 - 722.96060 - 1344 2514s 1061 698 741.81418 41 310 - 722.96060 - 1344 2516s 1064 698 infeasible 42 - 722.96060 - 1348 2525s 1066 697 infeasible 43 - 722.96060 - 1352 2532s 1068 696 infeasible 44 - 722.96060 - 1358 2541s 1071 696 744.12045 46 310 - 722.96060 - 1356 2546s 1074 694 infeasible 47 - 722.96060 - 1359 2554s 1075 695 745.10891 48 316 - 722.96060 - 1358 2556s 1076 694 infeasible 48 - 722.96060 - 1366 2565s 1079 694 745.86846 50 305 - 722.96060 - 1365 2570s 1082 692 infeasible 51 - 722.96060 - 1372 2581s 1084 691 infeasible 52 - 722.96060 - 1382 2594s 1085 690 infeasible 53 - 722.96060 - 1385 2599s 1087 691 746.01674 54 304 - 722.96060 - 1383 2600s 1090 689 infeasible 55 - 722.96060 - 1391 2613s 1091 690 746.16008 56 312 - 722.96060 - 1390 2619s 1093 689 746.76364 57 315 - 722.96060 - 1389 2621s 1094 690 764.19500 57 306 - 722.96060 - 1391 2627s 1096 689 infeasible 58 - 722.96060 - 1396 2636s 1098 688 infeasible 59 - 722.96060 - 1402 2647s 1101 690 747.26691 61 314 - 722.96060 - 1400 2650s 1105 689 infeasible 63 - 722.96060 - 1403 2660s 1106 688 infeasible 63 - 722.96060 - 1413 2673s 1107 686 infeasible 63 - 722.96060 - 1419 2681s 1108 685 infeasible 63 - 722.96060 - 1426 2690s 1110 686 727.01017 20 324 - 723.11872 - 1427 2698s 1111 687 728.10407 20 346 - 723.11872 - 1429 2705s 1114 687 728.44002 22 329 - 723.11872 - 1428 2710s 1122 688 729.61023 26 326 - 723.11872 - 1422 2715s 1123 689 736.52037 26 324 - 723.11872 - 1424 2723s 1127 690 infeasible 28 - 723.11872 - 1431 2740s 1129 689 infeasible 29 - 723.11872 - 1436 2749s 1130 690 730.40006 30 328 - 723.11872 - 1435 2750s 1133 690 731.50852 31 322 - 723.11872 - 1435 2756s 1136 692 734.35755 33 322 - 723.11872 - 1435 2761s 1140 694 742.12291 35 310 - 723.11872 - 1433 2768s 1141 695 734.50860 35 313 - 723.11872 - 1433 2770s 1143 694 infeasible 36 - 723.11872 - 1438 2780s 1145 694 infeasible 37 - 723.11872 - 1442 2789s 1146 694 735.18524 38 312 - 723.11872 - 1442 2790s 1151 692 infeasible 40 - 723.11872 - 1444 2801s 1153 693 735.97658 41 296 - 723.11872 - 1443 2805s 1155 694 739.24367 42 279 - 723.11872 - 1442 2810s 1157 696 739.55997 43 273 - 723.11872 - 1441 2815s 1158 696 739.99876 44 275 - 723.11872 - 1441 2820s 1160 698 740.05837 45 267 - 723.11872 - 1439 2825s 1161 698 750.64860 45 265 - 723.11872 - 1440 2830s 1163 700 741.27162 46 275 - 723.11872 - 1439 2837s 1164 700 741.56047 47 285 - 723.11872 - 1440 2844s 1165 699 infeasible 47 - 723.11872 - 1447 2858s 1167 700 744.52262 48 272 - 723.11872 - 1447 2867s 1168 701 742.01472 49 274 - 723.11872 - 1447 2870s 1169 702 743.02219 49 276 - 723.11872 - 1448 2877s 1170 702 744.17308 50 279 - 723.11872 - 1448 2882s 1171 703 743.65504 50 278 - 723.11872 - 1448 2886s 1172 704 744.81806 51 273 - 723.11872 - 1448 2890s 1173 704 749.37923 51 270 - 723.11872 - 1452 2906s 1177 707 747.41089 53 262 - 723.11872 - 1450 2916s 1179 708 746.88446 54 266 - 723.11872 - 1450 2922s 1182 710 746.88591 56 254 - 723.11872 - 1448 2927s 1183 711 748.12095 56 260 - 723.11872 - 1449 2933s 1184 712 747.12995 57 256 - 723.11872 - 1449 2936s 1186 713 748.33112 58 250 - 723.11872 - 1448 2943s 1187 712 infeasible 58 - 723.11872 - 1449 2946s 1188 712 748.76131 59 261 - 723.11872 - 1449 2951s 1189 713 750.02886 59 251 - 723.11872 - 1449 2955s 1191 714 749.52717 60 253 - 723.11872 - 1448 2961s 1193 716 749.35053 61 254 - 723.11872 - 1446 2965s 1195 717 753.61415 62 245 - 723.11872 - 1446 2971s 1196 718 750.92434 63 240 - 723.11872 - 1446 2975s 1197 718 751.67057 63 236 - 723.11872 - 1447 2981s 1198 719 752.73167 64 238 - 723.11872 - 1447 2986s 1199 720 754.16676 64 240 - 723.11872 - 1447 2991s 1201 721 758.47538 65 237 - 723.11872 - 1449 3003s 1202 722 753.33682 66 234 - 723.11872 - 1448 3005s 1203 722 765.00467 66 240 - 723.11872 - 1450 3014s 1204 723 753.45501 67 233 - 723.11872 - 1449 3015s 1207 723 757.95112 68 234 - 723.11872 - 1447 3020s 1210 725 753.51288 70 235 - 723.11872 - 1445 3025s 1213 723 infeasible 71 - 723.11872 - 1445 3033s 1214 724 753.61591 72 235 - 723.11872 - 1444 3035s 1216 723 753.61591 73 235 - 723.11872 - 1444 3040s 1218 722 753.71483 74 236 - 723.11872 - 1445 3046s 1220 724 759.04293 75 232 - 723.11872 - 1447 3057s 1221 724 758.22508 75 243 - 723.11872 - 1447 3060s 1223 726 762.88986 76 224 - 723.11872 - 1448 3070s 1225 727 759.47955 77 233 - 723.11872 - 1449 3079s 1227 728 760.15412 78 244 - 723.11872 - 1447 3080s 1229 730 761.09581 79 226 - 723.11872 - 1448 3088s 1230 730 761.74644 80 248 - 723.11872 - 1448 3092s 1231 731 761.37627 80 236 - 723.11872 - 1449 3097s 1233 730 infeasible 81 - 723.11872 - 1448 3100s 1235 732 765.52082 82 212 - 723.11872 - 1449 3112s 1237 733 770.08107 83 232 - 723.11872 - 1451 3123s 1239 734 765.20036 84 209 - 723.11872 - 1450 3127s 1241 736 785.97168 85 240 - 723.11872 - 1450 3133s 1243 735 infeasible 86 - 723.11872 - 1451 3138s 1244 736 763.42239 87 219 - 723.11872 - 1450 3140s 1247 738 765.90565 88 216 - 723.11872 - 1448 3146s 1248 738 765.71335 89 224 - 723.11872 - 1449 3151s 1250 740 765.77910 90 225 - 723.11872 - 1448 3155s 1253 742 776.08562 91 224 - 723.11872 - 1447 3164s 1255 743 769.62024 92 212 - 723.11872 - 1446 3166s 1257 744 770.70801 93 215 - 723.11872 - 1445 3170s 1261 743 infeasible 95 - 723.11872 - 1443 3176s 1263 742 infeasible 96 - 723.11872 - 1444 3182s 1265 744 771.71746 97 195 - 723.11872 - 1443 3185s 1267 745 779.64844 98 214 - 723.11872 - 1445 3193s 1269 744 infeasible 99 - 723.11872 - 1447 3202s 1271 744 infeasible 100 - 723.11872 - 1449 3209s 1273 743 infeasible 101 - 723.11872 - 1450 3215s 1276 743 769.86434 103 198 - 723.11872 - 1449 3221s 1278 744 770.10029 104 194 - 723.11872 - 1449 3226s 1279 745 774.53844 104 199 - 723.11872 - 1449 3231s 1280 746 772.34073 105 216 - 723.11872 - 1449 3235s 1283 744 infeasible 106 - 723.11872 - 1450 3244s 1285 745 783.79009 107 225 - 723.11872 - 1450 3249s 1286 746 772.94080 108 211 - 723.11872 - 1449 3250s 1287 746 777.47514 108 212 - 723.11872 - 1449 3255s 1289 746 infeasible 109 - 723.11872 - 1453 3268s 1291 745 infeasible 110 - 723.11872 - 1454 3274s 1292 746 773.43587 111 207 - 723.11872 - 1453 3275s 1295 744 infeasible 112 - 723.11872 - 1452 3280s 1296 742 infeasible 113 - 723.11872 - 1454 3286s 1297 741 infeasible 113 - 723.11872 - 1456 3291s 1298 742 724.96358 19 339 - 724.33219 - 1456 3295s 1300 743 726.76268 21 348 - 724.33219 - 1456 3300s 1303 745 727.52106 22 336 - 724.33219 - 1455 3306s 1306 747 731.55008 23 331 - 724.33219 - 1454 3312s 1308 748 735.10859 25 315 - 724.33219 - 1454 3317s 1310 750 732.00313 24 325 - 724.33219 - 1455 3321s 1312 751 736.23902 24 323 - 724.33219 - 1457 3329s 1313 752 746.19589 24 307 - 724.33219 - 1457 3330s 1315 753 749.85983 26 324 - 724.33219 - 1458 3336s 1316 754 741.21362 26 322 - 724.33219 - 1461 3343s 1317 754 751.05019 26 308 - 724.33219 - 1462 3348s 1318 755 742.14977 26 331 - 724.33219 - 1465 3355s 1323 758 742.83616 31 314 - 724.33219 - 1462 3363s 1325 760 743.20289 33 313 - 724.33219 - 1461 3365s 1326 760 744.26224 34 303 - 724.33219 - 1461 3370s 1329 762 749.07832 37 316 - 724.33219 - 1461 3377s 1331 764 746.74090 35 309 - 724.33219 - 1461 3381s 1333 765 752.41620 39 299 - 724.33219 - 1461 3386s 1334 766 752.71379 38 304 - 724.33219 - 1463 3391s 1336 767 752.55318 40 293 - 724.33219 - 1465 3399s 1337 768 753.92568 40 279 - 724.33219 - 1467 3406s 1338 768 755.09672 40 274 - 724.33219 - 1470 3414s 1339 769 753.85215 40 292 - 724.33219 - 1472 3418s 1340 770 755.57874 39 298 - 724.33219 - 1472 3421s 1343 772 755.83450 43 296 - 724.33219 - 1471 3427s 1345 773 753.67187 44 298 - 724.33219 - 1470 3430s 1348 775 754.18665 47 290 - 724.33219 - 1469 3435s 1351 777 757.24308 49 273 - 724.33219 - 1468 3441s 1354 779 755.39153 52 264 - 724.33219 - 1466 3445s 1357 781 759.30361 54 270 - 724.33219 - 1467 3454s 1358 782 759.11191 55 264 - 724.33219 - 1470 3463s 1359 782 757.69681 53 257 - 724.33219 - 1471 3466s 1361 784 760.65954 54 267 - 724.33219 - 1471 3472s 1362 784 760.63734 55 261 - 724.33219 - 1474 3480s 1363 785 764.24305 55 267 - 724.33219 - 1477 3487s 1367 788 760.14404 58 263 - 724.33219 - 1474 3490s 1369 789 761.40028 58 271 - 724.33219 - 1475 3497s 1371 790 761.33216 60 267 - 724.33219 - 1474 3500s 1374 792 766.77940 62 260 - 724.33219 - 1479 3516s 1378 795 763.66862 65 264 - 724.33219 - 1476 3520s 1379 796 768.03980 63 267 - 724.33219 - 1479 3528s 1380 796 768.38178 64 249 - 724.33219 - 1480 3531s 1385 800 764.56015 69 262 - 724.33219 - 1476 3535s 1387 801 772.18098 70 254 - 724.33219 - 1478 3544s 1388 802 775.92895 68 264 - 724.33219 - 1482 3553s 1389 802 766.90749 71 264 - 724.33219 - 1482 3555s 1391 804 776.92301 72 259 - 724.33219 - 1484 3562s 1392 802 infeasible 71 - 724.33219 - 1499 3582s 1393 803 771.79566 73 260 - 724.33219 - 1499 3585s 1395 804 783.96057 74 260 - 724.33219 - 1501 3592s 1396 805 784.07452 73 255 - 724.33219 - 1504 3598s Cutting planes: Gomory: 11 Cover: 78 Implied bound: 5 Flow cover: 114 GUB cover: 37 Zero half: 1 Explored 1398 nodes (2230238 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 7.250000000000e+02, gap -