Gurobi 5.0.1 (linux64) logging started Wed Dec 19 23:09:52 2012 Optimize a model with 7502 rows, 7320 columns and 32340 nonzeros Presolve removed 594 rows and 120 columns Presolve time: 0.10s Presolved: 6908 rows, 7200 columns, 31442 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 3.435664e+02, 9132 iterations, 0.92 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 343.56636 0 120 - 343.56636 - - 1s 0 0 386.77882 0 135 - 386.77882 - - 1s 0 0 406.45308 0 123 - 406.45308 - - 2s 0 0 412.90121 0 136 - 412.90121 - - 2s 0 0 420.86536 0 121 - 420.86536 - - 2s 0 0 421.36181 0 130 - 421.36181 - - 2s 0 0 423.18303 0 137 - 423.18303 - - 2s 0 0 423.63697 0 141 - 423.63697 - - 3s 0 0 425.27473 0 127 - 425.27473 - - 3s 0 0 425.80942 0 130 - 425.80942 - - 3s 0 0 426.31249 0 124 - 426.31249 - - 3s 0 0 426.51459 0 125 - 426.51459 - - 3s 0 0 426.66192 0 126 - 426.66192 - - 3s 0 0 426.66192 0 126 - 426.66192 - - 6s 0 2 426.66508 0 126 - 426.66508 - - 8s 12 14 434.46648 9 115 - 427.21844 - 310 10s 72 49 435.38111 6 117 - 428.88502 - 305 15s 119 89 541.56813 39 99 - 428.88502 - 358 20s 182 131 445.90205 12 117 - 429.08997 - 344 25s 230 166 infeasible 31 - 429.08997 - 389 30s 287 203 infeasible 29 - 429.10034 - 394 35s 355 248 462.49054 7 122 - 429.13910 - 401 40s 420 305 infeasible 42 - 429.13910 - 388 45s 481 346 470.05467 18 92 - 429.16234 - 392 50s 566 405 439.71078 11 116 - 429.54295 - 382 55s 604 438 473.27409 25 114 - 429.54295 - 376 60s 611 443 513.16145 44 143 - 434.99924 - 371 65s 625 452 504.30982 32 137 - 437.06696 - 363 70s 637 460 437.65611 5 139 - 437.65611 - 356 76s 640 462 438.15087 10 132 - 438.15087 - 354 82s 641 464 438.34807 10 144 - 438.34807 - 394 86s 643 463 439.18118 11 142 - 439.18118 - 393 90s 645 464 452.91704 12 137 - 442.00538 - 396 95s 665 470 485.50472 22 105 - 451.43577 - 400 100s 711 458 525.97557 34 125 - 451.58981 - 390 105s 767 461 515.93199 33 114 - 452.93187 - 382 110s 800 470 486.20479 23 119 - 453.08764 - 386 115s 849 492 476.78259 17 127 - 454.00887 - 387 120s 873 504 489.09947 29 120 - 454.00887 - 401 125s 901 509 545.86822 45 111 - 454.00887 - 411 130s 940 528 559.79372 57 111 - 454.00887 - 415 135s 975 543 infeasible 67 - 454.00887 - 422 140s 1026 542 474.37167 26 136 - 455.65969 - 422 145s 1067 558 532.18778 55 127 - 455.65969 - 421 150s 1113 571 513.73101 40 126 - 456.03164 - 420 155s 1156 571 489.33328 23 135 - 458.98683 - 423 160s 1202 580 540.95399 32 127 - 459.04405 - 425 165s 1235 577 495.10147 28 121 - 459.92031 - 432 170s 1270 586 infeasible 32 - 459.92635 - 438 175s 1299 589 514.69511 37 122 - 459.96359 - 447 180s 1333 596 infeasible 31 - 460.00866 - 454 185s 1480 683 573.81775 151 36 - 460.00866 - 418 190s 1583 705 506.29898 25 106 - 461.45468 - 401 195s 1644 736 561.00809 69 95 - 461.45468 - 399 200s 1676 734 469.61147 24 128 - 462.46651 - 405 205s 1708 743 487.59055 30 128 - 462.55423 - 411 210s 1749 756 544.90165 49 108 - 463.19992 - 414 215s 1782 762 484.17578 25 130 - 463.51634 - 420 220s 1813 771 487.47997 27 118 - 465.66764 - 426 225s 1855 780 512.25481 22 138 - 465.73657 - 428 230s 1883 787 infeasible 27 - 466.15650 - 434 235s 1923 781 482.51680 18 144 - 466.94217 - 437 240s 1955 789 494.57535 28 115 - 467.03620 - 442 245s 1982 791 536.74372 26 124 - 469.17196 - 447 250s 2031 803 490.36592 30 111 - 469.67920 - 445 255s 2080 828 infeasible 43 - 469.97809 - 443 260s 2095 833 501.04623 28 105 - 470.14114 - 450 265s 2128 850 513.01212 33 116 - 470.98013 - 452 270s 2188 888 547.01885 56 88 - 471.44401 - 449 275s 2296 970 549.91760 61 100 - 471.63109 - 437 280s 2370 1021 494.63932 21 146 - 471.68025 - 434 285s 2425 1072 551.55233 58 95 - 471.68025 - 432 290s 2489 1112 infeasible 50 - 472.75015 - 432 295s 2541 1139 infeasible 30 - 472.99642 - 432 300s 2573 1151 529.49379 32 107 - 473.22811 - 436 305s 2649 1223 562.16930 76 86 - 473.22811 - 431 310s 2692 1236 497.24886 31 119 - 474.41959 - 433 315s 2727 1243 494.92769 33 113 - 474.93972 - 437 320s 2753 1249 infeasible 34 - 474.97294 - 441 325s 2770 1254 545.81554 29 119 - 475.04495 - 447 330s 2837 1294 487.72296 19 133 - 476.07469 - 445 335s 2874 1305 561.88437 30 102 - 476.07469 - 447 340s 2899 1308 516.94805 22 132 - 477.01149 - 452 345s 2938 1329 582.29523 41 100 - 477.01149 - 453 350s 2998 1355 504.99615 30 108 - 477.09076 - 449 355s 3039 1360 infeasible 31 - 477.71109 - 452 360s 3078 1363 534.24136 31 101 - 478.47546 - 454 365s 3118 1375 533.57779 30 90 - 478.51317 - 456 370s 3172 1414 573.58465 58 91 - 478.51317 - 456 375s 3251 1475 554.48786 68 92 - 478.62899 - 451 380s 3340 1530 infeasible 31 - 478.79676 - 444 385s 3381 1539 531.12659 32 101 - 479.24468 - 446 390s 3433 1547 543.58920 21 126 - 480.12633 - 446 395s 3497 1568 565.88413 55 90 - 481.58574 - 444 400s 3597 1609 562.59605 42 111 - 481.61017 - 438 405s 3651 1613 infeasible 29 - 482.29970 - 439 410s 3699 1651 542.30997 38 87 - 482.58062 - 439 415s 3765 1674 515.77762 31 121 - 482.58828 - 438 420s 3803 1694 infeasible 48 - 482.58828 - 440 425s 3829 1694 infeasible 19 - 482.87962 - 442 430s 3879 1712 556.04789 42 84 - 483.04563 - 443 435s 3962 1741 555.28854 39 82 - 483.27526 - 440 440s 4085 1849 infeasible 116 - 483.27526 - 432 445s 4139 1839 515.15750 23 115 - 485.05099 - 432 450s 4224 1908 542.05957 27 119 - 485.12771 - 430 455s 4264 1912 546.00598 22 116 - 485.63028 - 432 460s 4307 1915 580.03999 32 102 - 485.87603 - 433 465s 4339 1918 infeasible 28 - 485.91105 - 435 470s 4438 2003 infeasible 87 - 486.22930 - 430 475s 4496 2034 575.33765 50 106 - 486.27695 - 431 480s 4537 2035 497.84477 21 115 - 486.98082 - 432 485s 4562 2042 531.20159 26 115 - 487.13854 - 434 490s 4613 2053 565.93527 29 107 - 487.18876 - 435 495s 4654 2061 555.29717 44 110 - 487.48101 - 436 500s 4733 2119 554.85087 72 58 - 487.50634 - 433 505s 4844 2176 522.53560 26 101 - 487.74807 - 428 510s 4893 2177 infeasible 19 - 487.87197 - 428 515s 4942 2158 520.53051 33 115 - 488.74776 - 429 520s 4995 2163 infeasible 24 - 488.99650 - 430 525s 5048 2174 505.74408 28 105 - 489.23503 - 430 530s 5103 2209 585.94783 56 108 - 489.23503 - 430 535s 5112 2215 571.57350 53 147 - 489.23503 - 429 541s 5115 2219 489.23503 21 132 - 489.23503 - 431 545s 5118 2221 489.23503 22 141 - 489.23503 - 431 550s 5121 2223 489.23503 24 126 - 489.23503 - 432 555s 5127 2227 489.23503 27 133 - 489.23503 - 432 560s 5150 2224 infeasible 38 - 489.23503 - 433 565s 5173 2215 489.23503 23 121 - 489.23503 - 435 570s 5209 2223 541.29323 40 93 - 489.23503 - 437 575s 5259 2244 575.90527 70 88 - 489.23503 - 436 580s 5317 2254 518.28885 39 96 - 489.23503 - 436 585s 5372 2260 522.44831 32 86 - 489.23503 - 437 590s 5451 2286 539.08709 42 79 - 489.23503 - 436 595s 5514 2318 582.69773 81 77 - 489.23503 - 435 600s 5589 2334 489.23503 22 120 - 489.23503 - 435 605s 5680 2331 527.78399 36 101 - 489.23503 - 434 610s 5759 2322 532.76435 32 100 - 489.23503 - 434 615s 5866 2325 513.16105 28 108 - 489.23503 - 432 620s 5941 2337 583.40348 56 85 - 489.23503 - 432 625s 6016 2356 553.55942 39 105 - 489.23503 - 432 630s 6119 2326 510.80237 27 126 - 489.82927 - 430 635s 6222 2345 542.45805 69 61 - 491.82847 - 428 640s 6363 2366 569.17832 53 76 - 492.91355 - 424 645s 6428 2388 530.53938 45 71 - 493.18524 - 425 650s 6536 2445 583.88950 116 83 - 493.18524 - 422 655s 6645 2480 535.52636 83 62 - 495.14243 - 420 660s 6783 2519 infeasible 90 - 496.25918 - 416 665s 6924 2540 535.47374 37 80 - 497.72683 - 414 670s 7081 2604 600.72747 83 80 - 497.86414 - 410 675s 7197 2594 527.34381 41 97 - 499.36172 - 408 680s 7321 2664 562.09331 68 45 - 499.38731 - 406 685s 7560 2743 507.83053 36 107 - 500.78232 - 399 690s 7635 2779 529.65778 39 76 - 501.04094 - 400 695s 7818 2836 559.14665 46 79 - 501.80770 - 396 700s 7978 2873 506.76926 34 115 - 503.13051 - 394 705s 8106 2890 586.23162 59 67 - 504.39759 - 392 710s 8236 2935 589.41160 68 57 - 505.53296 - 391 715s 8371 2960 518.21977 33 98 - 506.32547 - 389 720s 8513 3003 552.46966 61 68 - 506.75446 - 387 725s 8640 3020 535.70954 34 114 - 506.89719 - 386 730s 8758 3059 532.47133 39 100 - 507.18428 - 385 735s 8846 3084 556.32659 49 93 - 507.30949 - 386 740s 8970 3140 613.50957 135 81 - 507.30949 - 384 745s 9131 3197 567.05743 59 84 - 507.57218 - 381 750s 9258 3240 576.30681 69 81 - 507.62166 - 380 755s 9422 3291 537.29881 56 122 - 508.26651 - 377 760s 9542 3323 563.17206 49 97 - 509.41831 - 377 765s 9678 3363 560.01401 61 84 - 509.60912 - 376 770s 9815 3404 infeasible 60 - 509.81792 - 375 775s 9948 3441 infeasible 75 - 509.85072 - 374 780s 10032 3455 540.52513 47 100 - 509.99151 - 375 785s 10149 3468 535.75862 45 81 - 510.28792 - 374 790s 10268 3489 521.46137 38 85 - 510.43954 - 373 795s 10431 3548 524.12865 40 100 - 510.58774 - 372 800s 10545 3594 573.40986 61 83 - 510.69791 - 371 805s 10692 3658 592.40382 95 78 - 510.72473 - 369 810s 10791 3669 infeasible 42 - 510.97695 - 369 815s 10953 3730 infeasible 41 - 511.08517 - 367 820s 11095 3743 531.19650 42 83 - 511.31931 - 366 825s 11260 3818 547.73861 55 106 - 511.66308 - 364 830s 11399 3846 525.28138 39 114 - 512.14723 - 363 835s 11507 3876 561.80547 60 75 - 512.22990 - 363 840s 11692 3930 546.52832 53 78 - 512.62119 - 361 845s 11812 3984 531.03947 41 94 - 512.85804 - 360 850s 11964 4076 525.08870 40 76 - 513.17799 - 359 855s 12120 4127 infeasible 38 - 513.63831 - 358 860s 12265 4223 553.85974 59 74 - 514.08572 - 357 865s 12391 4308 551.93612 42 91 - 514.24506 - 357 870s 12508 4377 527.25235 35 83 - 514.45184 - 357 875s 12649 4465 534.33296 41 83 - 514.55884 - 356 880s 12771 4530 537.33702 49 70 - 514.72019 - 355 885s 12954 4652 564.57933 64 73 - 514.98344 - 354 890s 13144 4755 539.52136 42 60 - 515.03514 - 352 895s 13347 4846 infeasible 34 - 515.54572 - 349 900s 13428 4891 538.82551 42 105 - 515.64200 - 350 905s 13516 4939 530.52103 42 89 - 515.67332 - 351 910s 13692 5037 548.17847 48 108 - 515.70795 - 349 915s 13884 5164 577.29473 59 74 - 515.94699 - 347 920s 14067 5287 522.28607 35 106 - 516.50370 - 346 925s 14208 5392 578.09803 52 83 - 516.51491 - 346 930s 14328 5477 564.02102 48 74 - 516.58629 - 346 935s 14533 5597 infeasible 98 - 516.69946 - 344 940s 14734 5738 519.92038 35 82 - 516.92232 - 343 945s 14965 5889 546.43985 66 64 - 517.12808 - 341 950s 15185 6064 531.98483 43 82 - 517.33923 - 338 955s 15359 6193 561.57643 77 61 - 517.44240 - 338 960s 15471 6282 591.66735 89 60 - 517.48924 - 338 965s 15596 6345 530.78850 41 90 - 517.68864 - 338 970s 15726 6409 526.51888 43 86 - 517.93074 - 338 975s 15948 6553 534.19564 54 85 - 518.06493 - 336 980s 16121 6649 523.91223 43 83 - 518.20739 - 335 985s 16354 6788 522.27731 34 102 - 518.26789 - 333 990s 16531 6921 544.68607 49 98 - 518.34108 - 332 995s 16815 7094 529.24884 40 85 - 518.52648 - 330 1000s 16980 7188 529.49257 42 86 - 518.63175 - 329 1005s 17249 7357 530.27033 50 66 - 518.69047 - 327 1010s 17436 7477 infeasible 110 - 518.75646 - 326 1015s 17594 7579 567.88176 69 72 - 518.75943 - 325 1020s 17788 7703 520.67601 39 94 - 518.78565 - 325 1025s 17923 7784 526.66573 38 90 - 518.85922 - 325 1030s 18085 7902 infeasible 86 - 518.88275 - 324 1035s 18304 8043 549.70798 61 58 - 519.03273 - 323 1040s 18513 8197 561.06488 52 85 - 519.08683 - 321 1045s 18654 8286 551.14709 47 66 - 519.24130 - 321 1050s 18844 8407 553.73570 54 71 - 519.25722 - 320 1055s 18990 8517 570.66500 61 83 - 519.42012 - 320 1060s 19157 8632 528.62680 41 97 - 519.45435 - 320 1065s 19297 8750 infeasible 137 - 519.45435 - 320 1070s 19464 8853 557.81914 54 75 - 519.54028 - 319 1075s 19637 8977 564.05549 77 53 - 519.55115 - 319 1080s 19874 9153 541.10320 48 82 - 519.56916 - 317 1085s 20004 9246 549.18351 56 98 - 519.61526 - 317 1090s 20187 9363 536.94069 45 85 - 519.68960 - 317 1095s 20387 9481 522.70406 38 86 - 519.76871 - 316 1100s 20643 9646 550.75527 72 59 - 519.90542 - 314 1105s 20845 9761 564.62440 44 83 - 519.98655 - 313 1110s 21040 9886 528.24064 36 95 - 520.10787 - 312 1115s 21222 10012 532.48187 45 95 - 520.25838 - 312 1120s 21417 10138 578.87006 50 75 - 520.32976 - 311 1125s 21593 10242 infeasible 68 - 520.36067 - 311 1130s 21831 10410 560.28092 60 69 - 520.44100 - 310 1135s 22041 10566 552.12877 46 82 - 520.46097 - 309 1140s 22168 10642 560.76336 52 57 - 520.49514 - 309 1145s 22350 10764 567.57004 28 110 - 520.58925 - 308 1150s 22483 10834 525.85597 42 63 - 520.61003 - 308 1155s 22646 10945 565.67948 64 84 - 520.70551 - 308 1160s 22777 11023 558.66623 60 78 - 520.73771 - 308 1165s 22885 11099 548.09917 50 76 - 520.78143 - 308 1170s 23070 11247 infeasible 97 - 520.82628 - 308 1175s 23251 11356 536.05469 48 67 - 520.87292 - 307 1180s 23429 11466 609.60715 71 78 - 520.93876 - 307 1185s 23557 11536 544.01066 35 106 - 521.14462 - 307 1190s 23693 11637 531.00604 48 68 - 521.17690 - 307 1195s 23855 11738 590.87254 85 86 - 521.26177 - 307 1200s 23999 11840 569.23348 60 89 - 521.35230 - 307 1205s 24200 11965 584.65265 55 84 - 521.39315 - 306 1210s 24382 12113 542.97016 50 71 - 521.43311 - 305 1215s 24511 12202 606.63009 65 79 - 521.43556 - 306 1220s 24735 12354 585.28300 68 88 - 521.47160 - 305 1225s 24898 12452 546.07743 47 97 - 521.50669 - 305 1230s 25092 12590 533.71846 48 79 - 521.52080 - 304 1235s 25321 12740 539.35152 52 77 - 521.53296 - 303 1240s 25525 12882 568.04586 86 67 - 521.54108 - 302 1245s 25736 13015 563.60255 73 68 - 521.61235 - 302 1250s 25896 13131 556.36068 51 76 - 521.61699 - 301 1255s 26034 13211 596.23829 89 72 - 521.61699 - 302 1260s 26262 13351 563.66268 58 78 - 521.70496 - 301 1265s 26389 13425 542.54588 50 79 - 521.72180 - 301 1270s 26596 13560 532.70836 38 88 - 521.74879 - 300 1275s 26762 13664 528.02425 40 70 - 521.76668 - 300 1280s 26933 13777 596.08424 71 73 - 521.77565 - 300 1285s 27130 13898 591.84840 72 68 - 521.82533 - 299 1290s 27410 14088 555.84867 63 58 - 521.92849 - 298 1295s 27666 14271 603.77137 63 67 - 522.02286 - 297 1300s 27887 14424 536.47852 46 91 - 522.08116 - 297 1305s 28074 14558 536.87572 45 90 - 522.10787 - 296 1310s 28217 14654 585.22015 51 82 - 522.11736 - 296 1315s 28328 14713 530.52617 36 105 - 522.12201 - 296 1320s 28486 14800 529.69843 50 82 - 522.16529 - 296 1325s 28660 14921 558.30717 54 72 - 522.23135 - 296 1330s 28914 15089 542.74137 60 60 - 522.29092 - 296 1335s 29170 15257 553.82223 41 66 - 522.30134 - 295 1340s 29381 15408 578.68879 63 66 - 522.34775 - 294 1345s 29554 15525 556.20118 72 59 - 522.39041 - 294 1350s 29733 15652 infeasible 61 - 522.42942 - 294 1355s 29893 15749 528.30414 47 74 - 522.46379 - 294 1360s 30045 15849 543.67999 44 84 - 522.49466 - 294 1365s 30278 16003 infeasible 58 - 522.51246 - 293 1370s 30497 16138 596.16385 65 86 - 522.54548 - 293 1375s 30733 16303 527.21421 44 72 - 522.54827 - 292 1380s 30979 16469 592.35868 111 70 - 522.54992 - 291 1385s 31187 16619 564.12671 88 97 - 522.56844 - 291 1390s 31373 16734 553.73847 51 74 - 522.59042 - 291 1395s 31618 16921 541.57388 37 98 - 522.61466 - 290 1400s 31803 17048 553.62181 48 61 - 522.63550 - 290 1405s 32027 17184 530.23591 41 76 - 522.67884 - 290 1410s 32224 17307 533.66946 50 71 - 522.71710 - 289 1415s 32445 17451 585.86729 66 75 - 522.73800 - 289 1420s 32706 17631 554.23811 51 77 - 522.76945 - 288 1425s 32928 17806 529.75960 45 71 - 522.78143 - 288 1430s 33139 17946 526.33371 42 102 - 522.81542 - 287 1435s 33309 18065 529.31701 43 73 - 522.81767 - 287 1440s 33560 18226 525.54812 42 95 - 522.82803 - 286 1445s 33733 18371 597.91790 79 68 - 522.83046 - 286 1450s 33943 18520 561.50661 59 70 - 522.83837 - 286 1455s 34136 18620 533.48313 50 65 - 522.86304 - 285 1460s 34359 18783 544.45658 80 69 - 522.88467 - 285 1465s 34627 18973 infeasible 42 - 522.92512 - 284 1470s 34795 19095 536.03146 50 87 - 522.95906 - 284 1475s 34930 19183 infeasible 59 - 523.00342 - 284 1480s 35150 19340 582.56506 63 76 - 523.03083 - 284 1485s 35345 19471 570.24642 55 87 - 523.12645 - 284 1490s 35546 19595 535.74283 47 95 - 523.19504 - 283 1495s 35700 19686 530.54755 47 108 - 523.26056 - 283 1500s 35872 19821 583.43505 64 78 - 523.28797 - 283 1505s 36084 19969 infeasible 67 - 523.36520 - 283 1510s 36359 20150 540.73593 45 69 - 523.39087 - 282 1515s 36562 20255 546.53579 44 87 - 523.47550 - 282 1520s 36806 20428 528.93363 41 101 - 523.50460 - 281 1525s 36994 20582 529.41271 51 65 - 523.51866 - 281 1530s 37217 20715 567.81204 77 70 - 523.53544 - 281 1535s 37457 20879 547.39071 44 74 - 523.57429 - 280 1540s 37648 20997 574.58410 52 76 - 523.58905 - 280 1545s 37888 21146 577.29861 81 92 - 523.60409 - 279 1550s 38064 21253 547.06629 40 84 - 523.65350 - 279 1555s 38247 21398 601.79452 67 79 - 523.69752 - 279 1560s 38492 21545 530.46937 39 88 - 523.76860 - 279 1565s 38759 21728 537.99175 40 96 - 523.77621 - 278 1570s 39065 21944 529.27012 44 76 - 523.79439 - 277 1575s 39372 22187 549.20332 51 78 - 523.84071 - 276 1580s 39559 22327 553.90538 62 68 - 523.84963 - 276 1585s 39851 22542 549.89903 73 60 - 523.86519 - 276 1590s 40145 22771 544.43167 46 75 - 523.87692 - 275 1595s 40365 22917 540.19615 46 75 - 523.89809 - 275 1600s 40569 23063 582.05400 64 77 - 523.90322 - 275 1605s 40747 23169 570.27178 50 87 - 523.92336 - 275 1610s 40804 23206 535.92491 51 54 - 523.93893 - 275 1683s 40874 23252 infeasible 55 - 523.94298 - 275 1685s 41211 23488 540.63625 45 101 - 523.99358 - 273 1690s 41387 23621 557.09853 56 71 - 524.02776 - 273 1695s 41647 23815 571.06183 59 73 - 524.07098 - 273 1700s 41824 23929 558.64055 53 97 - 524.09132 - 273 1705s 41943 24016 578.49312 65 68 - 524.10357 - 273 1710s 42162 24174 593.06290 84 80 - 524.13309 - 273 1715s 42311 24275 infeasible 60 - 524.15540 - 273 1720s 42512 24422 544.91353 68 95 - 524.18973 - 273 1725s 42726 24556 529.49797 42 80 - 524.20631 - 273 1730s 42942 24722 552.24548 48 77 - 524.21985 - 272 1735s 43177 24890 552.39366 48 77 - 524.23023 - 272 1740s 43473 25102 530.07901 41 88 - 524.27172 - 271 1745s 43682 25257 543.45444 52 63 - 524.29114 - 271 1750s 44010 25488 538.90195 45 81 - 524.32025 - 271 1755s 44197 25615 543.86357 62 75 - 524.32624 - 270 1760s 44399 25745 infeasible 78 - 524.33367 - 270 1765s 44561 25855 562.62093 62 80 - 524.35914 - 270 1770s 44752 25979 535.94356 44 83 - 524.36345 - 270 1775s 44968 26125 544.84300 62 52 - 524.38850 - 270 1780s 45213 26286 531.49796 48 71 - 524.42463 - 270 1785s 45476 26460 565.76527 58 81 - 524.47668 - 269 1790s 45678 26592 531.79493 44 87 - 524.50461 - 269 1795s 45890 26748 543.23930 48 84 - 524.52647 - 269 1800s 46053 26877 569.75169 69 74 - 524.53205 - 269 1805s 46236 26996 537.45841 56 85 - 524.54140 - 269 1810s 46485 27159 546.47922 51 63 - 524.58313 - 269 1815s 46663 27289 536.78419 60 76 - 524.59986 - 269 1820s 46977 27513 537.84595 46 75 - 524.62766 - 268 1825s 47127 27621 569.26667 66 57 - 524.62811 - 268 1830s 47391 27804 583.57296 67 77 - 524.63696 - 268 1835s 47608 27955 535.66373 49 72 - 524.65133 - 268 1840s 47852 28126 584.06184 78 68 - 524.68924 - 267 1845s 48033 28239 582.77447 58 86 - 524.70415 - 267 1850s 48186 28343 580.33731 63 96 - 524.73464 - 267 1855s 48392 28493 615.71482 94 70 - 524.75724 - 267 1860s 48608 28633 557.94818 50 85 - 524.78728 - 267 1865s 48776 28742 545.79006 43 70 - 524.80766 - 267 1870s 49003 28891 562.51902 54 79 - 524.82108 - 267 1875s 49151 28963 535.93597 42 96 - 524.83823 - 267 1880s 49390 29135 623.31790 56 77 - 524.85639 - 267 1885s 49564 29256 597.56840 86 81 - 524.86183 - 267 1890s 49744 29379 535.10195 42 82 - 524.88702 - 267 1895s 49897 29466 551.07935 49 86 - 524.89721 - 267 1900s 50070 29589 583.74846 65 46 - 524.91566 - 267 1905s 50314 29727 558.99945 52 78 - 524.97120 - 267 1910s 50480 29831 557.51583 54 81 - 524.98383 - 267 1915s 50620 29919 530.30714 49 87 - 525.00672 - 267 1920s 50849 30026 554.98692 65 82 - 525.01224 - 267 1925s 51123 30221 infeasible 64 - 525.01947 - 266 1930s 51342 30367 564.66798 59 82 - 525.03571 - 266 1935s 51563 30540 530.71239 44 105 - 525.04476 - 266 1940s 51736 30675 535.10134 46 83 - 525.05264 - 266 1945s 51914 30796 561.77138 52 79 - 525.05777 - 266 1950s 52083 30912 562.39912 68 55 - 525.06226 - 266 1955s 52386 31128 560.30353 64 95 - 525.08019 - 265 1960s 52578 31268 543.39995 42 76 - 525.08590 - 265 1965s 52839 31441 infeasible 101 - 525.11254 - 265 1970s 53037 31576 525.80615 39 95 - 525.12578 - 265 1975s 53170 31675 552.62033 61 88 - 525.13192 - 265 1980s 53404 31839 574.36191 76 53 - 525.13734 - 265 1985s 53656 32021 558.30082 64 74 - 525.16484 - 264 1990s 53882 32148 530.91932 42 75 - 525.20193 - 264 1995s 54036 32251 545.05184 44 89 - 525.21282 - 264 2000s 54277 32419 579.76888 65 83 - 525.22101 - 264 2005s 54489 32573 528.88371 42 104 - 525.27049 - 264 2010s 54616 32663 539.57049 47 100 - 525.27282 - 264 2015s 54767 32734 535.28093 42 75 - 525.27579 - 264 2020s 55026 32906 528.54129 42 104 - 525.28293 - 264 2025s 55168 33017 584.59767 81 83 - 525.30260 - 264 2030s 55437 33221 557.13029 74 70 - 525.32725 - 264 2035s 55675 33404 580.03708 69 78 - 525.34623 - 263 2040s 55916 33568 542.55444 52 97 - 525.37166 - 263 2045s 56041 33661 541.57627 51 87 - 525.37525 - 263 2050s 56283 33831 565.62296 89 52 - 525.38779 - 263 2055s 56554 34033 596.30109 73 87 - 525.40410 - 263 2060s 56784 34187 539.91985 50 84 - 525.42081 - 263 2065s 56987 34334 575.69753 50 89 - 525.44105 - 263 2070s 57216 34515 603.81867 91 71 - 525.44278 - 262 2075s 57493 34738 infeasible 63 - 525.47374 - 262 2080s 57714 34889 546.36424 70 72 - 525.48504 - 262 2085s 57892 35005 536.24152 44 73 - 525.50734 - 262 2090s 58256 35284 562.09069 121 42 - 525.51208 - 261 2095s 58474 35442 infeasible 61 - 525.52432 - 261 2100s 58661 35573 530.28046 43 82 - 525.54366 - 261 2105s 58953 35795 546.84590 48 71 - 525.54989 - 261 2110s 59264 36035 562.48838 54 60 - 525.55602 - 260 2115s 59453 36157 547.25384 46 89 - 525.56652 - 260 2120s 59615 36261 544.03359 50 102 - 525.57392 - 261 2125s 59804 36377 546.79554 51 70 - 525.57688 - 261 2130s 60008 36522 540.70794 47 97 - 525.59181 - 261 2135s 60167 36624 579.69292 85 76 - 525.60068 - 261 2140s 60389 36797 539.21818 44 74 - 525.62292 - 260 2145s 60559 36913 555.66388 50 95 - 525.63130 - 261 2150s 60754 37046 531.09264 41 77 - 525.66792 - 260 2155s 60985 37199 556.00973 86 72 - 525.67357 - 260 2160s 61199 37359 528.61416 35 83 - 525.69468 - 260 2165s 61390 37510 562.78757 57 91 - 525.71053 - 260 2170s 61505 37574 536.22659 46 88 - 525.71305 - 260 2175s 61781 37759 530.49861 41 91 - 525.72950 - 260 2180s 61876 37816 565.25161 50 91 - 525.73649 - 260 2185s 62066 37955 551.17605 76 87 - 525.74628 - 260 2190s 62304 38133 599.65833 63 75 - 525.75157 - 260 2195s 62484 38255 531.78337 43 70 - 525.77957 - 260 2200s 62650 38385 588.19915 85 69 - 525.78839 - 260 2205s 62864 38549 infeasible 53 - 525.80966 - 260 2210s 63091 38706 530.07122 43 75 - 525.81138 - 260 2215s 63344 38890 545.26705 54 73 - 525.82678 - 260 2220s 63601 39098 infeasible 84 - 525.85278 - 260 2225s 63830 39269 554.28379 64 68 - 525.86069 - 259 2230s 63987 39368 544.63557 43 96 - 525.86500 - 260 2235s 64166 39505 542.10990 63 95 - 525.87192 - 260 2240s 64393 39648 540.54857 38 97 - 525.89681 - 259 2245s 64578 39807 582.14987 64 81 - 525.90124 - 260 2250s 64808 39987 532.99761 40 84 - 525.91757 - 259 2255s 65120 40204 548.98906 59 68 - 525.93805 - 259 2260s 65319 40345 566.35275 61 81 - 525.94712 - 259 2265s 65489 40463 533.42021 49 68 - 525.95368 - 259 2270s 65682 40584 562.09330 69 81 - 525.96141 - 259 2275s 65905 40736 557.29561 50 65 - 525.98184 - 259 2280s 66143 40912 539.36742 44 86 - 525.99791 - 259 2285s 66313 41030 542.65555 57 64 - 526.01403 - 259 2290s 66615 41260 infeasible 87 - 526.03250 - 258 2295s 66761 41343 550.07058 48 96 - 526.06246 - 258 2300s 66949 41470 558.03594 54 94 - 526.06730 - 258 2305s 67119 41588 585.59905 74 62 - 526.07606 - 258 2310s 67328 41717 infeasible 59 - 526.09582 - 258 2315s 67528 41856 546.50558 56 65 - 526.10777 - 258 2320s 67764 42038 595.14977 63 81 - 526.12081 - 258 2325s 67972 42158 infeasible 51 - 526.12857 - 258 2330s 68188 42302 538.34369 48 67 - 526.16428 - 258 2335s 68409 42473 562.32580 74 52 - 526.16789 - 258 2340s 68649 42649 608.12875 143 61 - 526.17109 - 258 2345s 68888 42799 565.51723 53 78 - 526.19514 - 258 2350s 69101 42935 infeasible 39 - 526.21598 - 258 2355s 69352 43126 580.40829 73 82 - 526.21977 - 258 2360s 69538 43248 567.82646 67 75 - 526.24211 - 258 2365s 69771 43410 551.60070 70 68 - 526.24984 - 257 2370s 70022 43610 538.90693 53 104 - 526.27419 - 257 2375s 70238 43773 557.16126 99 76 - 526.27868 - 257 2380s 70401 43884 550.63751 60 74 - 526.31317 - 257 2385s 70634 44035 582.11830 105 53 - 526.31761 - 257 2390s 70882 44233 556.68302 65 66 - 526.32193 - 257 2395s 71187 44446 535.46260 47 97 - 526.34298 - 256 2400s 71407 44595 587.46298 80 72 - 526.34503 - 256 2405s 71590 44709 536.08574 45 91 - 526.36291 - 256 2410s 71784 44842 591.24116 84 63 - 526.36935 - 256 2415s 72012 44952 596.28714 61 77 - 526.42667 - 256 2420s 72256 45125 530.49414 39 75 - 526.43639 - 256 2425s 72469 45271 infeasible 83 - 526.46832 - 256 2430s 72722 45464 infeasible 66 - 526.47650 - 256 2435s 72945 45599 infeasible 79 - 526.48552 - 255 2440s 73194 45798 582.34697 70 81 - 526.51204 - 255 2445s 73501 46045 558.73627 70 77 - 526.51788 - 255 2450s 73739 46201 549.82842 46 101 - 526.54028 - 255 2455s 73935 46341 550.84911 54 64 - 526.55025 - 255 2460s 74137 46465 infeasible 53 - 526.55772 - 255 2465s 74286 46558 infeasible 37 - 526.57113 - 255 2470s 74440 46672 551.75929 50 77 - 526.57522 - 255 2475s 74608 46799 541.75847 51 82 - 526.57893 - 255 2480s 74797 46941 559.74170 76 65 - 526.58221 - 255 2485s 75058 47128 598.60344 124 71 - 526.58626 - 255 2490s 75267 47264 550.20068 53 79 - 526.59739 - 255 2495s 75481 47412 540.17278 44 71 - 526.60305 - 254 2500s 75668 47556 567.39550 58 86 - 526.61813 - 254 2505s 75822 47660 562.77067 75 82 - 526.62822 - 255 2510s 75999 47763 529.89802 43 83 - 526.64852 - 255 2515s 76217 47920 579.71505 80 86 - 526.65341 - 255 2520s 76458 48081 550.07042 52 67 - 526.66671 - 254 2525s 76663 48224 infeasible 70 - 526.66985 - 254 2530s 76904 48387 infeasible 54 - 526.67931 - 254 2535s 77164 48563 573.42369 78 54 - 526.69489 - 254 2540s 77405 48718 540.58170 45 64 - 526.71755 - 254 2545s 77636 48879 584.83275 64 93 - 526.73563 - 254 2550s 77825 49015 589.50104 53 79 - 526.76100 - 254 2555s 78136 49244 532.19485 39 103 - 526.76657 - 254 2560s 78288 49350 578.31084 73 75 - 526.77005 - 254 2565s 78502 49502 535.41249 44 68 - 526.78728 - 254 2570s 78804 49737 541.94588 55 72 - 526.79879 - 253 2575s 78988 49870 535.54950 52 66 - 526.81242 - 253 2580s 79265 50077 542.79866 73 89 - 526.82899 - 253 2585s 79478 50226 542.89617 53 70 - 526.83932 - 253 2590s 79764 50448 563.48500 99 61 - 526.83932 - 253 2595s 80032 50624 532.15932 42 87 - 526.84846 - 253 2600s 80262 50802 588.65974 70 63 - 526.85333 - 253 2605s 80475 50945 553.82497 51 78 - 526.87490 - 253 2610s 80627 51049 551.98259 49 81 - 526.88423 - 253 2615s 80848 51195 556.94507 51 48 - 526.89652 - 253 2620s 81014 51315 infeasible 53 - 526.90303 - 253 2625s 81228 51442 535.36448 43 77 - 526.92974 - 253 2630s 81436 51586 602.33741 80 84 - 526.93690 - 253 2635s 81653 51733 infeasible 125 - 526.94760 - 253 2640s 81830 51848 595.13269 60 82 - 526.97560 - 253 2645s 81993 51947 infeasible 72 - 526.98134 - 253 2650s 82144 52048 563.61028 52 91 - 526.98451 - 253 2655s 82355 52196 563.93909 53 83 - 526.99992 - 253 2660s 82520 52307 575.05971 70 70 - 527.01299 - 253 2665s 82746 52458 infeasible 59 - 527.02204 - 253 2670s 82994 52632 546.60102 56 79 - 527.02543 - 253 2675s 83225 52811 535.17191 46 92 - 527.03444 - 253 2680s 83447 52985 579.68076 74 79 - 527.03639 - 252 2685s 83673 53142 552.60770 51 59 - 527.05423 - 252 2690s 83851 53274 554.36086 74 81 - 527.07819 - 252 2695s 84120 53457 infeasible 58 - 527.08683 - 252 2700s 84338 53602 570.85209 53 68 - 527.11628 - 252 2705s 84580 53754 infeasible 54 - 527.12857 - 252 2710s 84753 53873 543.50406 53 63 - 527.13843 - 252 2715s 85084 54104 535.20276 43 83 - 527.14022 - 252 2720s 85316 54294 554.89945 61 78 - 527.15083 - 252 2725s 85528 54417 532.57170 47 85 - 527.17726 - 252 2730s 85738 54558 567.14159 54 70 - 527.18067 - 251 2735s 85859 54639 593.76959 67 82 - 527.18945 - 252 2740s 86083 54791 556.61971 57 72 - 527.19801 - 252 2745s 86343 54978 580.93717 59 96 - 527.20123 - 251 2750s 86513 55094 infeasible 74 - 527.21696 - 252 2755s 86723 55235 563.14086 60 85 - 527.22939 - 252 2760s 86916 55382 586.88478 77 67 - 527.23608 - 251 2765s 87242 55637 infeasible 117 - 527.24187 - 251 2770s 87424 55771 567.01428 53 69 - 527.26223 - 251 2775s 87661 55934 577.38820 56 88 - 527.26339 - 251 2780s 87861 56073 530.23632 47 83 - 527.27666 - 251 2785s 88028 56200 538.82334 43 74 - 527.30515 - 251 2790s 88214 56346 553.22034 53 98 - 527.32134 - 251 2795s 88370 56458 541.57125 46 63 - 527.32771 - 251 2800s 88538 56565 585.68694 62 77 - 527.33510 - 251 2805s 88753 56720 537.56948 41 89 - 527.35246 - 251 2810s 88946 56853 infeasible 61 - 527.38791 - 251 2815s 89147 56992 559.05148 46 86 - 527.40112 - 251 2820s 89373 57146 535.90937 57 76 - 527.41268 - 251 2825s 89616 57316 576.90278 48 96 - 527.43512 - 251 2830s 89822 57469 566.57562 80 65 - 527.43872 - 251 2835s 90043 57622 553.25858 46 85 - 527.44451 - 251 2840s 90299 57807 551.64222 47 69 - 527.46748 - 251 2845s 90498 57924 549.73330 38 76 - 527.47518 - 251 2850s 90684 58040 infeasible 53 - 527.47918 - 251 2855s 90973 58244 549.20961 56 79 - 527.48081 - 251 2860s 91180 58375 infeasible 50 - 527.49475 - 251 2865s 91462 58613 infeasible 93 - 527.50576 - 250 2870s 91726 58801 589.02791 71 83 - 527.52251 - 250 2875s 91894 58905 infeasible 72 - 527.54153 - 250 2880s 92133 59070 556.96443 46 89 - 527.54976 - 250 2885s 92315 59180 infeasible 77 - 527.56384 - 250 2890s 92608 59405 infeasible 124 - 527.56997 - 250 2895s 92834 59552 528.94009 46 82 - 527.58065 - 250 2900s 93078 59724 538.93802 53 81 - 527.59366 - 250 2905s 93332 59894 546.16007 56 84 - 527.59705 - 250 2910s 93518 60019 579.36513 70 75 - 527.60511 - 250 2915s 93734 60177 531.37092 44 82 - 527.61782 - 250 2920s 93996 60365 infeasible 54 - 527.62305 - 249 2925s 94248 60555 558.46273 74 74 - 527.62998 - 249 2930s 94462 60703 554.34133 65 76 - 527.63192 - 249 2935s 94680 60885 606.63064 89 77 - 527.63684 - 249 2940s 94891 61018 infeasible 87 - 527.64707 - 249 2945s 95186 61235 552.30621 50 84 - 527.66494 - 249 2950s 95385 61354 infeasible 101 - 527.68873 - 249 2955s 95553 61462 538.27306 41 90 - 527.69801 - 249 2960s 95747 61603 537.80647 43 86 - 527.70260 - 249 2965s 95890 61711 544.92373 48 91 - 527.70566 - 249 2970s 96200 61949 584.71025 56 84 - 527.72191 - 249 2975s 96393 62072 infeasible 90 - 527.72710 - 249 2980s 96619 62212 infeasible 63 - 527.74573 - 249 2985s 96806 62323 infeasible 41 - 527.75920 - 249 2990s 96938 62415 543.12689 45 73 - 527.76646 - 249 2995s 97117 62551 546.04803 62 69 - 527.77566 - 249 3000s 97395 62766 548.46895 62 80 - 527.78291 - 249 3005s 97636 62958 573.08634 67 71 - 527.78982 - 249 3010s 97904 63154 infeasible 120 - 527.79502 - 249 3015s 98053 63269 594.89349 96 81 - 527.80194 - 249 3020s 98226 63387 561.66256 48 75 - 527.81093 - 249 3025s 98378 63491 554.95002 49 105 - 527.81239 - 248 3030s 98487 63568 546.71609 55 94 - 527.82157 - 248 3035s 98617 63666 544.78345 55 74 - 527.82719 - 248 3040s 98793 63776 593.99815 57 67 - 527.83067 - 248 3045s 98941 63878 588.77625 100 78 - 527.83909 - 248 3050s 99069 63960 606.10791 116 61 - 527.84438 - 248 3055s 99161 64010 infeasible 77 - 527.84835 - 248 3060s 99294 64127 621.55200 122 71 - 527.85073 - 248 3065s 99464 64255 infeasible 84 - 527.85716 - 248 3070s 99618 64383 548.72577 52 64 - 527.86076 - 248 3075s 99805 64520 568.06206 70 85 - 527.86395 - 248 3080s 99944 64619 infeasible 60 - 527.86517 - 248 3085s 100082 64718 551.30387 56 67 - 527.87037 - 248 3090s 100255 64854 570.03401 75 81 - 527.87413 - 248 3095s 100412 64969 594.08763 104 58 - 527.87949 - 248 3100s 100582 65095 573.14674 50 89 - 527.89099 - 248 3105s 100742 65215 595.02306 90 77 - 527.89560 - 247 3110s 100894 65327 542.70793 49 71 - 527.90032 - 247 3115s 101030 65421 563.19967 46 73 - 527.90867 - 247 3120s 101219 65530 536.39279 46 89 - 527.91317 - 247 3125s 101300 65591 597.42418 79 70 - 527.91476 - 247 3130s 101409 65670 infeasible 58 - 527.91872 - 247 3135s 101587 65793 infeasible 65 - 527.92183 - 247 3140s 101732 65880 556.77198 52 65 - 527.92826 - 247 3145s 101832 65932 549.74367 44 74 - 527.93186 - 247 3150s 102002 66056 infeasible 92 - 527.93875 - 247 3155s 102085 66090 infeasible 55 - 527.95039 - 247 3160s 102165 66130 539.65692 41 102 - 527.95543 - 247 3165s 102275 66186 infeasible 74 - 527.95604 - 247 3170s 102379 66234 infeasible 55 - 527.97958 - 247 3175s 102498 66306 infeasible 46 - 527.98198 - 247 3180s 102602 66380 546.26435 47 90 - 527.98777 - 247 3185s 102799 66532 540.25831 45 92 - 527.99809 - 247 3190s 102880 66579 538.42835 45 82 - 528.00193 - 247 3195s 103125 66764 549.97018 45 73 - 528.00856 - 247 3200s 103272 66865 infeasible 78 - 528.01449 - 247 3205s 103474 67009 552.03860 60 79 - 528.02111 - 247 3210s 103702 67179 541.77389 54 72 - 528.02209 - 247 3215s 103859 67290 infeasible 64 - 528.02876 - 246 3220s 103938 67323 569.61088 52 99 - 528.03024 - 247 3225s 104075 67426 535.37903 53 98 - 528.03452 - 246 3230s 104178 67491 557.63354 47 64 - 528.03558 - 246 3235s 104327 67601 561.76265 54 46 - 528.03845 - 246 3240s 104578 67796 569.37994 72 75 - 528.04218 - 246 3245s 104721 67867 531.67839 45 79 - 528.05418 - 246 3250s 104862 67970 542.55499 54 70 - 528.06246 - 246 3255s 105041 68117 infeasible 67 - 528.06594 - 246 3260s 105142 68175 559.55788 56 98 - 528.06767 - 246 3265s 105248 68239 543.17795 43 74 - 528.06978 - 246 3270s 105357 68322 infeasible 66 - 528.07482 - 246 3275s 105524 68411 550.65876 43 80 - 528.08104 - 246 3280s 105592 68457 543.65451 51 91 - 528.08183 - 246 3285s 105717 68542 539.80465 44 87 - 528.08639 - 246 3290s 105788 68593 infeasible 55 - 528.09129 - 246 3295s 105895 68658 541.84257 45 72 - 528.09443 - 246 3300s 105989 68728 531.43754 45 61 - 528.09713 - 246 3305s 106147 68841 543.94757 46 88 - 528.09882 - 246 3310s 106292 68928 547.40564 43 73 - 528.10009 - 246 3315s 106416 69024 557.50778 62 76 - 528.10181 - 246 3320s 106555 69115 533.73684 48 62 - 528.10423 - 246 3325s 106716 69236 infeasible 111 - 528.10774 - 246 3330s 106879 69337 530.59604 38 95 - 528.12471 - 246 3335s 107053 69468 543.24736 46 71 - 528.12656 - 246 3340s 107167 69538 infeasible 58 - 528.13185 - 246 3345s 107342 69655 infeasible 86 - 528.13961 - 246 3350s 107460 69718 604.72502 58 79 - 528.14524 - 246 3355s 107682 69884 568.55395 60 92 - 528.15472 - 245 3360s 107790 69940 563.31849 55 96 - 528.17352 - 245 3365s 107901 70004 587.80010 53 74 - 528.18133 - 245 3370s 108016 70081 553.05662 50 90 - 528.18316 - 245 3375s 108143 70180 561.28510 83 93 - 528.18336 - 245 3380s 108272 70253 547.59122 45 107 - 528.19100 - 245 3385s 108423 70380 582.60196 82 83 - 528.19358 - 245 3390s 108612 70519 548.59487 50 94 - 528.19904 - 245 3395s 108747 70632 572.30782 70 70 - 528.19944 - 245 3400s 108883 70730 550.31786 46 97 - 528.20110 - 245 3405s 109008 70809 570.42508 52 84 - 528.20618 - 245 3410s 109162 70904 559.71280 53 61 - 528.21124 - 245 3415s 109285 70997 529.85211 41 94 - 528.21508 - 245 3420s 109343 71045 547.62618 44 70 - 528.21513 - 245 3425s 109472 71148 infeasible 67 - 528.22257 - 245 3430s 109611 71237 558.49962 48 89 - 528.22992 - 245 3435s 109757 71351 543.70557 52 65 - 528.23415 - 245 3440s 109851 71421 566.69000 60 76 - 528.23866 - 245 3445s 109953 71489 infeasible 49 - 528.23962 - 245 3450s 110110 71596 542.36717 43 93 - 528.24464 - 245 3455s 110254 71708 589.67301 65 76 - 528.24464 - 245 3460s 110396 71810 540.07212 41 106 - 528.25235 - 245 3465s 110474 71860 541.48958 50 92 - 528.25908 - 245 3470s 110584 71944 551.40213 58 86 - 528.26397 - 245 3475s 110720 72014 538.34394 55 76 - 528.27202 - 245 3480s 110858 72118 553.70940 70 80 - 528.28022 - 245 3485s 111052 72242 555.33605 50 72 - 528.28072 - 245 3490s 111230 72344 531.88110 40 96 - 528.28658 - 245 3495s 111372 72444 533.60307 38 84 - 528.28868 - 245 3500s 111494 72531 533.42944 45 89 - 528.29398 - 245 3505s 111608 72607 591.11241 99 80 - 528.29745 - 245 3510s 111729 72692 infeasible 97 - 528.30361 - 245 3515s 111854 72771 537.14141 42 80 - 528.30685 - 245 3520s 112015 72898 532.85622 48 86 - 528.31380 - 245 3525s 112140 72999 597.40568 96 72 - 528.31403 - 245 3530s 112309 73123 infeasible 89 - 528.31543 - 245 3535s 112463 73233 infeasible 47 - 528.32116 - 244 3540s 112569 73299 550.67367 66 68 - 528.32616 - 244 3545s 112741 73421 infeasible 74 - 528.34024 - 244 3550s 112835 73495 infeasible 75 - 528.34260 - 244 3555s 113028 73616 548.65052 44 70 - 528.34681 - 244 3560s 113166 73708 545.63785 47 84 - 528.34936 - 244 3565s 113303 73821 570.11367 73 79 - 528.35335 - 244 3570s 113453 73931 545.89195 56 65 - 528.35634 - 244 3575s 113628 74054 546.46670 54 78 - 528.36572 - 244 3580s 113744 74136 563.27790 49 59 - 528.36724 - 244 3585s 113891 74255 577.63694 101 75 - 528.37617 - 244 3590s 114055 74369 531.37787 45 79 - 528.38461 - 244 3595s Cutting planes: Gomory: 10 Cover: 3 Implied bound: 4 Flow cover: 44 Zero half: 3 Explored 114130 nodes (27866536 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.290000000000e+02, gap -