Gurobi 5.0.1 (linux64) logging started Mon Dec 24 04:12:48 2012 Optimize a model with 45752 rows, 45300 columns and 201288 nonzeros Presolve removed 2537 rows and 300 columns Presolve time: 0.34s Presolved: 43215 rows, 45000 columns, 197957 nonzeros Variable types: 22350 continuous, 22650 integer (22650 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 30287 4.6656273e+02 9.064359e+02 0.000000e+00 5s 39839 4.8952644e+02 1.383389e+02 0.000000e+00 10s 44808 5.0041428e+02 3.741251e+02 0.000000e+00 15s 48743 5.1059347e+02 2.990331e+02 0.000000e+00 20s 52154 5.1646755e+02 1.969420e+03 0.000000e+00 25s 55489 5.1939415e+02 2.711660e+01 0.000000e+00 30s 58733 5.2191368e+02 2.112388e+01 0.000000e+00 35s 62449 5.2444609e+02 1.108149e+01 0.000000e+00 40s 66335 5.2624977e+02 6.196576e-01 0.000000e+00 45s 70002 5.2698971e+02 0.000000e+00 0.000000e+00 49s Root relaxation: objective 5.269897e+02, 70002 iterations, 49.36 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 526.98971 0 296 - 526.98971 - - 50s 0 0 580.34433 0 299 - 580.34433 - - 69s 0 0 614.67129 0 325 - 614.67129 - - 88s 0 0 630.35090 0 363 - 630.35090 - - 99s 0 0 640.23725 0 364 - 640.23725 - - 108s 0 0 643.10825 0 376 - 643.10825 - - 114s 0 0 643.58987 0 374 - 643.58987 - - 118s 0 0 643.90638 0 377 - 643.90638 - - 120s 0 0 643.93141 0 373 - 643.93141 - - 122s 0 0 644.05085 0 378 - 644.05085 - - 125s 0 0 644.05168 0 376 - 644.05168 - - 202s 0 0 644.05168 0 373 - 644.05168 - - 204s 0 2 644.05191 0 373 - 644.05191 - - 237s 1 3 644.83803 1 367 - 644.16996 - 2274 244s 2 4 645.04125 1 357 - 644.86377 - 2539 250s 5 7 645.48532 3 365 - 645.04325 - 1772 258s 6 8 646.74925 4 359 - 645.04325 - 1851 262s 7 9 647.22301 4 347 - 645.04325 - 2170 272s 8 9 648.16377 5 333 - 645.04325 - 2264 279s 9 10 648.90211 5 326 - 645.04325 - 2343 286s 11 12 648.85412 7 337 - 645.04325 - 2131 291s 12 13 656.34882 7 332 - 645.04325 - 2376 300s 14 15 649.84826 8 333 - 645.04325 - 2318 307s 15 16 650.36425 9 344 - 645.04325 - 2251 310s 16 17 652.61817 10 344 - 645.04325 - 2248 315s 18 19 652.44433 11 326 - 645.04325 - 2248 322s 19 20 651.83960 11 330 - 645.04325 - 2298 328s 21 22 652.71064 13 320 - 645.04325 - 2131 330s 23 24 654.55450 15 317 - 645.04325 - 2101 335s 25 26 654.78090 16 314 - 645.04325 - 2061 340s 26 27 670.20056 16 323 - 645.04325 - 2402 361s 31 28 656.43250 18 317 - 645.04325 - 2134 366s 37 34 657.08700 24 311 - 645.04325 - 1849 371s 40 36 658.93452 27 299 - 645.04325 - 1796 378s 41 37 665.52612 27 288 - 645.04325 - 1949 390s 44 40 660.98656 30 292 - 645.04325 - 1900 395s 48 44 660.41482 32 286 - 645.04325 - 1812 400s 52 48 660.94185 35 279 - 645.04325 - 1742 405s 55 51 667.06333 38 272 - 645.04325 - 1725 413s 57 53 664.24120 39 273 - 645.04325 - 1693 415s 62 58 665.93974 42 267 - 645.04325 - 1643 422s 67 61 665.82406 46 263 - 645.04325 - 1544 425s 70 64 667.47605 48 263 - 645.04325 - 1530 430s 74 66 668.57334 51 264 - 645.04325 - 1492 435s 76 68 672.73169 52 272 - 645.04325 - 1500 441s 77 69 674.36949 53 269 - 645.04325 - 1516 445s 82 72 674.61157 56 283 - 645.04325 - 1480 451s 85 75 675.95299 58 271 - 645.04325 - 1472 455s 88 76 infeasible 59 - 645.04325 - 1477 460s 91 79 681.36843 61 259 - 645.04325 - 1473 466s 93 81 681.22904 62 254 - 645.04325 - 1467 470s 101 87 682.70036 69 235 - 645.04325 - 1395 476s 109 95 682.94748 76 223 - 645.04325 - 1323 481s 112 97 694.72295 78 219 - 645.04325 - 1354 491s 114 97 infeasible 79 - 645.04325 - 1389 497s 117 100 684.91001 82 230 - 645.04325 - 1369 500s 120 103 687.19304 83 232 - 645.04325 - 1374 506s 131 114 689.47586 93 220 - 645.04325 - 1292 512s 133 114 690.56354 94 216 - 645.04325 - 1295 515s 135 116 698.96818 95 218 - 645.04325 - 1314 522s 137 117 693.74426 96 213 - 645.04325 - 1321 525s 143 123 696.65641 102 203 - 645.04325 - 1297 532s 144 124 706.02039 102 229 - 645.04325 - 1305 536s 150 128 702.52711 107 194 - 645.04325 - 1284 541s 156 130 706.85479 110 211 - 645.04325 - 1269 547s 160 128 infeasible 112 - 645.04325 - 1257 550s 165 127 infeasible 111 - 645.04325 - 1254 556s 166 128 646.48963 2 346 - 645.05116 - 1264 560s 167 129 649.54270 3 345 - 645.05116 - 1278 566s 168 130 656.39393 3 346 - 645.05116 - 1317 578s 169 131 652.28674 4 342 - 645.05116 - 1320 581s 171 133 650.76304 5 343 - 645.05116 - 1322 585s 175 137 651.56510 8 344 - 645.05116 - 1317 591s 180 142 651.88383 12 346 - 645.05116 - 1292 595s 184 144 infeasible 15 - 645.05116 - 1288 600s 190 146 653.73070 18 334 - 645.05116 - 1271 606s 193 149 658.39585 20 326 - 645.05116 - 1281 614s 194 150 654.03666 21 336 - 645.05116 - 1277 615s 199 153 654.92594 24 335 - 645.05116 - 1266 620s 200 154 655.67066 25 338 - 645.05116 - 1276 625s 202 156 656.68711 27 342 - 645.05116 - 1280 630s 204 158 660.60932 28 331 - 645.05116 - 1302 640s 209 163 663.55727 32 323 - 645.05116 - 1308 649s 210 164 660.48245 33 325 - 645.05116 - 1307 651s 215 169 660.73514 37 327 - 645.05116 - 1287 655s 222 176 661.87025 42 315 - 645.05116 - 1270 662s 227 181 663.36536 47 322 - 645.05116 - 1250 665s 231 185 664.20718 50 302 - 645.05116 - 1241 670s 238 192 664.43805 56 317 - 645.05116 - 1219 675s 243 197 665.49784 61 315 - 645.05116 - 1209 681s 246 198 669.50447 62 311 - 645.05116 - 1205 685s 249 201 670.74636 64 308 - 645.05116 - 1204 690s 252 204 674.42772 65 312 - 645.05116 - 1206 696s 256 208 676.23230 68 311 - 645.05116 - 1199 701s 260 212 677.09866 71 297 - 645.05116 - 1193 705s 262 214 677.76700 72 288 - 645.05116 - 1197 711s 264 216 678.54603 73 276 - 645.05116 - 1203 715s 266 218 681.99422 74 306 - 645.05116 - 1209 721s 268 220 683.91546 75 295 - 645.05116 - 1217 727s 271 223 684.04861 77 309 - 645.05116 - 1220 733s 272 224 680.65856 78 290 - 645.05116 - 1219 735s 276 228 685.44150 80 300 - 645.05116 - 1225 744s 278 230 681.14056 82 285 - 645.05116 - 1218 745s 279 231 686.07207 82 305 - 645.05116 - 1229 750s 284 236 685.64371 86 299 - 645.05116 - 1230 758s 285 237 682.06370 87 293 - 645.05116 - 1232 761s 288 240 683.07512 90 287 - 645.05116 - 1230 765s 293 245 687.88165 94 293 - 645.05116 - 1227 773s 295 247 684.35294 96 278 - 645.05116 - 1224 775s 300 252 685.39977 99 281 - 645.05116 - 1215 780s 301 253 690.01334 100 302 - 645.05116 - 1226 786s 305 257 690.54817 102 298 - 645.05116 - 1227 793s 306 258 686.41076 103 284 - 645.05116 - 1225 795s 310 262 688.02660 106 280 - 645.05116 - 1220 800s 314 266 692.60865 108 292 - 645.05116 - 1228 809s 317 269 690.53690 111 280 - 645.05116 - 1218 810s 325 275 693.27730 116 282 - 645.05116 - 1204 816s 328 278 694.47297 118 276 - 645.05116 - 1200 820s 332 282 739.82235 121 286 - 645.05116 - 1230 841s 337 287 698.25929 124 275 - 645.05116 - 1223 847s 340 290 704.91036 127 292 - 645.05116 - 1223 852s 343 293 710.45739 128 276 - 645.05116 - 1229 860s 349 299 700.77096 133 286 - 645.05116 - 1217 865s 351 301 711.84072 134 271 - 645.05116 - 1224 870s 354 304 703.30232 136 280 - 645.05116 - 1223 875s 359 309 708.49655 138 280 - 645.05116 - 1221 882s 362 312 709.77564 140 283 - 645.05116 - 1218 886s 365 315 712.68314 142 271 - 645.05116 - 1219 891s 367 315 infeasible 143 - 645.05116 - 1228 898s 368 316 725.12827 143 255 - 645.05116 - 1231 900s 370 316 726.96691 144 257 - 645.05116 - 1236 905s 376 320 infeasible 148 - 645.05116 - 1227 910s 386 319 647.14250 2 351 - 645.27032 - 1209 917s 387 320 647.95605 3 343 - 645.27032 - 1211 920s 391 324 648.95250 7 351 - 645.27032 - 1211 927s 392 325 651.14078 7 348 - 645.27032 - 1214 930s 394 327 649.51827 9 345 - 645.27032 - 1215 935s 396 329 652.26271 11 347 - 645.27032 - 1223 944s 397 330 651.75293 11 341 - 645.27032 - 1227 948s 400 333 651.89395 13 335 - 645.27032 - 1221 950s 404 337 653.13079 15 309 - 645.27032 - 1219 956s 410 343 654.41884 19 313 - 645.27032 - 1210 961s 412 345 656.23953 20 308 - 645.27032 - 1215 966s 415 348 656.69553 22 307 - 645.27032 - 1213 971s 419 352 658.01191 25 304 - 645.27032 - 1209 975s 426 359 662.54705 30 299 - 645.27032 - 1200 980s 430 363 668.58000 33 291 - 645.27032 - 1203 989s 432 365 663.36182 35 303 - 645.27032 - 1200 990s 435 368 664.91350 37 302 - 645.27032 - 1199 995s 438 371 666.05526 39 287 - 645.27032 - 1201 1001s 439 372 668.14455 39 289 - 645.27032 - 1205 1005s 443 374 667.60881 42 278 - 645.27032 - 1202 1010s 445 376 668.49815 43 288 - 645.27032 - 1208 1017s 446 377 669.35422 44 288 - 645.27032 - 1210 1020s 448 379 669.11009 45 293 - 645.27032 - 1214 1026s 449 380 685.28053 45 278 - 645.27032 - 1235 1040s 457 388 671.49659 53 297 - 645.27032 - 1223 1046s 466 395 672.29832 61 292 - 645.27032 - 1206 1050s 468 397 675.52232 62 290 - 645.27032 - 1209 1055s 470 399 683.72984 63 282 - 645.27032 - 1219 1077s 473 402 677.94097 66 290 - 645.27032 - 1216 1080s 477 406 679.62411 68 286 - 645.27032 - 1214 1085s 485 414 689.06600 74 270 - 645.27032 - 1203 1090s 488 415 687.20224 76 272 - 645.27032 - 1206 1095s 490 417 687.89135 77 263 - 645.27032 - 1208 1100s 494 419 infeasible 80 - 645.27032 - 1225 1113s 497 422 691.62106 82 243 - 645.27032 - 1221 1115s 499 424 693.19574 83 250 - 645.27032 - 1224 1120s 506 429 infeasible 87 - 645.27032 - 1219 1126s 515 438 699.27809 94 239 - 645.27032 - 1201 1130s 522 443 infeasible 99 - 645.27032 - 1196 1136s 526 439 infeasible 98 - 645.27032 - 1201 1142s 527 440 647.54195 4 364 - 645.27469 - 1205 1147s 529 442 648.83798 5 356 - 645.27469 - 1210 1154s 530 443 649.54156 6 361 - 645.27469 - 1215 1160s 532 445 648.56037 7 364 - 645.27469 - 1216 1165s 533 446 649.31658 8 370 - 645.27469 - 1219 1170s 534 447 651.04914 8 362 - 645.27469 - 1224 1175s 536 449 650.09435 10 356 - 645.27469 - 1225 1180s 538 451 651.31097 11 370 - 645.27469 - 1230 1186s 541 454 652.49735 14 360 - 645.27469 - 1229 1191s 542 455 654.39562 13 348 - 645.27469 - 1238 1200s 548 461 653.71711 20 353 - 645.27469 - 1231 1205s 553 466 655.19026 24 335 - 645.27469 - 1230 1212s 555 468 657.86901 26 325 - 645.27469 - 1229 1215s 557 470 704.55136 26 308 - 645.27469 - 1250 1235s 559 472 660.83954 27 318 - 645.27469 - 1254 1240s 563 476 664.26453 30 318 - 645.27469 - 1252 1245s 566 479 663.85951 30 323 - 645.27469 - 1253 1250s 568 481 668.24436 30 308 - 645.27469 - 1260 1259s 569 482 667.87199 30 305 - 645.27469 - 1265 1265s 573 486 664.72233 32 320 - 645.27469 - 1263 1270s 574 487 668.04087 33 299 - 645.27469 - 1271 1278s 575 488 666.54725 33 318 - 645.27469 - 1274 1283s 576 487 infeasible 32 - 645.27469 - 1294 1298s 578 489 666.59359 34 289 - 645.27469 - 1294 1301s 582 493 666.39872 34 311 - 645.27469 - 1292 1305s 583 492 infeasible 35 - 645.27469 - 1303 1313s 585 494 668.07554 36 303 - 645.27469 - 1303 1316s 588 497 668.37600 36 297 - 645.27469 - 1300 1320s 591 500 668.37600 37 298 - 645.27469 - 1302 1325s 594 503 668.36555 37 305 - 645.27469 - 1303 1331s 596 505 669.47426 38 296 - 645.27469 - 1305 1335s 601 509 656.71009 23 373 - 645.27469 - 1299 1349s 603 510 698.85720 96 293 - 645.27469 - 1295 1403s 604 511 662.09888 33 342 - 645.27469 - 1293 1427s 605 512 683.91770 76 339 - 645.27469 - 1291 1451s 606 512 672.76668 65 354 - 645.27469 - 1288 1466s 607 513 676.16163 58 373 - 647.80543 - 1286 1480s 608 514 672.76668 65 382 - 649.75806 - 1284 1490s 609 514 652.46360 13 371 - 650.55826 - 1282 1499s 610 515 698.85720 96 380 - 650.77641 - 1280 1506s 611 516 681.99422 75 376 - 651.77960 - 1278 1515s 612 516 676.16163 58 366 - 651.95830 - 1276 1523s 613 517 698.85720 96 375 - 652.05953 - 1274 1529s 614 518 661.29512 34 377 - 652.06298 - 1272 1534s 615 518 672.76578 65 374 - 652.09137 - 1270 1539s 616 519 676.16163 58 381 - 652.09137 - 1267 1544s 617 520 683.91770 76 382 - 652.09137 - 1265 1549s 618 520 662.09888 33 394 - 652.10137 - 1263 1551s 620 522 656.71009 23 387 - 652.11627 - 1259 1555s 623 524 672.76668 65 390 - 652.13903 - 1253 1560s 626 526 692.60865 109 373 - 652.17217 - 1460 1640s 628 527 683.91770 76 295 - 652.17217 - 1456 1692s 629 528 672.76668 65 333 - 652.17217 - 1453 1720s 630 529 692.60865 109 352 - 652.17217 - 1451 1742s 631 529 661.29512 34 369 - 652.17217 - 1449 1760s 632 530 685.65778 87 386 - 652.17217 - 1447 1771s 633 531 705.72424 136 383 - 652.17217 - 1444 1782s 634 531 690.63062 81 380 - 652.17217 - 1442 1790s 635 532 661.29512 34 376 - 652.17217 - 1440 1796s 636 533 672.76578 65 381 - 652.17217 - 1437 1803s 637 533 652.46360 13 384 - 652.17217 - 1435 1809s 638 534 672.76668 65 377 - 652.17217 - 1433 1815s 639 535 672.76578 65 382 - 652.17217 - 1431 1822s 640 535 652.66379 13 350 - 652.66379 - 1429 1834s 641 536 715.27525 143 376 - 653.35037 - 1426 1841s 642 537 685.65778 87 377 - 654.20297 - 1424 1849s 643 537 683.91770 76 382 - 654.43460 - 1422 1852s 644 538 672.76668 65 366 - 655.70646 - 1420 1857s 646 539 681.99422 75 358 - 655.72961 - 1415 1862s 648 541 683.91770 76 376 - 655.73156 - 1411 1866s 650 542 700.40022 95 374 - 655.85761 - 1407 1871s 653 544 715.27525 143 382 - 655.88624 - 1400 1876s 655 545 698.85720 96 380 - 655.88658 - 1396 1880s 657 547 655.88658 13 380 - 655.88658 - 1392 1953s 658 547 700.40022 95 378 - 655.88658 - 1389 1955s 659 548 676.16163 58 378 - 655.88658 - 1387 2009s 660 551 655.99466 29 381 - 655.99466 - 1589 2084s 662 550 656.73687 30 379 - 656.32268 - 1588 2160s 663 551 659.41220 30 381 - 656.93142 - 1591 2244s 664 551 659.63308 31 381 - 656.93142 - 1590 2312s 666 551 659.63815 32 376 - 656.93142 - 1586 2318s 668 550 659.81620 33 369 - 656.93142 - 1582 2324s 669 551 665.56249 33 365 - 656.93142 - 1590 2344s 670 551 660.25919 34 365 - 656.93142 - 1589 2349s 671 552 661.02493 34 365 - 656.93142 - 1588 2352s 672 553 660.34926 35 362 - 656.93142 - 1586 2356s 674 552 661.55278 36 367 - 656.93142 - 1589 2367s 675 553 663.39911 36 358 - 656.93142 - 1590 2374s 676 553 661.66199 37 373 - 656.93142 - 1588 2379s 677 554 669.01828 37 344 - 656.93142 - 1598 2399s 678 555 661.66233 38 372 - 656.93142 - 1596 2401s 680 554 661.99789 39 364 - 656.93142 - 1595 2407s 681 555 665.26170 39 365 - 656.93142 - 1598 2413s 682 555 662.14130 40 352 - 656.93142 - 1597 2417s 683 556 669.51035 40 341 - 656.93142 - 1605 2433s 684 557 662.15512 41 351 - 656.93142 - 1603 2435s 685 555 infeasible 41 - 656.93142 - 1644 2475s 686 556 663.97767 42 351 - 656.93142 - 1644 2481s 688 557 664.53643 43 329 - 656.93142 - 1642 2488s 689 558 663.92638 43 337 - 656.93142 - 1641 2492s 691 557 infeasible 44 - 656.93142 - 1647 2501s 693 559 667.37644 45 360 - 656.93142 - 1645 2506s 695 560 665.35504 46 344 - 656.93142 - 1643 2511s 696 561 669.59381 47 332 - 656.93142 - 1645 2519s 697 561 665.51800 47 344 - 656.93142 - 1646 2525s 699 563 716.79677 48 324 - 656.93142 - 1657 2547s 700 563 667.21937 49 348 - 656.93142 - 1657 2552s 701 564 667.63938 49 332 - 656.93142 - 1660 2560s 703 563 infeasible 50 - 656.93142 - 1686 2590s 706 563 668.78481 52 328 - 656.93142 - 1682 2596s 708 565 672.48077 53 335 - 656.93142 - 1682 2604s 709 565 669.61180 53 320 - 656.93142 - 1681 2607s 711 567 670.72695 54 320 - 656.93142 - 1681 2613s 712 567 681.60902 55 298 - 656.93142 - 1686 2625s 714 569 675.04035 56 300 - 656.93142 - 1687 2633s 715 569 672.55761 56 316 - 656.93142 - 1687 2636s 717 571 674.90109 57 320 - 656.93142 - 1686 2640s 720 573 676.72278 59 321 - 656.93142 - 1684 2646s 722 574 675.73921 60 315 - 656.93142 - 1682 2651s 724 575 675.51365 61 309 - 656.93142 - 1681 2655s 728 578 677.15639 63 299 - 656.93142 - 1676 2661s 731 580 733.94530 64 267 - 656.93142 - 1684 2680s 733 579 infeasible 65 - 656.93142 - 1690 2688s 735 581 682.97389 66 321 - 656.93142 - 1689 2694s 736 581 678.48786 67 297 - 656.93142 - 1687 2695s 738 583 678.80472 68 290 - 656.93142 - 1686 2700s 739 583 683.60697 68 280 - 656.93142 - 1687 2705s 741 585 682.25607 69 275 - 656.93142 - 1692 2717s 743 586 695.95934 70 294 - 656.93142 - 1694 2725s 745 587 687.07295 71 279 - 656.93142 - 1694 2731s 746 588 680.15698 72 279 - 656.93142 - 1694 2735s 749 588 infeasible 73 - 656.93142 - 1695 2742s 750 589 680.51278 74 278 - 656.93142 - 1695 2745s 752 590 682.42163 75 264 - 656.93142 - 1696 2752s 753 591 681.28732 75 270 - 656.93142 - 1695 2755s 755 592 699.77496 76 272 - 656.93142 - 1700 2767s 757 593 685.58625 77 274 - 656.93142 - 1702 2776s 759 593 infeasible 78 - 656.93142 - 1705 2780s 760 593 686.22625 79 258 - 656.93142 - 1708 2787s 761 594 687.17442 79 267 - 656.93142 - 1710 2793s 762 595 688.63336 80 267 - 656.93142 - 1712 2799s 763 595 686.85664 80 257 - 656.93142 - 1712 2803s 765 597 689.19477 81 257 - 656.93142 - 1710 2808s 766 597 690.81616 82 263 - 656.93142 - 1711 2812s 767 598 689.82476 82 261 - 656.93142 - 1714 2818s 769 599 690.98282 83 249 - 656.93142 - 1711 2821s 771 601 693.26731 84 253 - 656.93142 - 1713 2829s 772 601 690.75319 85 260 - 656.93142 - 1711 2830s 773 602 695.06302 85 270 - 656.93142 - 1712 2835s 777 605 701.74928 87 254 - 656.93142 - 1708 2842s 779 606 707.96411 88 260 - 656.93142 - 1712 2853s 781 607 738.62304 89 239 - 656.93142 - 1717 2862s 784 609 696.70270 91 252 - 656.93142 - 1712 2865s 786 611 697.01813 92 248 - 656.93142 - 1711 2871s 788 610 697.46422 93 248 - 656.93142 - 1711 2876s 789 611 753.37484 93 256 - 656.93142 - 1720 2888s 791 612 733.90546 94 252 - 656.93142 - 1725 2899s 792 613 697.97781 95 244 - 656.93142 - 1724 2900s 793 613 752.31723 95 252 - 656.93142 - 1734 2913s 795 615 753.43676 96 257 - 656.93142 - 1740 2924s 796 615 700.42020 97 243 - 656.93142 - 1740 2926s 797 616 742.96943 97 252 - 656.93142 - 1747 2937s 799 617 756.33839 98 261 - 656.93142 - 1753 2948s 801 619 758.09133 99 252 - 656.93142 - 1757 2957s 803 620 751.53534 100 240 - 656.93142 - 1762 2967s 804 619 infeasible 101 - 656.93142 - 1763 2970s 805 619 758.09133 101 252 - 656.93142 - 1769 2978s 807 621 759.91540 102 250 - 656.93142 - 1767 2981s 810 623 759.51270 104 240 - 656.93142 - 1765 2987s 811 623 759.60447 104 250 - 656.93142 - 1764 2990s 812 624 761.33285 105 232 - 656.93142 - 1768 2997s 814 625 762.17321 106 235 - 656.93142 - 1765 3001s 817 627 772.88736 107 228 - 656.93142 - 1762 3007s 819 629 779.07614 108 241 - 656.93142 - 1762 3012s 820 629 770.04640 109 226 - 656.93142 - 1762 3015s 823 631 770.84316 110 228 - 656.93142 - 1762 3022s 824 632 767.57826 111 243 - 656.93142 - 1762 3025s 825 633 776.33187 111 227 - 656.93142 - 1765 3031s 827 634 775.05930 112 243 - 656.93142 - 1764 3036s 831 635 769.85874 114 244 - 656.93142 - 1759 3040s 835 635 807.80371 116 222 - 656.93142 - 1763 3053s 837 637 785.12821 117 235 - 656.93142 - 1761 3057s 839 638 774.61689 118 234 - 656.93142 - 1758 3060s 841 637 infeasible 119 - 656.93142 - 1763 3067s 843 639 791.01895 120 218 - 656.93142 - 1764 3074s 844 639 772.36499 121 231 - 656.93142 - 1762 3075s 845 638 infeasible 121 - 656.93142 - 1775 3089s 846 638 772.46587 122 230 - 656.93142 - 1773 3090s 847 636 infeasible 122 - 656.93142 - 1783 3102s 850 638 788.83200 124 230 - 656.93142 - 1782 3108s 852 640 775.56404 125 247 - 656.93142 - 1781 3112s 854 641 787.33840 126 221 - 656.93142 - 1781 3117s 856 640 infeasible 127 - 656.93142 - 1789 3129s 857 641 773.17831 128 240 - 656.93142 - 1788 3130s 859 642 773.34415 129 232 - 656.93142 - 1787 3135s 860 641 infeasible 129 - 656.93142 - 1793 3142s 862 640 infeasible 130 - 656.93142 - 1802 3155s 864 640 infeasible 131 - 656.93142 - 1809 3166s 866 639 infeasible 132 - 656.93142 - 1817 3177s 868 638 infeasible 133 - 656.93142 - 1824 3188s 870 638 infeasible 134 - 656.93142 - 1829 3196s 872 637 infeasible 135 - 656.93142 - 1836 3208s 874 636 infeasible 136 - 656.93142 - 1843 3219s 875 637 776.82272 137 228 - 656.93142 - 1843 3221s 877 638 775.35258 138 237 - 656.93142 - 1841 3225s 879 640 777.08230 139 229 - 656.93142 - 1840 3230s 880 640 777.14542 139 235 - 656.93142 - 1841 3235s 883 642 779.41770 141 226 - 656.93142 - 1839 3240s 887 643 779.64261 143 219 - 656.93142 - 1834 3246s 888 644 785.72572 143 221 - 656.93142 - 1836 3250s 891 646 780.29304 145 210 - 656.93142 - 1833 3255s 893 647 780.36268 146 211 - 656.93142 - 1833 3260s 896 647 infeasible 147 - 656.93142 - 1832 3265s 900 649 789.95817 149 202 - 656.93142 - 1830 3271s 903 649 infeasible 151 - 656.93142 - 1829 3276s 905 648 infeasible 152 - 656.93142 - 1830 3281s 909 647 infeasible 154 - 656.93142 - 1829 3287s 913 645 infeasible 156 - 656.93142 - 1828 3294s 914 646 782.08207 157 209 - 656.93142 - 1827 3296s 915 647 793.17806 157 223 - 656.93142 - 1831 3304s 916 647 782.46430 158 210 - 656.93142 - 1830 3305s 919 647 infeasible 159 - 656.93142 - 1832 3313s 921 647 infeasible 160 - 656.93142 - 1832 3317s 923 646 infeasible 161 - 656.93142 - 1833 3322s 925 647 811.85173 162 206 - 656.93142 - 1836 3330s 927 647 infeasible 163 - 656.93142 - 1841 3337s 930 647 783.34893 165 209 - 656.93142 - 1837 3340s 932 646 783.66455 166 211 - 656.93142 - 1839 3345s 933 645 infeasible 166 - 656.93142 - 1843 3350s 935 644 infeasible 167 - 656.93142 - 1846 3356s 937 643 infeasible 168 - 656.93142 - 1848 3361s 941 644 infeasible 170 - 656.93142 - 1849 3368s 944 646 785.29112 172 207 - 656.93142 - 1844 3370s 945 647 799.67602 172 212 - 656.93142 - 1846 3375s 947 648 799.86227 173 209 - 656.93142 - 1847 3381s 949 649 804.08208 174 208 - 656.93142 - 1848 3386s 953 650 infeasible 176 - 656.93142 - 1848 3393s 955 651 810.82037 177 227 - 656.93142 - 1852 3402s 957 653 797.75574 178 211 - 656.93142 - 1850 3405s 961 653 infeasible 180 - 656.93142 - 1850 3413s 963 655 788.99093 181 203 - 656.93142 - 1849 3416s 965 654 infeasible 182 - 656.93142 - 1848 3420s 968 654 789.73553 184 206 - 656.93142 - 1847 3426s 970 653 790.15548 185 209 - 656.93142 - 1847 3430s 971 652 infeasible 185 - 656.93142 - 1851 3435s 974 654 790.96334 187 206 - 656.93142 - 1848 3440s 977 652 infeasible 188 - 656.93142 - 1868 3457s 979 649 infeasible 189 - 656.93142 - 1870 3465s 981 647 infeasible 187 - 656.93142 - 1870 3470s 983 648 662.83155 32 376 - 657.34719 - 1875 3486s 984 649 665.38115 32 367 - 661.02701 - 1880 3497s 985 649 663.52800 33 373 - 661.02701 - 1879 3501s 986 648 infeasible 33 - 661.02701 - 1882 3505s 987 649 665.98040 34 349 - 661.02701 - 1883 3510s 988 649 667.55187 34 363 - 661.02701 - 1884 3516s 990 651 682.05003 35 352 - 661.02701 - 1885 3523s 991 651 667.66104 36 344 - 661.02701 - 1884 3525s 993 653 668.20007 37 343 - 661.02701 - 1884 3532s 994 651 infeasible 37 - 661.02701 - 1892 3544s 995 652 669.13647 38 335 - 661.02701 - 1892 3548s 996 653 673.42304 38 338 - 661.02701 - 1893 3554s 997 653 670.90057 39 327 - 661.02701 - 1894 3569s 998 654 673.42961 39 334 - 661.02701 - 1894 3573s 999 655 671.22873 40 328 - 661.02701 - 1894 3575s 1000 655 677.98565 40 334 - 661.02701 - 1900 3591s 1002 657 679.35206 41 322 - 661.02701 - 1902 3599s Cutting planes: Gomory: 18 Cover: 50 Implied bound: 19 Clique: 1 Flow cover: 134 GUB cover: 53 Zero half: 4 Explored 1003 nodes (2026591 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.620000000000e+02, gap -