Gurobi 5.0.1 (linux64) logging started Sun Dec 23 02:17:59 2012 Optimize a model with 45752 rows, 45300 columns and 202792 nonzeros Presolve removed 1047 rows and 300 columns Presolve time: 0.34s Presolved: 44705 rows, 45000 columns, 200937 nonzeros Variable types: 22350 continuous, 22650 integer (22650 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 30655 4.8073517e+02 1.754068e+03 0.000000e+00 5s 40952 5.1536266e+02 9.581890e+02 0.000000e+00 10s 45409 5.2003606e+02 6.064217e+02 0.000000e+00 15s 49720 5.3013028e+02 2.097502e+02 0.000000e+00 20s 53879 5.4167104e+02 2.286373e+02 0.000000e+00 25s 58088 5.5372237e+02 9.812512e+01 0.000000e+00 30s 62199 5.7375632e+02 2.310557e+03 0.000000e+00 35s 66268 5.8046216e+02 1.949155e+02 0.000000e+00 40s 70649 5.8382563e+02 2.201206e+00 0.000000e+00 45s 74110 5.8552386e+02 3.698836e+00 0.000000e+00 50s 77954 5.8678369e+02 1.119538e+02 0.000000e+00 55s 80863 5.8733809e+02 0.000000e+00 0.000000e+00 60s Root relaxation: objective 5.873381e+02, 80863 iterations, 59.74 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 587.33809 0 331 - 587.33809 - - 60s 0 0 687.42659 0 331 - 687.42659 - - 81s 0 0 704.04243 0 336 - 704.04243 - - 93s 0 0 717.30327 0 318 - 717.30327 - - 104s 0 0 719.44149 0 348 - 719.44149 - - 109s 0 0 725.10618 0 325 - 725.10618 - - 116s 0 0 725.83457 0 322 - 725.83457 - - 120s 0 0 726.10138 0 329 - 726.10138 - - 121s 0 0 726.37734 0 340 - 726.37734 - - 124s 0 0 726.38093 0 336 - 726.38093 - - 179s 0 0 726.38093 0 336 - 726.38093 - - 180s 0 2 726.38101 0 336 - 726.38101 - - 191s 2 4 730.74442 2 315 - 726.46654 - 1886 202s 3 5 730.02494 2 312 - 726.46654 - 2224 209s 4 6 730.28064 3 321 - 726.46654 - 1944 211s 5 7 732.43119 3 313 - 726.46654 - 2201 217s 8 10 731.53201 5 306 - 726.46654 - 1585 220s 12 14 732.49542 8 296 - 726.46654 - 1374 228s 13 15 741.37807 8 303 - 726.46654 - 1650 236s 15 17 732.78949 9 297 - 726.46654 - 1567 240s 18 20 740.12733 11 281 - 726.46654 - 1564 248s 19 21 735.24827 11 288 - 726.46654 - 1762 258s 20 22 735.74424 12 263 - 726.46654 - 1779 262s 22 24 739.89676 13 260 - 726.46654 - 1884 271s 23 25 736.75039 13 276 - 726.46654 - 1950 276s 25 27 738.60903 14 271 - 726.46654 - 1940 281s 30 32 741.73857 19 257 - 726.46654 - 1789 290s 34 34 744.04466 20 259 - 726.46654 - 1743 297s 36 36 744.49361 22 250 - 726.46654 - 1699 300s 39 39 746.36694 24 240 - 726.46654 - 1664 305s 44 44 750.40868 28 233 - 726.46654 - 1557 310s 48 46 751.06183 29 232 - 726.46654 - 1497 316s 51 49 752.02714 31 234 - 726.46654 - 1471 321s 55 53 752.42361 34 249 - 726.46654 - 1416 325s 59 57 762.80242 37 246 - 726.46654 - 1375 330s 62 60 767.94291 39 220 - 726.46654 - 1419 340s 64 62 763.69259 40 237 - 726.46654 - 1389 349s 65 63 763.92613 41 227 - 726.46654 - 1376 350s 72 70 764.69208 47 229 - 726.46654 - 1281 355s 84 82 765.95448 59 217 - 726.46654 - 1140 361s 86 83 797.93184 60 183 - 726.46654 - 1252 375s 88 83 infeasible 62 - 726.46654 - 1401 391s 90 85 808.06791 63 184 - 726.46654 - 1401 395s 94 88 810.40378 66 186 - 726.46654 - 1379 401s 103 97 813.47089 74 183 - 726.46654 - 1293 406s 113 107 809.08743 84 195 - 726.46654 - 1192 410s 124 116 821.55612 94 180 - 726.46654 - 1132 417s 127 117 infeasible 95 - 726.46654 - 1254 437s 132 122 855.98859 100 197 - 726.46654 - 1251 445s 133 123 853.90890 100 209 - 726.46654 - 1288 451s 139 129 855.51842 105 202 - 726.46654 - 1255 455s 149 139 858.53534 114 187 - 726.46654 - 1190 460s 162 148 infeasible 125 - 726.46654 - 1168 472s 169 148 730.17917 2 310 - 726.66419 - 1157 480s 171 150 732.59109 3 304 - 726.66419 - 1167 486s 177 156 732.26533 8 301 - 726.66419 - 1147 490s 180 159 734.53623 10 294 - 726.66419 - 1160 498s 182 161 735.29143 12 282 - 726.66419 - 1162 502s 184 163 737.43852 14 282 - 726.66419 - 1173 507s 185 164 737.28188 14 271 - 726.66419 - 1183 511s 188 167 737.54170 16 267 - 726.66419 - 1171 523s 191 168 739.66541 17 271 - 726.66419 - 1167 527s 193 170 741.33590 18 271 - 726.66419 - 1172 531s 195 172 744.03685 19 262 - 726.66419 - 1181 537s 197 174 742.38755 21 266 - 726.66419 - 1179 540s 199 176 746.85709 22 269 - 726.66419 - 1186 545s 203 180 744.11511 26 265 - 726.66419 - 1181 550s 207 182 745.65086 29 266 - 726.66419 - 1174 555s 210 185 747.11240 31 267 - 726.66419 - 1179 562s 211 186 747.22513 31 253 - 726.66419 - 1183 565s 213 188 748.93605 33 251 - 726.66419 - 1191 570s 216 191 750.59244 35 251 - 726.66419 - 1193 576s 217 192 750.51657 35 252 - 726.66419 - 1200 580s 221 196 751.28464 38 252 - 726.66419 - 1199 586s 222 197 753.49468 38 268 - 726.66419 - 1210 591s 225 200 751.84923 40 254 - 726.66419 - 1207 595s 229 204 753.44942 44 237 - 726.66419 - 1202 600s 232 207 755.66781 46 217 - 726.66419 - 1201 605s 235 210 755.92567 48 217 - 726.66419 - 1204 611s 240 215 756.57001 51 220 - 726.66419 - 1199 617s 242 217 761.06403 52 220 - 726.66419 - 1199 620s 246 221 759.38795 55 229 - 726.66419 - 1194 625s 250 224 768.83715 58 216 - 726.66419 - 1196 631s 256 230 767.48321 64 211 - 726.66419 - 1177 635s 257 231 796.50182 64 210 - 726.66419 - 1187 640s 261 235 772.06902 67 208 - 726.66419 - 1183 645s 266 240 777.96612 70 224 - 726.66419 - 1196 656s 268 242 780.61196 71 213 - 726.66419 - 1210 663s 274 246 infeasible 77 - 726.66419 - 1192 665s 285 249 infeasible 81 - 726.66419 - 1165 671s 287 247 infeasible 79 - 726.66419 - 1173 675s 289 247 732.37354 2 301 - 730.43011 - 1193 686s 292 250 740.45749 4 334 - 730.43011 - 1199 694s 293 251 740.99740 5 330 - 730.43011 - 1198 695s 295 253 744.52550 7 313 - 730.43011 - 1207 702s 297 255 743.39171 8 305 - 730.43011 - 1211 708s 298 254 infeasible 8 - 730.43011 - 1227 714s 299 255 743.55727 9 310 - 730.43011 - 1226 715s 302 258 744.85495 11 315 - 730.43011 - 1228 720s 306 262 746.94853 14 298 - 730.43011 - 1226 726s 307 263 748.27363 14 289 - 730.43011 - 1234 731s 310 266 749.73425 16 279 - 730.43011 - 1234 736s 313 269 749.50357 18 275 - 730.43011 - 1233 741s 316 270 752.43638 20 266 - 730.43011 - 1231 745s 317 271 754.50742 20 267 - 730.43011 - 1236 750s 320 274 757.07998 22 269 - 730.43011 - 1242 757s 322 274 infeasible 24 - 730.43011 - 1241 760s 325 277 764.72384 25 254 - 730.43011 - 1257 772s 328 280 757.28135 28 253 - 730.43011 - 1255 777s 332 284 758.53667 31 252 - 730.43011 - 1247 780s 338 288 760.91378 34 260 - 730.43011 - 1236 785s 340 290 761.95856 35 260 - 730.43011 - 1239 790s 349 299 765.05249 43 249 - 730.43011 - 1224 799s 351 299 infeasible 44 - 730.43011 - 1224 801s 358 306 767.85437 49 248 - 730.43011 - 1211 806s 363 311 767.85924 53 250 - 730.43011 - 1204 811s 364 310 infeasible 54 - 730.43011 - 1242 828s 365 311 765.97802 54 259 - 730.43011 - 1245 831s 375 319 infeasible 64 - 730.43011 - 1234 840s 376 320 780.69875 64 244 - 730.43011 - 1242 852s 378 322 782.44881 66 238 - 730.43011 - 1241 855s 382 326 784.73640 69 242 - 730.43011 - 1236 860s 386 330 787.71101 72 225 - 730.43011 - 1234 866s 389 333 788.28496 74 218 - 730.43011 - 1231 870s 392 334 820.08842 75 205 - 730.43011 - 1242 878s 396 338 824.25108 78 207 - 730.43011 - 1235 880s 399 341 828.90302 80 190 - 730.43011 - 1239 887s 405 345 832.46326 84 205 - 730.43011 - 1229 891s 408 346 835.58087 86 195 - 730.43011 - 1227 895s 413 345 infeasible 88 - 730.43011 - 1222 900s 416 344 infeasible 90 - 730.43011 - 1224 905s 420 346 733.60358 5 320 - 730.77556 - 1226 912s 423 349 732.31765 8 316 - 730.77556 - 1222 915s 426 352 735.29052 10 314 - 730.77556 - 1226 922s 427 353 733.28346 8 326 - 730.77556 - 1228 925s 433 357 734.80340 12 304 - 730.77556 - 1222 931s 435 359 736.89917 15 309 - 730.77556 - 1223 935s 438 362 739.59586 16 317 - 730.77556 - 1230 944s 439 363 737.21727 16 306 - 730.77556 - 1231 946s 443 367 738.56565 19 306 - 730.77556 - 1227 950s 447 371 741.71840 23 300 - 730.77556 - 1230 957s 449 373 739.75429 21 282 - 730.77556 - 1230 960s 450 374 746.80869 23 299 - 730.77556 - 1235 965s 451 375 741.87634 23 300 - 730.77556 - 1241 970s 452 376 746.95220 23 292 - 730.77556 - 1248 976s 456 379 743.52648 26 303 - 730.77556 - 1244 980s 459 382 746.41429 26 300 - 730.77556 - 1247 985s 463 384 748.10719 27 283 - 730.77556 - 1249 992s 465 386 747.96902 27 293 - 730.77556 - 1252 997s 471 390 749.78384 28 294 - 730.77556 - 1246 1002s 473 390 749.93615 28 294 - 730.77556 - 1246 1005s 475 392 751.45770 29 288 - 730.77556 - 1250 1011s 478 395 751.37536 30 288 - 730.77556 - 1250 1016s 480 397 752.01553 31 293 - 730.77556 - 1255 1022s 481 398 750.95696 31 280 - 730.77556 - 1256 1025s 484 401 752.45030 31 295 - 730.77556 - 1260 1032s 485 402 752.39686 33 281 - 730.77556 - 1261 1035s 490 407 753.32379 34 262 - 730.77556 - 1258 1040s 493 410 754.78011 35 270 - 730.77556 - 1259 1045s 496 413 753.08364 38 279 - 730.77556 - 1258 1050s 499 416 756.13708 37 270 - 730.77556 - 1264 1058s 502 419 753.94129 42 279 - 730.77556 - 1261 1061s 506 419 755.76325 43 270 - 730.77556 - 1259 1066s 508 421 757.35801 44 269 - 730.77556 - 1265 1073s 510 421 758.14694 45 263 - 730.77556 - 1267 1077s 511 422 757.72255 45 270 - 730.77556 - 1269 1080s 514 425 769.69898 47 263 - 730.77556 - 1270 1086s 519 430 760.24462 49 260 - 730.77556 - 1268 1091s 523 434 760.46716 51 266 - 730.77556 - 1265 1095s 527 438 760.77732 53 261 - 730.77556 - 1264 1101s 535 446 761.69020 59 255 - 730.77556 - 1251 1105s 543 454 773.57308 66 260 - 730.77556 - 1241 1110s 552 461 infeasible 73 - 730.77556 - 1239 1120s 563 472 763.60569 81 234 - 730.77556 - 1220 1125s 564 473 762.72975 80 239 - 730.77556 - 1218 1132s 577 486 789.33259 89 229 - 730.77556 - 1205 1142s 581 488 infeasible 95 - 730.77556 - 1214 1152s 582 487 infeasible 95 - 730.77556 - 1222 1157s 584 489 772.00194 93 213 - 730.77556 - 1224 1161s 601 505 742.82584 9 336 - 730.77556 - 1193 1172s 603 506 797.56441 71 336 - 730.77556 - 1189 1232s 604 507 773.14645 102 305 - 730.77556 - 1187 1249s 605 508 757.56047 52 306 - 730.77556 - 1185 1266s 606 508 773.14645 102 296 - 731.42781 - 1183 1286s 607 509 747.11292 32 307 - 734.51694 - 1181 1297s 608 510 768.25409 48 310 - 736.22728 - 1179 1304s 609 510 773.14645 102 327 - 736.68549 - 1177 1309s 610 511 763.03328 91 334 - 737.14088 - 1175 1315s 611 512 765.15077 52 334 - 738.63633 - 1173 1323s 612 512 738.78353 4 334 - 738.78353 - 1171 1327s 613 513 762.03467 65 340 - 739.18288 - 1169 1332s 614 514 742.82584 9 345 - 741.51969 - 1167 1337s 615 514 765.20708 51 345 - 741.68112 - 1166 1342s 616 515 763.92906 55 349 - 741.70504 - 1164 1346s 617 516 809.30899 64 352 - 741.70798 - 1162 1350s 620 518 763.77379 47 346 - 741.80738 - 1156 1355s 623 520 747.11372 32 349 - 741.89760 - 1151 1360s 627 522 762.03467 65 355 - 741.91592 - 1143 1365s 631 525 741.93065 4 353 - 741.93065 - 1136 1370s 635 528 765.20708 51 356 - 741.93771 - 1129 1375s 639 530 763.92906 55 359 - 741.94012 - 1122 1380s 643 533 768.25409 48 361 - 741.94499 - 1115 1385s 647 536 765.20708 51 359 - 741.95323 - 1108 1390s 651 538 741.96015 4 364 - 741.96015 - 1101 1395s 655 541 762.03467 65 352 - 741.97549 - 1094 1400s 659 544 754.41612 37 365 - 741.98063 - 1088 1405s 663 546 765.15077 52 364 - 741.98511 - 1081 1410s 667 549 741.98950 9 368 - 741.98950 - 1075 1415s 671 552 741.99797 4 367 - 741.99797 - 1068 1421s 674 554 762.03467 65 368 - 741.99902 - 1064 1480s 676 555 741.99902 5 368 - 741.99902 - 1060 1526s 677 558 742.29573 10 356 - 742.20688 - 1248 1588s 678 558 744.30449 10 356 - 744.30449 - 1247 1651s 679 559 750.85828 11 351 - 744.30449 - 1247 1709s 680 559 748.70591 11 360 - 744.30449 - 1246 1768s 681 559 782.79993 12 339 - 744.30449 - 1251 1779s 682 560 759.86683 12 323 - 744.30449 - 1254 1787s 683 561 761.62845 13 316 - 744.30449 - 1256 1795s 684 561 761.64928 13 314 - 744.30449 - 1258 1803s 685 562 761.90274 14 313 - 744.30449 - 1257 1808s 687 561 761.92400 15 309 - 744.30449 - 1254 1813s 689 561 762.31430 16 322 - 744.30449 - 1251 1816s 693 559 765.95909 18 293 - 744.30449 - 1249 1823s 694 560 765.57336 18 293 - 744.30449 - 1250 1828s 695 561 765.66350 19 292 - 744.30449 - 1249 1831s 698 559 infeasible 20 - 744.30449 - 1253 1837s 699 559 766.69501 21 304 - 744.30449 - 1253 1841s 701 561 766.96926 22 295 - 744.30449 - 1251 1845s 702 561 774.83969 22 294 - 744.30449 - 1254 1851s 704 561 infeasible 23 - 744.30449 - 1265 1864s 705 561 769.09960 24 280 - 744.30449 - 1265 1866s 706 562 774.53754 24 279 - 744.30449 - 1268 1872s 709 562 infeasible 26 - 744.30449 - 1268 1878s 710 563 787.72690 26 305 - 744.30449 - 1272 1887s 713 563 789.79446 28 303 - 744.30449 - 1269 1896s 714 561 infeasible 28 - 744.30449 - 1274 1900s 716 563 794.50624 29 298 - 744.30449 - 1273 1907s 717 563 791.54769 30 289 - 744.30449 - 1275 1913s 718 562 infeasible 30 - 744.30449 - 1284 1920s 719 563 792.13145 31 281 - 744.30449 - 1286 1927s 720 563 796.35580 31 294 - 744.30449 - 1287 1932s 721 564 792.34510 32 285 - 744.30449 - 1288 1936s 722 565 796.12297 32 294 - 744.30449 - 1291 1942s 723 565 792.89216 33 280 - 744.30449 - 1292 1948s 724 564 infeasible 33 - 744.30449 - 1316 1971s 725 565 793.34837 34 278 - 744.30449 - 1317 1976s 726 565 796.59700 34 291 - 744.30449 - 1323 1986s 727 566 794.33535 35 281 - 744.30449 - 1324 1992s 729 567 794.74376 36 270 - 744.30449 - 1322 1995s 730 566 infeasible 36 - 744.30449 - 1335 2005s 733 568 797.04701 38 295 - 744.30449 - 1335 2014s 734 569 798.23825 38 284 - 744.30449 - 1338 2021s 735 569 799.00562 39 280 - 744.30449 - 1339 2026s 737 571 799.34309 40 280 - 744.30449 - 1338 2030s 738 571 802.12337 40 264 - 744.30449 - 1340 2035s 741 573 801.00281 42 276 - 744.30449 - 1338 2040s 745 576 802.31701 44 268 - 744.30449 - 1333 2045s 748 576 805.10047 45 270 - 744.30449 - 1331 2050s 750 575 infeasible 46 - 744.30449 - 1351 2071s 753 577 815.43395 48 245 - 744.30449 - 1348 2075s 755 577 infeasible 49 - 744.30449 - 1359 2087s 757 578 812.46910 50 246 - 744.30449 - 1358 2092s 759 579 812.59162 51 238 - 744.30449 - 1356 2095s 763 580 813.00595 53 231 - 744.30449 - 1353 2100s 766 580 816.72210 54 235 - 744.30449 - 1354 2107s 768 581 820.32712 55 223 - 744.30449 - 1354 2113s 769 582 816.89876 56 232 - 744.30449 - 1354 2115s 772 582 infeasible 57 - 744.30449 - 1358 2124s 773 583 817.02542 58 233 - 744.30449 - 1357 2125s 774 581 infeasible 58 - 744.30449 - 1363 2131s 778 582 infeasible 60 - 744.30449 - 1368 2141s 780 583 827.03803 61 223 - 744.30449 - 1370 2148s 781 584 817.63675 62 204 - 744.30449 - 1372 2152s 782 585 818.65299 62 227 - 744.30449 - 1375 2158s 783 585 817.73232 63 207 - 744.30449 - 1374 2160s 784 584 infeasible 63 - 744.30449 - 1395 2179s 785 585 817.78736 64 205 - 744.30449 - 1394 2181s 787 586 817.87054 65 200 - 744.30449 - 1394 2185s 788 585 infeasible 65 - 744.30449 - 1413 2202s 790 584 infeasible 66 - 744.30449 - 1417 2208s 791 585 818.11485 67 203 - 744.30449 - 1416 2210s 794 587 824.38895 68 192 - 744.30449 - 1416 2216s 798 587 infeasible 70 - 744.30449 - 1431 2234s 799 588 819.73421 71 172 - 744.30449 - 1431 2236s 801 589 819.92701 72 188 - 744.30449 - 1429 2240s 802 590 840.85810 72 185 - 744.30449 - 1443 2254s 804 589 825.73559 73 185 - 744.30449 - 1440 2255s 808 590 infeasible 75 - 744.30449 - 1457 2277s 811 590 826.59818 77 193 - 744.30449 - 1455 2281s 812 589 infeasible 77 - 744.30449 - 1473 2296s 814 590 828.56574 78 200 - 744.30449 - 1473 2302s 815 591 828.00392 79 180 - 744.30449 - 1474 2306s 818 593 829.01498 80 182 - 744.30449 - 1475 2311s 821 595 828.64494 82 172 - 744.30449 - 1473 2316s 822 593 infeasible 82 - 744.30449 - 1492 2332s 824 595 845.49930 83 182 - 744.30449 - 1498 2343s 826 594 infeasible 84 - 744.30449 - 1517 2362s 828 595 830.85164 85 170 - 744.30449 - 1515 2366s 834 594 830.67895 88 159 - 744.30449 - 1509 2371s 838 596 837.37762 90 174 - 744.30449 - 1508 2377s 839 596 831.38429 91 165 - 744.30449 - 1509 2380s 843 596 infeasible 93 - 744.30449 - 1510 2389s 846 596 831.82664 95 161 - 744.30449 - 1507 2392s 849 594 infeasible 96 - 744.30449 - 1526 2412s 850 593 infeasible 97 - 744.30449 - 1544 2429s 851 594 831.97751 97 149 - 744.30449 - 1543 2430s 856 597 831.99932 100 140 - 744.30449 - 1538 2435s 859 595 infeasible 101 - 744.30449 - 1546 2445s 865 593 infeasible 104 - 744.30449 - 1549 2455s 871 595 834.21490 107 135 - 744.30449 - 1546 2461s 873 596 835.45474 108 147 - 744.30449 - 1546 2465s 878 599 837.83140 111 166 - 744.30449 - 1544 2473s 881 599 833.00788 113 133 - 744.30449 - 1541 2475s 884 597 infeasible 114 - 744.30449 - 1545 2482s 887 597 833.07501 116 137 - 744.30449 - 1541 2485s 894 595 835.22831 119 133 - 744.30449 - 1536 2490s 896 597 842.94022 120 168 - 744.30449 - 1542 2498s 899 597 833.49330 122 142 - 744.30449 - 1539 2500s 903 599 833.70494 124 129 - 744.30449 - 1537 2505s 906 601 835.27036 125 159 - 744.30449 - 1537 2510s 908 601 856.19375 126 149 - 744.30449 - 1544 2518s 911 601 863.29549 128 170 - 744.30449 - 1546 2527s 914 599 infeasible 129 - 744.30449 - 1542 2530s 921 597 866.13925 133 155 - 744.30449 - 1536 2535s 923 597 868.08007 134 147 - 744.30449 - 1538 2540s 930 593 infeasible 137 - 744.30449 - 1535 2546s 933 593 869.55878 139 134 - 744.30449 - 1533 2550s 934 594 876.11735 139 145 - 744.30449 - 1536 2555s 937 594 876.20979 141 158 - 744.30449 - 1535 2560s 941 593 878.23876 143 167 - 744.30449 - 1533 2565s 942 592 887.63516 143 146 - 744.30449 - 1537 2572s 947 592 879.59411 146 164 - 744.30449 - 1531 2576s 948 592 890.94534 146 140 - 744.30449 - 1535 2581s 950 592 infeasible 147 - 744.30449 - 1537 2586s 953 592 880.37124 149 164 - 744.30449 - 1535 2590s 966 585 884.90566 157 167 - 744.30449 - 1516 2595s 980 582 infeasible 166 - 744.30449 - 1496 2600s 983 580 749.24950 11 333 - 749.24950 - 1496 2606s 986 580 754.64160 13 332 - 749.38767 - 1494 2612s 987 578 infeasible 13 - 749.38767 - 1499 2617s 989 578 infeasible 14 - 749.38767 - 1502 2624s 990 578 755.50993 15 331 - 749.38767 - 1502 2626s 994 577 755.88746 17 308 - 749.38767 - 1498 2630s 996 576 756.12525 18 309 - 749.38767 - 1500 2635s 997 575 infeasible 18 - 749.38767 - 1504 2640s 999 574 infeasible 19 - 749.38767 - 1509 2647s 1003 575 759.92902 21 328 - 749.38767 - 1505 2651s 1005 574 infeasible 22 - 749.38767 - 1506 2655s 1010 578 756.81559 25 314 - 749.38767 - 1501 2660s 1012 577 758.71747 26 297 - 749.38767 - 1504 2667s 1013 578 757.70571 26 292 - 749.38767 - 1505 2671s 1015 577 infeasible 27 - 749.38767 - 1508 2677s 1018 577 758.23053 29 308 - 749.38767 - 1506 2680s 1019 578 789.24030 29 313 - 749.38767 - 1509 2686s 1021 579 765.76693 30 280 - 749.38767 - 1510 2695s 1025 580 759.95765 32 314 - 749.38767 - 1507 2700s 1029 580 762.13367 34 308 - 749.38767 - 1503 2705s 1032 582 764.23137 36 283 - 749.38767 - 1502 2711s 1033 583 764.33942 36 284 - 749.38767 - 1503 2715s 1036 583 771.55389 38 269 - 749.38767 - 1507 2726s 1037 584 766.63984 38 281 - 749.38767 - 1508 2730s 1041 584 infeasible 40 - 749.38767 - 1509 2738s 1043 584 infeasible 41 - 749.38767 - 1509 2741s 1045 585 768.50293 42 273 - 749.38767 - 1508 2745s 1049 586 770.53273 44 274 - 749.38767 - 1505 2750s 1051 585 infeasible 45 - 749.38767 - 1509 2756s 1053 584 infeasible 46 - 749.38767 - 1511 2761s 1059 582 infeasible 49 - 749.38767 - 1506 2765s 1064 584 768.63175 52 265 - 749.38767 - 1501 2770s 1070 584 768.73137 55 263 - 749.38767 - 1497 2775s 1076 582 infeasible 57 - 749.38767 - 1492 2780s 1085 580 770.86140 62 259 - 749.38767 - 1485 2785s 1089 580 773.51520 64 261 - 749.38767 - 1483 2791s 1091 582 774.45972 65 265 - 749.38767 - 1482 2795s 1094 584 785.05470 66 263 - 749.38767 - 1483 2803s 1096 585 780.92031 67 256 - 749.38767 - 1482 2807s 1098 586 780.01001 68 256 - 749.38767 - 1482 2811s 1102 587 800.25321 70 269 - 749.38767 - 1483 2820s 1105 589 780.50603 72 258 - 749.38767 - 1482 2825s 1110 586 782.63405 74 242 - 749.38767 - 1482 2831s 1113 584 751.40885 11 319 - 751.40885 - 1483 2837s 1114 585 751.99121 12 338 - 751.44392 - 1483 2840s 1115 584 infeasible 12 - 751.99314 - 1489 2847s 1116 583 752.69645 13 334 - 752.02108 - 1488 2850s 1117 582 infeasible 13 - 752.70352 - 1496 2860s 1119 583 760.25838 15 319 - 752.71012 - 1497 2867s 1121 585 755.53355 16 309 - 753.41242 - 1497 2872s 1122 585 754.71862 16 326 - 753.77034 - 1498 2877s 1127 587 755.00575 19 303 - 753.77034 - 1493 2880s 1134 585 762.35463 22 286 - 753.77034 - 1487 2886s 1136 587 760.48892 23 281 - 753.77034 - 1487 2890s 1137 587 763.26975 24 270 - 753.77034 - 1488 2895s 1139 589 766.03763 25 252 - 753.77034 - 1491 2906s 1140 587 infeasible 25 - 753.77034 - 1496 2912s 1143 587 767.79173 27 242 - 753.77034 - 1495 2919s 1144 588 792.62116 27 278 - 753.77034 - 1497 2925s 1146 589 770.93096 28 248 - 753.77034 - 1497 2931s 1149 589 768.12148 30 250 - 753.77034 - 1494 2935s 1159 590 772.20728 35 230 - 753.77034 - 1485 2940s 1164 587 infeasible 37 - 753.77034 - 1483 2946s 1166 589 774.10071 38 230 - 753.77034 - 1483 2951s 1173 587 774.07857 42 219 - 753.77034 - 1477 2955s 1177 586 infeasible 44 - 753.77034 - 1477 2960s 1187 585 infeasible 46 - 753.77034 - 1470 2968s 1188 585 781.08565 47 236 - 753.77034 - 1471 2972s 1192 582 756.19419 12 309 - 754.96302 - 1469 2977s 1194 583 763.86697 14 308 - 754.96302 - 1470 2983s 1195 584 786.88002 14 320 - 754.96302 - 1473 2990s 1197 585 765.27344 15 300 - 754.96302 - 1474 2998s 1199 587 778.06613 16 292 - 754.96302 - 1474 3002s 1201 588 778.77931 16 285 - 754.96302 - 1475 3008s 1202 589 768.85175 17 300 - 754.96302 - 1476 3012s 1204 590 769.47773 18 303 - 754.96302 - 1475 3015s 1207 592 773.42392 21 294 - 754.96302 - 1474 3020s 1209 593 778.78510 21 288 - 754.96302 - 1475 3027s 1210 594 783.47908 22 297 - 754.96302 - 1477 3033s 1213 596 778.85973 25 286 - 754.96302 - 1475 3035s 1216 598 786.43512 27 263 - 754.96302 - 1478 3048s 1217 597 infeasible 25 - 754.96302 - 1493 3072s 1220 595 infeasible 29 - 754.96302 - 1497 3081s 1224 591 infeasible 29 - 754.96302 - 1499 3089s 1225 590 infeasible 28 - 754.96302 - 1499 3090s 1226 591 784.51309 18 305 - 754.97874 - 1501 3096s 1227 591 785.55318 19 317 - 754.97874 - 1502 3100s 1230 593 788.35596 22 314 - 754.97874 - 1500 3106s 1232 595 790.51909 24 304 - 754.97874 - 1501 3112s 1234 596 793.57305 25 296 - 754.97874 - 1500 3115s 1235 595 infeasible 24 - 754.97874 - 1504 3120s 1238 597 794.54051 28 306 - 754.97874 - 1503 3126s 1241 599 794.68952 29 306 - 754.97874 - 1501 3130s 1245 601 798.66004 32 282 - 754.97874 - 1500 3137s 1249 602 801.14863 34 271 - 754.97874 - 1499 3143s 1251 601 800.73113 34 298 - 754.97874 - 1499 3147s 1254 603 799.83773 35 283 - 754.97874 - 1497 3151s 1256 605 803.07264 36 282 - 754.97874 - 1497 3156s 1257 605 800.88780 37 292 - 754.97874 - 1498 3160s 1260 605 infeasible 37 - 754.97874 - 1508 3183s 1261 606 801.69317 40 285 - 754.97874 - 1508 3186s 1267 610 804.22408 45 282 - 754.97874 - 1503 3190s 1270 612 811.82792 46 287 - 754.97874 - 1504 3198s 1271 613 806.65140 47 276 - 754.97874 - 1504 3201s 1276 616 807.63168 52 259 - 754.97874 - 1501 3207s 1278 615 infeasible 52 - 754.97874 - 1510 3222s 1279 616 809.95194 51 261 - 754.97874 - 1510 3225s 1280 615 infeasible 53 - 754.97874 - 1521 3242s 1282 616 809.72730 55 246 - 754.97874 - 1521 3246s 1283 617 812.15760 54 232 - 754.97874 - 1528 3261s 1284 617 811.95444 55 254 - 754.97874 - 1531 3268s 1285 618 812.57451 56 244 - 754.97874 - 1532 3272s 1287 619 814.52255 57 249 - 754.97874 - 1532 3278s 1288 620 812.20861 57 262 - 754.97874 - 1533 3282s 1289 621 813.19076 56 239 - 754.97874 - 1534 3286s 1290 621 814.66460 57 240 - 754.97874 - 1535 3291s 1292 623 813.18814 56 246 - 754.97874 - 1536 3297s 1294 624 814.85388 59 234 - 754.97874 - 1537 3302s 1295 625 814.63090 59 236 - 754.97874 - 1537 3305s 1300 628 816.50062 62 236 - 754.97874 - 1534 3310s 1302 627 817.88943 60 233 - 754.97874 - 1538 3319s 1303 628 819.60667 61 226 - 754.97874 - 1537 3321s 1306 630 817.43246 65 217 - 754.97874 - 1537 3327s 1309 632 818.16620 68 238 - 754.97874 - 1535 3331s 1311 633 818.33197 68 215 - 754.97874 - 1536 3336s 1315 636 819.96165 72 209 - 754.97874 - 1532 3340s 1317 637 822.07901 71 210 - 754.97874 - 1533 3345s 1327 640 862.38665 78 196 - 754.97874 - 1535 3367s 1329 641 875.84386 81 191 - 754.97874 - 1542 3385s 1330 642 864.18690 81 203 - 754.97874 - 1553 3403s 1331 641 infeasible 79 - 754.97874 - 1553 3405s 1335 643 865.32278 85 194 - 754.97874 - 1549 3410s 1340 647 868.02065 88 205 - 754.97874 - 1545 3415s 1344 647 871.75106 92 192 - 754.97874 - 1543 3420s 1347 647 872.22744 94 199 - 754.97874 - 1541 3425s 1356 653 873.08952 103 208 - 754.97874 - 1531 3430s 1361 657 875.92534 108 211 - 754.97874 - 1528 3436s 1363 657 882.77693 106 226 - 754.97874 - 1527 3440s 1369 659 infeasible 113 - 754.97874 - 1522 3445s 1376 664 878.85873 119 217 - 754.97874 - 1514 3450s 1384 661 infeasible 121 - 754.97874 - 1508 3455s 1387 661 881.89670 123 217 - 754.97874 - 1506 3460s 1392 660 890.19599 125 225 - 754.97874 - 1502 3466s 1399 665 884.65071 127 219 - 754.97874 - 1496 3470s 1408 671 887.58560 128 220 - 754.97874 - 1488 3475s 1421 672 infeasible 131 - 754.97874 - 1477 3481s 1423 670 893.95638 130 225 - 754.97874 - 1476 3485s 1432 666 760.44820 18 323 - 755.53412 - 1471 3496s 1433 667 787.38512 18 303 - 755.53412 - 1477 3511s 1434 667 797.22516 19 315 - 755.53412 - 1485 3529s 1436 667 787.84964 19 322 - 755.53412 - 1483 3531s 1438 668 789.30512 21 327 - 755.53412 - 1483 3535s 1440 669 791.39595 23 320 - 755.53412 - 1484 3542s 1441 670 794.69980 24 310 - 755.53412 - 1484 3545s 1443 669 794.44736 24 307 - 755.53412 - 1487 3553s 1444 668 infeasible 23 - 755.53412 - 1491 3559s 1445 669 799.73971 25 298 - 755.53412 - 1493 3564s 1446 669 800.02795 25 300 - 755.53412 - 1494 3569s 1447 670 798.25329 25 282 - 755.53412 - 1495 3574s 1448 671 798.48042 25 290 - 755.53412 - 1497 3578s 1449 671 799.06652 26 290 - 755.53412 - 1497 3582s 1453 674 801.32948 30 289 - 755.53412 - 1494 3585s 1455 675 801.33821 31 291 - 755.53412 - 1494 3590s 1460 679 802.00141 33 295 - 755.53412 - 1492 3595s Cutting planes: Gomory: 8 Cover: 92 Implied bound: 11 Flow cover: 123 GUB cover: 27 Explored 1464 nodes (2304187 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 7.560000000000e+02, gap -