Gurobi 5.0.1 (linux64) logging started Sun Dec 23 20:12:25 2012 Optimize a model with 22802 rows, 22801 columns and 103790 nonzeros Presolve removed 19152 rows and 10771 columns Presolve time: 0.19s Presolved: 3650 rows, 12030 columns, 34008 nonzeros Variable types: 147 continuous, 11883 integer (11883 binary) Root relaxation: objective 6.952375e+02, 806 iterations, 0.03 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 695.23754 0 230 - 695.23754 - - 0s 0 0 742.13053 0 259 - 742.13053 - - 0s 0 0 744.39848 0 303 - 744.39848 - - 0s 0 0 747.30452 0 302 - 747.30452 - - 0s 0 0 749.78138 0 304 - 749.78138 - - 0s 0 0 750.07071 0 304 - 750.07071 - - 0s 0 0 750.50592 0 295 - 750.50592 - - 0s 0 0 750.61011 0 308 - 750.61011 - - 0s 0 0 750.61011 0 253 - 750.61011 - - 1s 0 2 750.77211 0 249 - 750.77211 - - 1s 602 459 782.65113 108 253 - 758.79510 - 18.2 5s 603 459 856.57032 124 256 - 758.79510 - 18.1 11s 604 460 767.61011 51 264 - 759.71386 - 18.1 25s 605 461 765.53209 29 283 - 765.53209 - 18.1 39s 606 461 856.57032 124 293 - 768.40701 - 18.0 48s 607 462 771.78973 22 319 - 771.78973 - 18.0 64s 608 463 877.46948 161 314 - 773.90085 - 18.0 79s 609 463 783.69578 122 318 - 774.69236 - 17.9 88s 610 464 782.24590 117 311 - 776.45968 - 17.9 105s 611 465 855.37405 122 330 - 778.75363 - 17.9 116s 612 465 856.57032 124 327 - 779.81437 - 17.9 124s 613 466 784.08125 122 349 - 781.28179 - 17.8 125s 614 467 787.09962 134 325 - 782.71498 - 17.8 144s 615 467 783.41330 117 313 - 783.41330 - 17.8 160s 616 468 784.79939 92 288 - 784.79939 - 17.7 175s 617 469 785.88233 108 330 - 785.88233 - 17.7 185s 618 469 877.46948 161 309 - 786.41078 - 17.7 197s 619 470 796.55359 89 292 - 787.02051 - 17.7 216s 620 471 787.06037 117 330 - 787.06037 - 17.6 228s 621 471 787.52807 47 355 - 787.52807 - 17.6 230s 622 472 788.49987 51 324 - 788.49987 - 17.6 239s 623 473 788.91870 108 343 - 788.91870 - 17.5 241s 626 475 855.37405 122 351 - 790.30746 - 17.5 245s 627 475 790.55693 122 332 - 790.55693 - 17.4 251s 630 477 790.78290 117 350 - 790.78290 - 17.3 256s 633 481 790.89679 15 361 - 790.89679 - 47.9 260s 762 539 793.86997 23 354 - 791.64450 - 49.2 265s 979 661 794.40848 22 315 - 791.66728 - 50.8 270s 1266 822 854.53490 57 296 - 791.71585 - 48.7 275s 1592 1013 814.97186 67 297 - 791.71720 - 48.2 280s 2016 1219 813.79230 48 254 - 791.92503 - 44.5 285s 2274 1400 796.99399 25 332 - 792.05584 - 44.4 290s 2543 1631 838.71233 47 319 - 792.14081 - 45.1 295s 2890 1906 842.54744 63 173 - 792.19010 - 44.8 300s 3293 2211 794.59971 25 325 - 792.27858 - 43.5 305s 3650 2487 817.29678 67 282 - 792.34927 - 43.3 310s 4070 2772 819.22043 44 308 - 792.45756 - 42.1 315s 4356 3014 910.20280 76 308 - 792.47437 - 41.8 320s 4788 3337 826.00270 40 323 - 792.66675 - 41.0 325s 5132 3593 810.90232 35 328 - 792.74161 - 40.8 330s 5512 3920 796.60504 30 321 - 792.79506 - 40.5 335s 5916 4235 infeasible 93 - 792.84533 - 40.1 340s 6364 4564 813.07232 34 331 - 792.96145 - 39.5 345s 6703 4867 810.58895 35 345 - 792.99843 - 39.5 350s 7072 5166 844.41684 76 287 - 793.11177 - 39.5 355s 7421 5436 833.35634 32 335 - 793.15340 - 39.6 360s 7719 5623 795.83071 28 337 - 793.19227 - 39.6 365s 8082 5918 814.85627 59 281 - 793.22769 - 39.6 370s 8443 6192 862.78883 56 301 - 793.32904 - 39.5 375s 8836 6504 823.69971 33 328 - 793.38064 - 39.3 380s 9183 6752 799.98805 38 318 - 793.43471 - 39.3 385s 9571 7073 803.25931 34 330 - 793.47460 - 39.1 390s 9974 7391 833.19584 60 319 - 793.52447 - 38.9 395s 10359 7685 802.29562 35 335 - 793.56257 - 38.5 400s 10781 8030 838.99173 63 272 - 793.60561 - 38.3 405s 11116 8264 858.54332 44 324 - 793.61092 - 38.3 410s 11453 8487 809.78731 38 321 - 793.66270 - 38.4 415s 11836 8736 894.92080 46 309 - 793.71024 - 38.3 420s 12214 9017 805.49324 38 325 - 793.75018 - 38.3 425s 12605 9342 879.37357 93 305 - 793.81232 - 38.2 430s 12961 9592 857.02686 84 311 - 793.83820 - 38.1 435s 13327 9866 869.27157 96 289 - 793.88346 - 38.1 440s 13677 10111 858.45674 62 305 - 793.90107 - 38.1 445s 14045 10400 886.19618 96 292 - 793.95741 - 38.1 450s 14286 10563 816.46049 50 318 - 793.98093 - 38.4 455s 14679 10831 796.94482 25 373 - 794.02548 - 38.4 460s 15024 11112 infeasible 83 - 794.04743 - 38.5 465s 15340 11356 866.90856 93 297 - 794.06085 - 38.7 470s 15742 11614 798.79975 33 300 - 794.09864 - 38.6 475s 16074 11852 795.73720 26 330 - 794.12436 - 38.6 480s 16404 12099 824.58267 42 316 - 794.16416 - 38.6 485s 16735 12383 824.74759 45 349 - 794.17131 - 38.7 490s 16986 12577 919.51121 51 324 - 794.18034 - 39.0 495s 17391 12891 826.67243 47 331 - 794.20836 - 38.8 500s 17686 13134 851.65357 53 308 - 794.23845 - 39.0 505s 17920 13318 833.27313 51 336 - 794.24421 - 39.3 510s 18248 13574 844.09359 79 176 - 794.27042 - 39.2 515s 18629 13839 810.19059 34 297 - 794.28247 - 39.2 520s 18969 14066 796.65425 24 316 - 794.33253 - 39.3 525s 19392 14336 811.74683 24 340 - 794.38571 - 39.2 530s 19813 14685 867.04905 37 341 - 794.39997 - 39.1 535s 20192 14978 849.19338 59 285 - 794.43952 - 39.0 540s 20548 15251 830.47721 44 288 - 794.45626 - 39.0 545s 20881 15482 808.57550 35 340 - 794.50388 - 39.0 550s 21306 15794 infeasible 86 - 794.51718 - 38.9 555s 21637 16038 860.40540 48 326 - 794.55158 - 38.8 560s 21934 16263 830.46906 43 320 - 794.58406 - 38.9 565s 22219 16488 839.51244 51 340 - 794.58608 - 39.1 570s 22497 16674 875.62940 50 333 - 794.61862 - 39.2 575s 22922 17001 835.18122 57 314 - 794.64830 - 39.1 580s 23272 17261 877.39333 113 316 - 794.66318 - 39.0 585s 23635 17524 806.58728 34 304 - 794.68993 - 39.0 590s 24014 17784 infeasible 50 - 794.71935 - 39.0 595s 24307 17971 819.54979 38 322 - 794.74347 - 39.1 600s 24667 18271 883.80091 106 294 - 794.75316 - 39.1 605s 24931 18460 799.44317 32 312 - 794.77429 - 39.3 610s 25278 18730 847.97551 48 342 - 794.79501 - 39.3 615s 25625 18970 853.04628 34 302 - 794.80118 - 39.4 620s 25900 19152 823.85370 77 324 - 794.82682 - 39.5 625s 26201 19404 853.82812 70 303 - 794.83294 - 39.6 630s 26597 19713 823.18573 47 316 - 794.84865 - 39.6 635s 26957 19966 833.13346 37 333 - 794.87844 - 39.5 640s 27156 20110 835.71232 84 303 - 794.89999 - 39.7 645s 27513 20396 835.52980 66 242 - 794.91381 - 39.7 650s 27849 20645 851.38511 68 294 - 794.94006 - 39.8 655s 28149 20883 868.96581 101 226 - 794.96431 - 39.8 660s 28505 21142 infeasible 48 - 794.98537 - 39.8 665s 28829 21415 834.27649 53 360 - 794.99871 - 39.8 670s 29111 21652 839.19046 52 322 - 795.01056 - 39.9 675s 29365 21854 812.41109 42 335 - 795.01307 - 40.1 680s 29693 22067 800.74617 34 324 - 795.03193 - 40.1 685s 29957 22256 807.71287 38 297 - 795.05648 - 40.2 690s 30257 22477 infeasible 101 - 795.06208 - 40.4 695s 30552 22684 infeasible 50 - 795.07515 - 40.5 700s 30784 22844 infeasible 45 - 795.11125 - 40.5 705s 31137 23134 825.00511 48 308 - 795.12960 - 40.5 710s 31491 23410 874.57371 44 315 - 795.14372 - 40.5 715s 31721 23512 820.20262 51 354 - 795.15925 - 40.7 720s 32006 23708 817.55361 42 311 - 795.17639 - 40.8 725s 32252 23903 803.03827 37 351 - 795.18926 - 40.9 730s 32529 24105 infeasible 81 - 795.19460 - 41.0 735s 32742 24290 890.35625 134 207 - 795.19626 - 41.1 740s 33003 24486 890.60355 80 290 - 795.19693 - 41.2 745s 33288 24687 831.57135 60 337 - 795.22729 - 41.3 750s 33659 24965 801.42968 38 342 - 795.24264 - 41.3 755s 33954 25154 infeasible 39 - 795.24704 - 41.4 760s 34369 25475 820.70380 54 297 - 795.26421 - 41.4 765s 34665 25675 807.73704 35 290 - 795.27653 - 41.5 770s 35075 25985 806.28203 32 310 - 795.28594 - 41.4 775s 35451 26247 infeasible 46 - 795.29592 - 41.4 780s 35735 26457 838.66662 48 279 - 795.33127 - 41.5 785s 36095 26712 854.00536 68 330 - 795.33404 - 41.4 790s 36393 26947 807.41174 37 330 - 795.33863 - 41.5 795s 36763 27235 815.42534 36 337 - 795.34518 - 41.5 800s 37127 27479 799.50613 33 321 - 795.34897 - 41.4 805s 37415 27713 838.48229 50 342 - 795.35547 - 41.5 810s 37733 27949 infeasible 47 - 795.36135 - 41.5 815s 38206 28293 908.53739 73 303 - 795.38626 - 41.4 820s 38573 28580 846.99038 45 347 - 795.39830 - 41.4 825s 38913 28819 815.41477 37 301 - 795.40738 - 41.4 830s 39231 29072 infeasible 58 - 795.41017 - 41.5 835s 39605 29326 801.49468 34 346 - 795.42828 - 41.5 840s 39942 29590 944.69669 106 257 - 795.42828 - 41.5 845s 40337 29816 801.23600 32 325 - 795.45342 - 41.5 850s 40752 30132 815.88118 50 312 - 795.46863 - 41.4 855s 40804 30171 817.18348 45 308 - 795.47585 - 41.4 959s 40821 30184 825.19360 55 301 - 795.47585 - 41.4 960s 41118 30364 796.22127 33 335 - 795.48292 - 41.5 965s 41471 30649 infeasible 107 - 795.48770 - 41.5 970s 41785 30863 809.60606 37 298 - 795.49950 - 41.5 975s 42199 31161 805.15079 37 318 - 795.50344 - 41.5 980s 42502 31396 801.81538 35 347 - 795.51272 - 41.5 985s 42871 31702 827.32626 78 281 - 795.51877 - 41.5 990s 43181 31887 806.85933 40 318 - 795.52787 - 41.5 995s 43536 32147 821.76083 45 324 - 795.54525 - 41.5 1000s 43821 32401 854.26702 65 288 - 795.54638 - 41.6 1005s 44114 32587 823.18636 42 283 - 795.55064 - 41.7 1010s 44495 32861 822.75152 48 297 - 795.55976 - 41.7 1015s 44827 33135 830.65849 74 302 - 795.58159 - 41.7 1020s 45182 33422 893.34761 83 296 - 795.59851 - 41.7 1025s 45505 33669 806.10070 31 316 - 795.60478 - 41.7 1030s 45743 33868 806.21282 35 360 - 795.61278 - 41.8 1035s 46005 34065 839.20042 56 343 - 795.61977 - 41.9 1040s 46325 34273 862.75682 72 318 - 795.62599 - 41.9 1045s 46675 34498 813.94702 33 330 - 795.63310 - 41.9 1050s 47023 34780 821.78619 49 297 - 795.63905 - 41.9 1055s 47379 35058 infeasible 81 - 795.64796 - 41.9 1060s 47695 35282 856.71808 64 340 - 795.65800 - 42.0 1065s 48019 35518 infeasible 67 - 795.67925 - 42.0 1070s 48312 35723 869.95697 70 299 - 795.68369 - 42.1 1075s 48606 35957 infeasible 46 - 795.70327 - 42.2 1080s 48967 36239 849.04921 64 310 - 795.71921 - 42.2 1085s 49281 36464 822.98805 35 327 - 795.72152 - 42.2 1090s 49594 36694 821.59453 49 289 - 795.73517 - 42.2 1095s 49902 36879 847.69876 77 274 - 795.74264 - 42.3 1100s 50201 37087 857.73600 81 285 - 795.75549 - 42.4 1105s 50417 37240 810.53227 40 338 - 795.76553 - 42.5 1110s 50752 37513 847.43941 74 294 - 795.77724 - 42.5 1115s 51080 37742 797.92138 27 333 - 795.78886 - 42.4 1120s 51410 37996 876.59964 72 298 - 795.81041 - 42.5 1125s 51717 38185 infeasible 64 - 795.81262 - 42.5 1130s 52070 38446 873.62648 43 340 - 795.82836 - 42.5 1135s 52454 38732 infeasible 66 - 795.83864 - 42.5 1141s 52682 38917 798.97036 31 337 - 795.84224 - 42.6 1145s 53013 39154 798.85140 31 335 - 795.85685 - 42.6 1150s 53249 39346 infeasible 43 - 795.86612 - 42.7 1155s 53622 39602 937.33631 101 306 - 795.88781 - 42.7 1160s 53954 39869 infeasible 158 - 795.89643 - 42.7 1165s 54291 40131 824.15576 43 315 - 795.92630 - 42.7 1170s 54601 40346 847.39081 56 296 - 795.93505 - 42.8 1175s 54879 40548 809.72823 27 310 - 795.94516 - 42.8 1180s 55218 40816 826.43119 40 317 - 795.95198 - 42.8 1185s 55611 41107 824.52639 61 307 - 795.96307 - 42.7 1190s 55905 41328 906.97554 88 253 - 795.97032 - 42.8 1195s 56257 41581 807.88542 33 331 - 795.98968 - 42.8 1200s 56601 41835 797.51355 33 335 - 795.99692 - 42.8 1205s 56935 42103 infeasible 64 - 796.00039 - 42.8 1210s 57295 42392 867.20552 83 284 - 796.00332 - 42.8 1215s 57628 42615 801.57849 27 305 - 796.02027 - 42.8 1220s 57960 42855 831.77610 62 273 - 796.02327 - 42.8 1225s 58264 43094 804.11239 34 364 - 796.02937 - 42.8 1230s 58532 43324 875.26460 69 302 - 796.03691 - 42.9 1235s 58768 43492 846.96434 66 264 - 796.04720 - 43.0 1240s 59061 43698 850.27972 48 345 - 796.05434 - 43.0 1245s 59410 43975 infeasible 89 - 796.05981 - 43.1 1250s 59648 44126 863.09991 75 235 - 796.06512 - 43.1 1255s 59917 44311 825.08126 61 314 - 796.07702 - 43.2 1260s 60232 44563 862.15658 69 270 - 796.08385 - 43.2 1265s 60504 44730 822.60080 45 278 - 796.08811 - 43.3 1270s 60810 44975 infeasible 41 - 796.09057 - 43.3 1275s 61113 45239 896.21994 97 273 - 796.09203 - 43.3 1280s 61401 45443 829.91079 65 285 - 796.10369 - 43.3 1285s 61726 45698 889.44905 120 249 - 796.10742 - 43.4 1290s 62046 45924 817.06466 38 329 - 796.11718 - 43.4 1295s 62364 46148 848.06832 60 308 - 796.12956 - 43.4 1300s 62674 46389 850.69351 93 288 - 796.13586 - 43.4 1305s 62920 46548 804.39972 40 334 - 796.13973 - 43.5 1310s 63260 46795 825.49144 67 293 - 796.14212 - 43.5 1315s 63498 46968 849.45824 75 287 - 796.14840 - 43.6 1320s 63808 47208 907.80004 103 259 - 796.15870 - 43.6 1325s 64141 47431 797.39830 24 321 - 796.17011 - 43.6 1330s 64482 47728 834.12663 59 316 - 796.17351 - 43.6 1335s 64879 48076 862.94537 63 274 - 796.17910 - 43.6 1340s 65064 48212 800.99310 33 343 - 796.17997 - 43.7 1345s 65366 48452 896.77183 69 302 - 796.18692 - 43.7 1350s 65698 48701 801.02458 35 348 - 796.20202 - 43.7 1355s 66029 48916 814.22352 37 306 - 796.20761 - 43.7 1360s 66492 49291 838.87041 80 299 - 796.21146 - 43.6 1365s 66833 49523 837.52090 63 286 - 796.21569 - 43.6 1370s 67150 49738 833.53007 65 301 - 796.22027 - 43.7 1375s 67501 49996 infeasible 48 - 796.22100 - 43.7 1380s 67806 50220 864.84642 43 310 - 796.22873 - 43.7 1385s 68145 50467 820.96391 42 308 - 796.24077 - 43.7 1390s 68476 50727 838.96085 57 270 - 796.25609 - 43.7 1395s 68844 51010 832.80365 52 287 - 796.27082 - 43.7 1400s 69207 51330 856.09034 85 305 - 796.27376 - 43.7 1405s 69549 51568 808.28004 31 308 - 796.28004 - 43.7 1410s 69790 51738 823.12600 52 331 - 796.28500 - 43.8 1415s 70173 52044 infeasible 66 - 796.29163 - 43.8 1420s 70508 52291 infeasible 96 - 796.31796 - 43.8 1425s 70815 52524 837.91195 65 312 - 796.32190 - 43.8 1430s 71238 52863 830.86006 55 284 - 796.32607 - 43.8 1435s 71499 53065 853.33359 68 294 - 796.33844 - 43.8 1440s 71831 53275 802.76723 30 351 - 796.35345 - 43.8 1445s 72149 53543 836.95790 73 305 - 796.37631 - 43.8 1450s 72489 53824 853.74896 58 279 - 796.37971 - 43.8 1455s 72785 54062 875.02339 82 290 - 796.39206 - 43.8 1460s 73182 54351 796.58982 29 300 - 796.40184 - 43.8 1465s 73469 54599 818.98730 45 307 - 796.40327 - 43.8 1470s 73760 54805 infeasible 58 - 796.41232 - 43.9 1475s 74024 55025 874.64781 74 288 - 796.41295 - 43.9 1480s 74399 55327 831.98752 60 296 - 796.42432 - 43.9 1485s 74678 55499 810.10263 36 294 - 796.44010 - 44.0 1490s 75007 55759 820.90240 47 289 - 796.44289 - 44.0 1495s 75261 55950 infeasible 57 - 796.44594 - 44.0 1500s 75556 56170 808.03309 38 323 - 796.46029 - 44.1 1505s 75851 56391 821.40714 41 313 - 796.46406 - 44.1 1510s 76177 56652 820.24213 38 345 - 796.46863 - 44.1 1515s 76514 56938 875.53048 80 270 - 796.48607 - 44.1 1520s 76849 57157 817.20402 39 315 - 796.49285 - 44.1 1525s 77112 57346 823.73697 47 312 - 796.50148 - 44.2 1530s 77411 57587 799.38386 33 332 - 796.50316 - 44.2 1535s 77766 57880 880.07908 68 330 - 796.50895 - 44.2 1540s 78055 58084 infeasible 65 - 796.51948 - 44.2 1545s 78396 58325 953.01309 109 248 - 796.52778 - 44.2 1550s 78663 58520 840.56641 59 314 - 796.54179 - 44.3 1555s 79064 58816 876.66535 67 285 - 796.54636 - 44.2 1560s 79514 59144 814.76740 41 311 - 796.55334 - 44.2 1565s 79800 59359 872.49207 92 272 - 796.55869 - 44.2 1570s 80216 59660 816.67363 45 297 - 796.56678 - 44.1 1575s 80634 59956 799.65782 32 337 - 796.57469 - 44.1 1580s 80945 60160 808.02385 42 323 - 796.58011 - 44.1 1585s 81328 60447 infeasible 52 - 796.58743 - 44.1 1590s 81608 60673 856.24471 40 337 - 796.59039 - 44.1 1595s 82003 60973 813.68135 37 314 - 796.59267 - 44.1 1600s 82360 61231 infeasible 59 - 796.60417 - 44.1 1605s 82679 61471 831.32093 55 299 - 796.60702 - 44.1 1610s 83054 61757 799.05073 24 364 - 796.61581 - 44.1 1615s 83272 61953 876.92869 95 279 - 796.62074 - 44.1 1620s 83556 62171 804.14026 36 308 - 796.62471 - 44.2 1625s 83914 62439 813.72572 45 345 - 796.62836 - 44.2 1630s 84305 62733 864.40058 97 284 - 796.64881 - 44.1 1635s 84718 63028 813.35355 44 319 - 796.65977 - 44.1 1640s 85029 63279 806.94888 40 317 - 796.66479 - 44.1 1645s 85418 63563 876.12337 93 243 - 796.67209 - 44.1 1650s 85805 63839 815.08318 40 342 - 796.67595 - 44.0 1655s 86076 64042 802.32313 36 318 - 796.68486 - 44.1 1660s 86349 64261 821.03658 46 310 - 796.69853 - 44.1 1665s 86725 64539 833.61127 49 326 - 796.70211 - 44.1 1670s 87025 64766 891.27145 107 296 - 796.70536 - 44.1 1675s 87384 65035 847.89506 74 257 - 796.72017 - 44.1 1680s 87667 65317 893.45846 253 99 - 796.72017 - 44.1 1685s 87957 65554 1027.98762 363 95 - 796.72017 - 44.0 1690s 88229 65756 805.76399 35 344 - 796.72731 - 43.9 1695s 88498 65914 799.30318 28 321 - 796.73451 - 44.0 1700s 88849 66190 826.08408 49 292 - 796.74027 - 44.0 1705s 89239 66494 862.77772 60 322 - 796.74670 - 44.0 1710s 89559 66753 882.59925 90 264 - 796.74913 - 44.0 1715s 89899 66998 840.79005 88 265 - 796.75518 - 44.0 1720s 90185 67156 812.64961 35 320 - 796.76500 - 44.0 1725s 90529 67426 818.88321 44 320 - 796.77058 - 44.0 1730s 90819 67665 915.52267 93 286 - 796.78004 - 44.1 1735s 91095 67830 817.86765 35 314 - 796.78661 - 44.1 1740s 91522 68174 810.38141 40 332 - 796.78871 - 44.1 1745s 91809 68383 812.18882 39 327 - 796.80020 - 44.1 1750s 92000 68524 infeasible 59 - 796.80855 - 44.1 1755s 92333 68727 836.52359 66 293 - 796.82785 - 44.1 1760s 92764 69045 827.43831 57 315 - 796.83432 - 44.1 1765s 93036 69200 809.36623 36 341 - 796.83548 - 44.1 1770s 93297 69370 808.64522 33 328 - 796.83864 - 44.2 1775s 93617 69570 825.37762 40 312 - 796.84895 - 44.2 1780s 93987 69857 infeasible 40 - 796.85996 - 44.2 1785s 94305 70040 803.57822 30 338 - 796.86436 - 44.2 1790s 94623 70282 915.74542 67 287 - 796.88427 - 44.2 1795s 94812 70423 843.48681 43 327 - 796.89619 - 44.3 1800s 95154 70629 805.00920 33 297 - 796.90048 - 44.3 1805s 95486 70889 868.48052 45 331 - 796.90542 - 44.3 1810s 95732 71062 810.98805 49 310 - 796.91185 - 44.3 1815s 96013 71291 infeasible 86 - 796.91297 - 44.4 1820s 96339 71535 837.23681 68 220 - 796.92069 - 44.4 1825s 96668 71812 835.02099 84 308 - 796.92392 - 44.4 1830s 97086 72109 834.93832 60 310 - 796.92506 - 44.4 1835s 97419 72329 infeasible 72 - 796.93585 - 44.4 1840s 97721 72525 893.85643 67 287 - 796.94575 - 44.4 1845s 98103 72810 infeasible 54 - 796.96029 - 44.4 1850s 98359 73020 814.41009 37 321 - 796.96763 - 44.4 1855s 98649 73249 800.58633 40 344 - 796.96984 - 44.4 1860s 99004 73522 825.85852 42 302 - 796.97263 - 44.4 1865s 99359 73807 820.58215 45 335 - 796.97731 - 44.4 1870s 99730 74057 845.56691 64 280 - 796.98086 - 44.4 1875s 100081 74323 816.33297 45 298 - 796.98805 - 44.4 1880s 100405 74565 861.20526 65 301 - 796.98982 - 44.4 1885s 100696 74801 830.41282 78 224 - 796.99062 - 44.5 1890s 101074 75058 816.21004 38 303 - 796.99286 - 44.4 1895s 101451 75337 860.15299 79 301 - 796.99879 - 44.4 1900s 101758 75576 infeasible 33 - 797.00662 - 44.5 1905s 102074 75837 infeasible 116 - 797.01157 - 44.4 1910s 102472 76160 857.56723 110 235 - 797.01487 - 44.4 1915s 102889 76476 814.26055 35 282 - 797.01754 - 44.4 1920s 103433 76896 805.17824 36 322 - 797.02214 - 44.3 1925s 103749 77147 infeasible 45 - 797.02470 - 44.3 1930s 104146 77425 886.14506 79 272 - 797.03184 - 44.3 1935s 104531 77738 816.47277 39 319 - 797.03284 - 44.3 1940s 104916 78032 830.36120 53 290 - 797.03908 - 44.2 1945s 105286 78285 infeasible 37 - 797.04537 - 44.2 1950s 105669 78596 875.09266 73 239 - 797.05704 - 44.2 1955s 105872 78716 887.16877 48 308 - 797.06460 - 44.3 1960s 106231 78936 infeasible 52 - 797.08037 - 44.3 1965s 106533 79172 851.49516 64 308 - 797.08539 - 44.3 1970s 106922 79413 797.58663 27 307 - 797.09171 - 44.3 1975s 107393 79781 798.81809 38 334 - 797.10232 - 44.2 1980s 107686 80045 866.84512 104 234 - 797.10368 - 44.3 1985s 108025 80204 812.57633 38 330 - 797.11002 - 44.3 1990s 108338 80478 886.99245 89 284 - 797.11595 - 44.3 1995s 108639 80728 831.11269 67 280 - 797.11636 - 44.3 2000s 108968 80986 852.13533 56 344 - 797.11876 - 44.3 2005s 109198 81161 799.59824 38 318 - 797.12023 - 44.3 2010s 109520 81414 infeasible 97 - 797.12282 - 44.3 2015s 109824 81640 805.62847 38 339 - 797.12495 - 44.4 2020s 110147 81901 infeasible 54 - 797.12743 - 44.4 2025s 110489 82122 844.35601 58 294 - 797.13952 - 44.4 2030s 110765 82343 931.23481 95 291 - 797.14398 - 44.4 2035s 111097 82612 798.47569 30 322 - 797.15048 - 44.4 2040s 111434 82897 828.85262 40 311 - 797.15633 - 44.4 2045s 111734 83154 infeasible 75 - 797.15967 - 44.4 2050s 112093 83421 836.28362 57 323 - 797.16500 - 44.4 2055s 112326 83634 879.39528 97 272 - 797.16514 - 44.4 2060s 112723 83916 843.04665 47 276 - 797.16846 - 44.4 2065s 113082 84194 812.94211 35 338 - 797.17353 - 44.4 2070s 113375 84435 834.77303 63 295 - 797.17569 - 44.4 2075s 113777 84745 854.17349 41 338 - 797.18076 - 44.4 2080s 114146 85016 813.91120 42 316 - 797.18734 - 44.4 2085s 114510 85308 799.35007 29 321 - 797.19264 - 44.4 2090s 114831 85556 845.82904 50 287 - 797.19390 - 44.4 2095s 115184 85847 800.56614 42 350 - 797.19630 - 44.4 2100s 115566 86152 897.15431 89 276 - 797.19719 - 44.4 2105s 115918 86361 896.49456 48 301 - 797.20738 - 44.4 2110s 116207 86566 877.20897 97 288 - 797.21394 - 44.4 2115s 116627 86905 855.35693 58 293 - 797.21878 - 44.4 2120s 116834 87045 926.61738 105 278 - 797.21992 - 44.4 2125s 117118 87270 836.37821 60 266 - 797.22593 - 44.4 2130s 117472 87522 858.15956 70 264 - 797.23517 - 44.4 2135s 117794 87721 847.22311 45 329 - 797.23805 - 44.5 2140s 118078 87877 infeasible 39 - 797.24746 - 44.5 2145s 118408 88124 846.03338 67 277 - 797.25260 - 44.5 2150s 118796 88394 886.34427 82 303 - 797.25382 - 44.5 2155s 119103 88611 841.12618 63 298 - 797.26582 - 44.5 2160s 119442 88831 814.50097 47 325 - 797.27371 - 44.5 2165s 119831 89106 798.58482 26 321 - 797.27546 - 44.4 2170s 120227 89447 893.50265 94 282 - 797.27763 - 44.4 2175s 120541 89645 799.94611 36 333 - 797.28362 - 44.5 2180s 120843 89902 823.75760 39 323 - 797.28932 - 44.5 2185s 121101 90096 857.23975 109 263 - 797.29021 - 44.5 2190s 121566 90440 863.25000 93 247 - 797.29551 - 44.4 2195s 121841 90712 925.05265 281 124 - 797.29551 - 44.4 2200s 122169 90970 872.73455 65 284 - 797.29736 - 44.4 2205s 122480 91231 844.98287 100 303 - 797.29838 - 44.4 2210s 122746 91458 841.53220 71 297 - 797.29901 - 44.4 2215s 123150 91735 infeasible 66 - 797.30583 - 44.4 2220s 123436 91959 849.56876 79 299 - 797.31391 - 44.4 2225s 123855 92291 802.64298 33 308 - 797.32009 - 44.4 2230s 124120 92491 893.35134 93 300 - 797.32010 - 44.4 2235s 124507 92734 817.21427 41 341 - 797.32516 - 44.4 2240s 124879 93061 infeasible 60 - 797.32607 - 44.4 2245s 125313 93425 803.28468 48 340 - 797.32920 - 44.4 2250s 125612 93676 812.94821 57 328 - 797.32947 - 44.4 2255s 125922 93930 827.45606 47 288 - 797.33864 - 44.4 2260s 126279 94172 868.16373 50 335 - 797.34518 - 44.4 2265s 126496 94300 800.70869 36 326 - 797.34934 - 44.4 2270s 126805 94517 814.86454 45 311 - 797.35627 - 44.4 2275s 127131 94786 865.09288 64 312 - 797.35803 - 44.5 2280s 127494 95030 826.84704 43 301 - 797.36438 - 44.5 2285s 127931 95361 798.79477 32 338 - 797.36814 - 44.4 2290s 128234 95577 846.10780 67 307 - 797.37724 - 44.4 2295s 128569 95815 882.02319 92 287 - 797.37779 - 44.4 2300s 128923 96073 838.53253 48 318 - 797.38070 - 44.4 2305s 129263 96338 842.95368 59 312 - 797.38500 - 44.4 2310s 129592 96614 834.77932 68 304 - 797.38628 - 44.4 2315s 129984 96869 825.14265 52 301 - 797.39328 - 44.4 2320s 130377 97176 804.05857 40 334 - 797.39471 - 44.4 2325s 130722 97433 797.61275 30 345 - 797.39680 - 44.4 2330s 131020 97648 817.77764 44 327 - 797.40451 - 44.4 2335s 131422 97942 833.17654 60 287 - 797.41394 - 44.4 2340s 131844 98253 infeasible 100 - 797.42111 - 44.3 2345s 132158 98399 836.65730 46 312 - 797.44245 - 44.4 2350s 132493 98648 833.23603 69 304 - 797.44814 - 44.4 2355s 132851 98926 846.86348 68 280 - 797.44899 - 44.3 2360s 133253 99143 804.38062 31 335 - 797.45649 - 44.3 2365s 133509 99349 807.63394 43 323 - 797.45715 - 44.3 2370s 133791 99564 infeasible 61 - 797.46077 - 44.4 2375s 134039 99767 829.18629 42 329 - 797.46196 - 44.4 2380s 134414 100052 807.42709 40 360 - 797.46737 - 44.4 2385s 134814 100313 902.35143 142 301 - 797.47288 - 44.4 2390s 135121 100516 838.88936 62 327 - 797.47501 - 44.4 2395s 135426 100762 874.67930 71 292 - 797.47899 - 44.4 2400s 135740 101030 835.99435 60 276 - 797.48162 - 44.4 2405s 136100 101317 824.42156 53 317 - 797.48529 - 44.4 2410s 136400 101531 817.94317 38 338 - 797.49220 - 44.4 2415s 136589 101668 846.65482 74 283 - 797.49346 - 44.5 2420s 137031 102004 812.98639 41 332 - 797.49839 - 44.5 2425s 137343 102219 812.81104 41 320 - 797.50414 - 44.5 2430s 137563 102373 863.61149 89 242 - 797.51106 - 44.5 2435s 137968 102683 832.40495 58 296 - 797.51860 - 44.5 2440s 138372 102965 810.46777 33 323 - 797.52095 - 44.5 2445s 138689 103205 842.32583 49 277 - 797.52602 - 44.5 2450s 139048 103457 818.90505 33 348 - 797.53207 - 44.5 2455s 139481 103723 806.90608 40 341 - 797.54326 - 44.4 2460s 139824 104000 805.29314 42 330 - 797.54471 - 44.4 2465s 140102 104121 847.22184 47 313 - 797.55582 - 44.5 2470s 140390 104333 814.75269 43 305 - 797.55907 - 44.5 2475s 140690 104550 915.29824 99 271 - 797.56487 - 44.5 2480s 141077 104819 806.04177 35 328 - 797.56952 - 44.5 2485s 141475 105190 907.42317 106 268 - 797.57052 - 44.5 2490s 141786 105404 845.51176 74 271 - 797.57802 - 44.5 2495s 142077 105628 836.92062 71 311 - 797.58208 - 44.5 2500s 142351 105845 infeasible 44 - 797.58408 - 44.5 2505s 142784 106174 846.55998 40 318 - 797.58574 - 44.5 2510s 143060 106349 829.05264 57 297 - 797.59031 - 44.5 2515s 143449 106618 816.92889 35 331 - 797.59817 - 44.5 2520s 143810 106862 812.10676 40 351 - 797.60144 - 44.5 2525s 144142 107130 800.34542 37 339 - 797.60181 - 44.5 2530s 144466 107389 837.72971 57 306 - 797.60788 - 44.5 2535s 144795 107604 821.17783 53 312 - 797.61179 - 44.5 2540s 145142 107826 804.68837 42 338 - 797.61530 - 44.5 2545s 145480 108102 805.05030 38 332 - 797.61718 - 44.5 2550s 145825 108353 831.96945 58 295 - 797.62106 - 44.5 2555s 146176 108604 821.67387 45 359 - 797.62850 - 44.5 2560s 146416 108811 840.63715 67 322 - 797.62868 - 44.5 2565s 146692 109028 815.78118 48 316 - 797.62998 - 44.5 2570s 147142 109393 812.48077 40 315 - 797.63273 - 44.5 2575s 147494 109642 801.22239 34 338 - 797.64116 - 44.5 2580s 147809 109911 854.26862 74 311 - 797.64144 - 44.5 2585s 148176 110177 infeasible 88 - 797.64411 - 44.5 2590s 148482 110416 infeasible 47 - 797.64669 - 44.5 2595s 148777 110625 848.07026 55 280 - 797.65355 - 44.5 2600s 149169 110919 840.64819 38 315 - 797.65641 - 44.5 2605s 149569 111211 857.57198 81 297 - 797.66563 - 44.5 2610s 149947 111507 805.33980 33 327 - 797.67385 - 44.5 2615s 150339 111747 806.39546 49 302 - 797.68129 - 44.5 2620s 150655 111973 868.57665 71 303 - 797.68528 - 44.5 2625s 150947 112218 830.84114 35 329 - 797.69201 - 44.5 2630s 151236 112443 832.44954 60 336 - 797.70004 - 44.5 2635s 151531 112631 infeasible 57 - 797.70622 - 44.5 2640s 151779 112808 802.58244 35 327 - 797.71263 - 44.6 2645s 152142 113091 808.38143 42 314 - 797.71613 - 44.5 2650s 152383 113290 804.62505 38 336 - 797.71708 - 44.6 2655s 152703 113499 817.49610 44 352 - 797.72605 - 44.6 2660s 153066 113804 809.98519 41 321 - 797.72744 - 44.6 2665s 153322 113984 800.66114 37 309 - 797.73071 - 44.6 2670s 153640 114237 800.63034 37 334 - 797.73463 - 44.6 2675s 153943 114469 infeasible 54 - 797.73546 - 44.6 2680s 154329 114745 814.91270 31 324 - 797.74095 - 44.6 2685s 154681 115031 infeasible 103 - 797.74291 - 44.6 2690s 154960 115236 867.87262 70 291 - 797.74968 - 44.6 2695s 155411 115543 799.55300 39 323 - 797.75364 - 44.6 2700s 155727 115772 infeasible 88 - 797.75596 - 44.6 2705s 156027 115978 850.54596 73 285 - 797.76331 - 44.6 2710s 156415 116245 826.17106 46 290 - 797.76775 - 44.6 2715s 156753 116486 895.00057 75 260 - 797.77025 - 44.6 2720s 157069 116722 822.38466 59 356 - 797.78225 - 44.6 2725s 157342 116936 infeasible 62 - 797.78424 - 44.6 2730s 157577 117129 832.87697 49 256 - 797.78643 - 44.6 2735s 157968 117391 856.51527 63 310 - 797.78802 - 44.6 2740s 158263 117589 806.19329 42 295 - 797.79261 - 44.6 2745s 158546 117793 819.66809 49 331 - 797.79464 - 44.7 2750s 158902 118083 807.14829 38 333 - 797.79816 - 44.7 2755s 159274 118366 864.11038 68 285 - 797.80304 - 44.7 2760s 159662 118686 896.93810 101 286 - 797.80815 - 44.6 2765s 160038 118916 821.84404 33 305 - 797.81188 - 44.6 2770s 160380 119160 842.03970 52 300 - 797.81593 - 44.6 2775s 160636 119358 798.37046 27 347 - 797.81735 - 44.6 2780s 160884 119572 817.09284 39 340 - 797.81750 - 44.7 2785s 161237 119808 818.89662 56 347 - 797.82111 - 44.7 2790s 161553 120021 infeasible 63 - 797.82687 - 44.7 2795s 161755 120158 813.84826 37 318 - 797.83153 - 44.7 2800s 162040 120359 835.61139 62 321 - 797.83623 - 44.8 2805s 162399 120628 infeasible 72 - 797.84120 - 44.8 2810s 162670 120826 infeasible 62 - 797.84954 - 44.8 2815s 163050 121128 986.08657 152 275 - 797.85520 - 44.8 2820s 163355 121389 893.12567 85 285 - 797.85698 - 44.8 2825s 163736 121639 815.79103 44 316 - 797.85880 - 44.7 2830s 164102 121917 803.45747 36 324 - 797.86098 - 44.7 2835s 164456 122174 818.81133 43 316 - 797.86538 - 44.7 2840s 164795 122473 819.14022 55 315 - 797.87061 - 44.7 2845s 165182 122795 901.63194 126 298 - 797.87297 - 44.7 2850s 165478 122978 912.20446 107 247 - 797.87310 - 44.7 2855s 165755 123193 808.40862 35 334 - 797.87476 - 44.8 2860s 166192 123522 799.11941 32 307 - 797.88046 - 44.7 2865s 166593 123804 828.75193 54 314 - 797.88692 - 44.7 2870s 167021 124157 799.06991 30 338 - 797.88908 - 44.7 2875s 167417 124457 858.35195 63 314 - 797.89320 - 44.7 2880s 167723 124706 809.95940 51 316 - 797.89646 - 44.7 2885s 168132 125067 infeasible 96 - 797.89981 - 44.7 2890s 168489 125296 833.52109 50 323 - 797.90539 - 44.7 2895s 168725 125457 822.11381 48 307 - 797.90960 - 44.7 2900s 169071 125793 909.09957 231 160 - 797.90960 - 44.7 2905s 169391 126070 876.98178 88 251 - 797.91326 - 44.7 2910s 169844 126404 821.78338 55 318 - 797.92300 - 44.6 2915s 170278 126728 820.59290 34 346 - 797.92988 - 44.6 2920s 170645 126979 815.90673 39 296 - 797.93521 - 44.6 2925s 170914 127203 865.95034 56 293 - 797.93773 - 44.6 2930s 171332 127544 infeasible 93 - 797.93839 - 44.6 2935s 171661 127807 859.06824 50 296 - 797.94160 - 44.6 2940s 172072 128115 834.22792 37 319 - 797.94784 - 44.6 2945s 172342 128311 801.04110 27 307 - 797.95450 - 44.6 2950s 172661 128512 802.66561 34 304 - 797.95741 - 44.6 2955s 173007 128761 844.26678 65 290 - 797.96402 - 44.6 2960s 173478 129134 849.82627 83 258 - 797.96611 - 44.6 2965s 173792 129383 799.27967 35 332 - 797.97100 - 44.6 2970s 174191 129656 813.42013 44 332 - 797.97913 - 44.6 2975s 174556 129949 925.35464 115 293 - 797.98127 - 44.5 2980s 174830 130119 820.75986 47 309 - 797.98491 - 44.6 2985s 175239 130463 965.19156 155 148 - 797.98686 - 44.5 2990s 175582 130678 819.99772 41 320 - 797.98805 - 44.5 2995s 175861 130871 903.51978 93 265 - 797.99275 - 44.6 3000s 176162 131086 883.22532 109 264 - 797.99879 - 44.6 3005s 176469 131333 802.18678 45 321 - 798.00521 - 44.6 3010s 176823 131620 879.54852 121 275 - 798.00539 - 44.6 3015s 177219 131887 823.29074 41 302 - 798.00851 - 44.6 3020s 177614 132189 861.91573 65 322 - 798.00985 - 44.5 3025s 177997 132467 829.98805 53 315 - 798.01516 - 44.5 3030s 178350 132714 808.44903 47 313 - 798.02288 - 44.5 3035s 178771 133029 802.91048 38 332 - 798.02404 - 44.5 3040s 179258 133388 infeasible 52 - 798.02725 - 44.5 3045s 179547 133608 842.52315 34 345 - 798.03019 - 44.5 3050s 179943 133910 877.55060 71 293 - 798.03272 - 44.5 3055s 180324 134198 822.58596 46 340 - 798.03450 - 44.5 3060s 180670 134483 825.72472 43 330 - 798.03772 - 44.5 3065s 181080 134810 818.00911 45 323 - 798.04409 - 44.4 3070s 181454 135091 859.42687 83 304 - 798.04797 - 44.4 3075s 181784 135339 838.63069 50 311 - 798.05169 - 44.4 3080s 182159 135590 infeasible 109 - 798.05798 - 44.4 3085s 182464 135794 810.35958 37 318 - 798.06284 - 44.5 3090s 182813 136081 810.19070 43 340 - 798.06720 - 44.5 3095s 183152 136346 842.51281 45 325 - 798.06988 - 44.5 3100s 183438 136580 906.63951 64 320 - 798.07120 - 44.5 3105s 183707 136783 infeasible 60 - 798.07300 - 44.5 3110s 184000 136980 804.12011 33 330 - 798.08048 - 44.5 3115s 184367 137210 infeasible 38 - 798.08414 - 44.5 3120s 184647 137400 812.17133 45 321 - 798.08485 - 44.5 3125s 185037 137643 infeasible 44 - 798.08597 - 44.5 3130s 185442 137976 807.35306 56 323 - 798.08743 - 44.5 3135s 185852 138247 854.18683 67 278 - 798.09064 - 44.5 3140s 186209 138551 858.38180 80 274 - 798.09318 - 44.5 3145s 186515 138754 838.60478 49 320 - 798.09542 - 44.5 3150s 186972 139068 852.76207 48 333 - 798.10352 - 44.5 3155s 187305 139298 841.87910 55 304 - 798.10553 - 44.5 3160s 187773 139680 913.41170 98 304 - 798.10785 - 44.4 3165s 188098 139940 845.58034 74 310 - 798.11127 - 44.4 3170s 188395 140159 837.57572 53 316 - 798.11401 - 44.5 3175s 188665 140364 833.66064 61 278 - 798.11493 - 44.5 3180s 189012 140683 899.33242 193 199 - 798.11569 - 44.5 3185s 189225 140893 954.90373 303 165 - 798.11569 - 44.5 3190s 189450 141116 1049.93538 436 134 - 798.11569 - 44.5 3195s 189831 141388 811.04164 42 274 - 798.12098 - 44.4 3200s 190129 141599 801.67164 40 360 - 798.12761 - 44.5 3205s 190434 141810 820.25516 59 302 - 798.13044 - 44.5 3210s 190907 142177 804.44671 35 311 - 798.13476 - 44.4 3215s 191265 142423 802.81479 39 327 - 798.13636 - 44.4 3220s 191485 142578 828.46038 55 322 - 798.14159 - 44.5 3225s 191906 142887 infeasible 52 - 798.14685 - 44.4 3230s 192178 143096 818.21830 51 312 - 798.15197 - 44.5 3235s 192441 143321 844.38763 92 277 - 798.15342 - 44.5 3240s 192864 143647 832.21586 35 335 - 798.15596 - 44.5 3245s 193138 143854 827.00189 50 307 - 798.15889 - 44.5 3250s 193621 144219 800.35803 26 315 - 798.16431 - 44.5 3255s 193927 144414 818.42898 48 302 - 798.16780 - 44.4 3260s 194246 144655 849.17796 72 316 - 798.17050 - 44.5 3265s 194597 144939 846.10967 51 255 - 798.17307 - 44.4 3270s 194807 145064 921.10413 45 357 - 798.17701 - 44.5 3275s 195123 145282 821.25402 48 312 - 798.17937 - 44.5 3280s 195392 145514 902.66878 76 299 - 798.18132 - 44.5 3285s 195754 145786 841.99011 50 287 - 798.18793 - 44.5 3290s 196095 146042 837.52586 42 313 - 798.19136 - 44.5 3295s 196401 146290 infeasible 80 - 798.19184 - 44.5 3300s 196691 146460 804.40098 36 341 - 798.20005 - 44.5 3305s 197031 146689 814.87309 39 320 - 798.20120 - 44.5 3310s 197424 146996 814.01951 38 323 - 798.20281 - 44.5 3315s 197713 147212 infeasible 70 - 798.20551 - 44.5 3320s 198031 147424 819.82848 58 291 - 798.21195 - 44.5 3325s 198518 147811 803.31328 35 350 - 798.21422 - 44.5 3330s 198876 148092 813.12331 41 302 - 798.21553 - 44.5 3335s 199210 148370 infeasible 55 - 798.22024 - 44.5 3340s 199498 148588 854.67916 59 298 - 798.22369 - 44.5 3345s 199797 148807 815.32032 32 313 - 798.22917 - 44.5 3350s 200110 149072 853.19565 67 296 - 798.23104 - 44.5 3355s 200441 149285 835.72300 38 365 - 798.23426 - 44.5 3360s 200773 149537 906.36353 110 293 - 798.23687 - 44.5 3365s 201008 149713 801.75770 37 355 - 798.23886 - 44.6 3370s 201339 149975 823.05195 32 333 - 798.24305 - 44.6 3375s 201654 150206 826.14084 59 311 - 798.24648 - 44.6 3380s 201960 150391 862.54461 89 298 - 798.25395 - 44.6 3385s 202303 150598 837.84192 52 278 - 798.25501 - 44.6 3390s 202617 150830 866.83158 70 285 - 798.25710 - 44.6 3395s 203000 151111 814.56093 38 315 - 798.25986 - 44.6 3400s 203248 151269 822.14394 46 300 - 798.26357 - 44.6 3405s 203569 151504 846.96252 67 293 - 798.26460 - 44.6 3410s 203867 151714 817.12679 46 318 - 798.26476 - 44.6 3415s 204085 151874 875.39735 38 333 - 798.26516 - 44.7 3420s 204355 152079 833.53711 51 300 - 798.26635 - 44.7 3425s 204683 152345 805.98875 34 332 - 798.26963 - 44.7 3430s 205036 152596 821.41971 42 348 - 798.27621 - 44.7 3435s 205352 152800 809.64823 39 318 - 798.28071 - 44.7 3440s 205606 152966 837.00827 53 291 - 798.28317 - 44.7 3445s 206006 153281 881.74339 71 335 - 798.28834 - 44.7 3450s 206301 153478 infeasible 45 - 798.29590 - 44.7 3455s 206588 153657 841.53994 60 296 - 798.30004 - 44.7 3460s 206891 153876 infeasible 62 - 798.30103 - 44.7 3465s 207170 154096 infeasible 60 - 798.30140 - 44.7 3470s 207487 154300 809.35689 42 327 - 798.30613 - 44.7 3475s 207845 154579 885.41677 55 303 - 798.31310 - 44.7 3480s 208207 154857 816.27077 36 332 - 798.31816 - 44.7 3485s 208658 155245 909.82520 98 287 - 798.31973 - 44.7 3490s 209035 155485 806.38898 39 337 - 798.32545 - 44.7 3495s 209385 155723 844.32922 51 316 - 798.32965 - 44.7 3500s 209728 155993 850.17780 72 269 - 798.33593 - 44.7 3505s 210084 156273 855.26518 75 244 - 798.33861 - 44.7 3510s 210399 156540 940.27448 105 311 - 798.34046 - 44.7 3515s 210748 156800 infeasible 57 - 798.34377 - 44.7 3520s 211069 157049 887.41197 50 300 - 798.34456 - 44.7 3525s 211455 157393 928.86609 182 217 - 798.34783 - 44.7 3530s 211775 157651 886.04257 89 294 - 798.35081 - 44.7 3535s 212150 157922 847.25137 48 305 - 798.35278 - 44.7 3540s 212503 158144 812.67897 32 322 - 798.35498 - 44.7 3545s 212818 158391 863.67930 89 299 - 798.35688 - 44.7 3550s 213088 158536 810.84926 37 330 - 798.35816 - 44.7 3555s 213365 158749 846.05036 55 316 - 798.35898 - 44.7 3560s 213728 159027 812.63058 35 300 - 798.36464 - 44.7 3565s 214045 159296 871.94110 84 311 - 798.36486 - 44.7 3570s 214351 159513 infeasible 56 - 798.36798 - 44.7 3575s 214748 159767 833.18468 55 318 - 798.37114 - 44.7 3580s 214993 159945 817.88251 39 348 - 798.37518 - 44.7 3585s 215406 160251 804.60980 40 356 - 798.37775 - 44.7 3590s 215728 160532 850.31797 66 265 - 798.38034 - 44.7 3595s Cutting planes: Learned: 42 Gomory: 55 Cover: 233 Implied bound: 265 Clique: 26 MIR: 956 GUB cover: 17 Zero half: 383 Explored 216116 nodes (9664641 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 7.990000000000e+02, gap -