Gurobi 5.0.1 (linux64) logging started Sat Dec 22 10:54:38 2012 Optimize a model with 10202 rows, 10201 columns and 46491 nonzeros Presolve removed 8040 rows and 4729 columns Presolve time: 0.10s Presolved: 2162 rows, 5472 columns, 18373 nonzeros Variable types: 100 continuous, 5372 integer (5372 binary) Root relaxation: objective 5.441010e+02, 456 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 544.10099 0 150 - 544.10099 - - 0s 0 0 565.78362 0 217 - 565.78362 - - 0s 0 0 570.44878 0 207 - 570.44878 - - 0s 0 0 572.30252 0 206 - 572.30252 - - 0s 0 0 572.71115 0 222 - 572.71115 - - 0s 0 0 572.91532 0 224 - 572.91532 - - 0s 0 0 572.99923 0 232 - 572.99923 - - 0s 0 0 573.19958 0 202 - 573.19958 - - 0s 0 0 573.22655 0 222 - 573.22655 - - 0s 0 0 573.22655 0 207 - 573.22655 - - 0s 0 2 573.61785 0 207 - 573.61785 - - 1s 604 541 639.08130 49 169 - 582.82491 - 23.7 5s 613 547 662.56003 75 184 - 605.87809 - 23.4 10s 621 552 636.48141 21 224 - 612.47266 - 23.1 15s 628 557 631.33833 35 234 - 613.52175 - 22.8 20s 635 564 614.12109 14 244 - 614.12109 - 39.8 25s 1003 762 623.30670 39 164 - 614.17109 - 40.3 30s 1628 1131 617.31601 19 227 - 615.25502 - 39.2 35s 2406 1621 687.47791 158 103 - 615.74189 - 37.1 40s 3363 2486 683.73010 116 69 - 616.38089 - 35.0 45s 4334 3320 625.52001 51 153 - 616.85081 - 33.1 50s 5380 4232 628.36576 23 174 - 617.15482 - 31.8 55s 6421 5111 633.81473 24 196 - 617.27982 - 30.9 60s 7449 5998 628.76836 22 140 - 617.50980 - 30.7 65s 8399 6813 675.65088 84 114 - 617.55577 - 30.5 70s 9317 7614 infeasible 147 - 618.04037 - 30.2 75s 10201 8396 717.01763 138 53 - 618.09606 - 30.2 80s 11018 9106 677.12269 68 97 - 618.24792 - 30.2 85s 11884 9847 699.13679 99 74 - 618.42946 - 30.3 90s 12798 10591 infeasible 80 - 618.47780 - 30.1 95s 13413 11138 695.51935 118 114 - 618.53253 - 30.6 100s 14104 11711 656.64815 53 166 - 618.53253 - 30.8 105s 14945 12430 664.33439 86 186 - 618.59912 - 30.7 110s 15772 13137 637.92158 38 155 - 618.63990 - 30.8 115s 16522 13758 746.42778 165 94 - 618.67911 - 30.9 120s 17314 14440 750.61671 170 96 - 618.75350 - 30.9 125s 18186 15143 695.51726 115 103 - 618.78578 - 30.7 130s 18943 15765 705.44809 115 78 - 618.83391 - 30.7 135s 19750 16422 707.37608 75 86 - 618.89717 - 30.7 140s 20552 17065 627.47806 33 208 - 619.04493 - 30.5 145s 21281 17668 667.88634 42 112 - 619.04493 - 30.7 150s 22168 18440 656.39762 40 137 - 619.11725 - 30.6 155s 23004 19098 infeasible 92 - 619.22510 - 30.5 160s 23869 19766 infeasible 91 - 619.25818 - 30.5 165s 24538 20315 650.28125 57 185 - 619.35582 - 30.6 170s 25179 20845 737.14974 118 123 - 619.39055 - 30.8 175s 25908 21441 645.69130 37 184 - 619.43386 - 30.8 180s 26568 21934 633.93659 44 152 - 619.51938 - 31.0 185s 27223 22450 636.13326 53 186 - 619.56440 - 31.2 190s 27983 23042 655.26462 52 150 - 619.62609 - 31.1 195s 28818 23695 620.55125 27 221 - 619.73256 - 31.1 200s 29630 24417 741.40977 102 162 - 619.76398 - 31.1 205s 30335 24971 635.27717 38 202 - 619.81539 - 31.2 210s 31108 25570 672.71920 62 87 - 619.90624 - 31.1 215s 31903 26182 689.69736 91 76 - 620.03998 - 31.1 220s 32809 26937 657.01603 55 97 - 620.11601 - 31.0 225s 33606 27637 646.69120 48 151 - 620.15755 - 30.9 230s 34319 28193 652.72251 50 191 - 620.16991 - 31.0 235s 35000 28804 690.95590 101 103 - 620.21484 - 31.1 240s 35725 29396 766.79855 147 93 - 620.25925 - 31.1 245s 36547 30095 628.48860 38 158 - 620.28506 - 31.0 250s 37284 30685 650.10350 45 189 - 620.32223 - 31.1 255s 38080 31321 633.77186 31 158 - 620.37912 - 31.1 260s 38812 31898 754.77294 151 79 - 620.40532 - 31.2 265s 39522 32483 648.33688 43 152 - 620.43080 - 31.2 270s 40234 33066 715.42190 102 87 - 620.46088 - 31.3 275s 40804 33504 680.84345 72 70 - 620.49414 - 31.3 294s 40837 33523 639.53635 43 186 - 620.50684 - 31.3 295s 41524 34090 665.52759 50 154 - 620.59789 - 31.4 300s 42307 34729 630.99465 34 220 - 620.65122 - 31.3 305s 42910 35236 960.52158 180 121 - 620.68798 - 31.5 310s 43531 35736 694.23415 56 96 - 620.75799 - 31.6 315s 44252 36381 713.82936 126 99 - 620.81161 - 31.6 320s 44957 36955 697.13295 86 91 - 620.83818 - 31.6 325s 45687 37542 648.87950 56 175 - 620.89113 - 31.7 330s 46404 38130 640.28015 35 138 - 621.00660 - 31.7 335s 47207 38773 760.36244 165 49 - 621.06523 - 31.7 340s 47918 39309 700.63503 102 135 - 621.11120 - 31.7 345s 48695 39959 686.42187 84 83 - 621.13161 - 31.7 350s 49496 40613 643.07167 48 178 - 621.20860 - 31.7 355s 50239 41187 683.28906 88 161 - 621.27211 - 31.7 360s 50968 41821 657.23371 55 155 - 621.31712 - 31.7 365s 51516 42295 711.70967 86 119 - 621.35810 - 31.8 370s 52220 42830 670.94109 51 125 - 621.41250 - 31.9 375s 52901 43387 675.59065 81 126 - 621.44220 - 31.9 380s 53608 43962 685.21395 110 134 - 621.46571 - 31.9 385s 54341 44514 712.94173 92 78 - 621.49585 - 31.9 390s 55025 45028 631.71312 37 148 - 621.58292 - 31.9 395s 55678 45531 661.78853 68 178 - 621.62870 - 32.0 400s 56506 46182 658.08101 60 108 - 621.65875 - 32.0 405s 57321 46864 658.57029 59 125 - 621.70183 - 31.9 410s 58095 47533 644.40949 45 180 - 621.79003 - 31.9 415s 58795 48110 718.86462 66 105 - 621.81945 - 32.0 420s 59469 48649 711.52668 70 75 - 621.87907 - 32.0 425s 60211 49218 659.00228 66 151 - 621.93798 - 32.0 430s 60866 49778 715.20816 90 75 - 621.98474 - 32.1 435s 61580 50368 696.85463 100 52 - 622.00514 - 32.1 440s 62380 51037 700.87213 102 22 - 622.06071 - 32.1 445s 63182 51650 658.77655 64 106 - 622.10057 - 32.0 450s 63999 52315 751.31496 127 95 - 622.14382 - 32.0 455s 64714 52877 657.24838 75 161 - 622.16921 - 32.1 460s 65405 53422 infeasible 76 - 622.22682 - 32.1 465s 66114 54004 685.31432 66 57 - 622.25041 - 32.2 470s 66968 54739 751.44157 141 73 - 622.27771 - 32.1 475s 67803 55437 715.79828 88 133 - 622.30877 - 32.1 480s 68522 55965 653.82886 44 140 - 622.31521 - 32.2 485s 69304 56557 640.50570 48 173 - 622.35065 - 32.2 490s 69988 57078 642.65177 53 136 - 622.41417 - 32.3 495s 70756 57695 659.82914 59 141 - 622.50366 - 32.3 500s 71402 58203 644.08335 36 147 - 622.53777 - 32.3 505s 72159 58830 638.04333 37 203 - 622.59476 - 32.3 510s 73024 59559 infeasible 78 - 622.64179 - 32.3 515s 73880 60298 761.71566 135 152 - 622.68248 - 32.3 520s 74596 60781 640.83367 34 137 - 622.72981 - 32.3 525s 75348 61404 803.96742 153 81 - 622.78301 - 32.3 530s 76185 62089 661.27252 56 158 - 622.81602 - 32.3 535s 76956 62696 696.91414 57 171 - 622.84020 - 32.3 540s 77728 63291 625.72338 35 155 - 622.90214 - 32.3 545s 78463 63886 650.64219 61 91 - 622.92971 - 32.3 550s 79211 64468 671.91526 80 105 - 622.95276 - 32.3 555s 79999 65107 649.48290 55 136 - 622.98457 - 32.3 560s 80757 65682 636.82919 37 165 - 623.02176 - 32.4 565s 81563 66367 681.24267 88 101 - 623.04237 - 32.3 570s 82316 67010 702.10054 68 115 - 623.06949 - 32.3 575s 83093 67610 683.59637 125 97 - 623.09747 - 32.3 580s 83932 68304 697.08950 58 107 - 623.14798 - 32.3 585s 84711 68931 681.57989 42 129 - 623.16133 - 32.4 590s 85542 69638 638.02433 40 187 - 623.18726 - 32.4 595s 86211 70181 659.23825 46 178 - 623.23140 - 32.4 600s 86954 70771 660.40639 47 129 - 623.27114 - 32.4 605s 87767 71438 686.57642 102 127 - 623.30670 - 32.4 610s 88492 72006 653.22333 49 136 - 623.33274 - 32.5 615s 89257 72574 761.61140 136 58 - 623.36604 - 32.5 620s 90017 73222 677.92758 56 170 - 623.40783 - 32.5 625s 90829 73897 736.84343 110 74 - 623.46155 - 32.5 630s 91608 74506 672.43056 55 170 - 623.49969 - 32.5 635s 92344 75059 658.35253 42 140 - 623.51906 - 32.5 640s 93237 75801 659.18193 48 128 - 623.53152 - 32.4 645s 94011 76418 658.11641 66 151 - 623.56624 - 32.4 650s 94648 76956 694.76147 80 110 - 623.60232 - 32.5 655s 95441 77557 673.12333 60 99 - 623.62751 - 32.5 660s 96294 78250 629.10764 31 221 - 623.67015 - 32.5 665s 97131 78949 infeasible 161 - 623.69790 - 32.5 670s 97921 79585 692.21667 101 39 - 623.72142 - 32.5 675s 98703 80176 638.93690 34 167 - 623.77560 - 32.5 680s 99373 80668 626.35510 45 186 - 623.80173 - 32.5 685s 100133 81275 654.54422 43 84 - 623.81978 - 32.5 690s 101037 81991 infeasible 96 - 623.85345 - 32.5 695s 101799 82561 643.42165 47 145 - 623.87999 - 32.5 700s 102584 83195 758.99758 144 70 - 623.89219 - 32.5 705s 103209 83701 685.57027 75 85 - 623.91908 - 32.6 710s 104131 84443 665.79119 99 95 - 623.95702 - 32.5 715s 104839 85023 668.92175 73 42 - 623.98654 - 32.5 720s 105727 85738 651.31612 45 116 - 624.00879 - 32.5 725s 106517 86336 658.89433 49 168 - 624.04249 - 32.5 730s 107413 87074 661.37685 37 171 - 624.08725 - 32.5 735s 108307 87843 628.64397 29 211 - 624.10183 - 32.4 740s 109010 88375 692.02265 44 189 - 624.11962 - 32.5 745s 109731 88961 729.75836 77 103 - 624.15687 - 32.5 750s 110453 89507 697.23971 41 167 - 624.17375 - 32.5 755s 111114 90012 648.40255 35 126 - 624.22234 - 32.6 760s 111965 90747 infeasible 107 - 624.24558 - 32.6 765s 112691 91321 650.00983 51 144 - 624.27783 - 32.5 770s 113505 91951 694.35268 58 106 - 624.29790 - 32.5 775s 114364 92641 694.89910 105 95 - 624.30800 - 32.5 780s 115121 93269 infeasible 44 - 624.33432 - 32.5 785s 115915 93915 676.24603 97 76 - 624.36781 - 32.5 790s 116649 94493 646.66667 48 104 - 624.38674 - 32.5 795s 117464 95147 715.78294 127 58 - 624.41954 - 32.5 800s 118225 95740 699.88252 65 110 - 624.46543 - 32.5 805s 118875 96261 636.09546 39 184 - 624.50609 - 32.5 810s 119624 96857 658.93410 50 165 - 624.52887 - 32.6 815s 120438 97469 695.90078 115 135 - 624.54564 - 32.6 820s 121347 98220 668.29839 75 85 - 624.56045 - 32.5 825s 122160 98849 643.75983 45 174 - 624.58012 - 32.5 830s 122853 99426 708.56292 89 52 - 624.60656 - 32.5 835s 123705 100099 638.51261 35 121 - 624.63955 - 32.5 840s 124546 100793 669.34396 51 172 - 624.66648 - 32.5 845s 125293 101383 668.64691 55 166 - 624.68957 - 32.5 850s 126122 102033 643.24363 38 173 - 624.71619 - 32.5 855s 127018 102817 728.89134 117 37 - 624.74645 - 32.4 860s 127846 103351 641.41910 36 145 - 624.76462 - 32.4 865s 128655 104056 692.34262 88 114 - 624.77560 - 32.4 870s 129574 104782 infeasible 85 - 624.80460 - 32.4 875s 130323 105353 631.98303 43 163 - 624.83586 - 32.4 880s 131184 106070 649.81060 43 153 - 624.86909 - 32.4 885s 132080 106833 655.44130 37 189 - 624.89533 - 32.4 890s 132744 107346 680.70193 74 126 - 624.92534 - 32.4 895s 133628 108071 696.51398 92 124 - 624.94125 - 32.3 900s 134514 108766 662.59194 45 115 - 624.96953 - 32.3 905s 135367 109387 679.62618 70 145 - 625.02831 - 32.3 910s 136067 109931 648.35335 53 184 - 625.05052 - 32.3 915s 136963 110695 infeasible 43 - 625.07788 - 32.3 920s 137748 111279 659.13661 47 128 - 625.10066 - 32.3 925s 138438 111817 670.99206 47 72 - 625.12774 - 32.3 930s 139265 112472 754.99749 140 39 - 625.14655 - 32.3 935s 140102 113176 682.20205 77 88 - 625.15929 - 32.3 940s 141006 113903 653.78836 44 139 - 625.17440 - 32.3 945s 141863 114620 629.77791 37 205 - 625.19548 - 32.3 950s 142703 115323 635.76923 23 160 - 625.21503 - 32.3 955s 143444 115945 629.99548 32 217 - 625.22702 - 32.3 960s 144230 116548 644.04409 50 191 - 625.25437 - 32.3 965s 145123 117315 675.80878 67 114 - 625.26738 - 32.2 970s 145943 117993 756.24685 140 79 - 625.29774 - 32.2 975s 146857 118700 682.39604 109 61 - 625.32596 - 32.2 980s 147634 119322 677.15612 70 127 - 625.34387 - 32.2 985s 148552 120080 667.72236 31 210 - 625.36206 - 32.2 990s 149318 120664 665.38608 58 137 - 625.38794 - 32.2 995s 150203 121351 674.17244 84 118 - 625.39781 - 32.2 1000s 150987 121957 631.25002 57 150 - 625.43442 - 32.2 1005s 151775 122621 674.87932 64 124 - 625.45724 - 32.1 1010s 152550 123210 716.52343 82 97 - 625.47579 - 32.1 1015s 153320 123784 631.15858 33 190 - 625.51537 - 32.1 1020s 153952 124278 678.65992 68 106 - 625.52251 - 32.2 1025s 154748 124931 629.06998 24 154 - 625.53897 - 32.2 1030s 155688 125731 761.71380 188 72 - 625.55359 - 32.1 1035s 156466 126376 673.01867 73 130 - 625.56524 - 32.2 1040s 157369 127070 669.30348 62 121 - 625.58920 - 32.1 1045s 158183 127613 627.30204 38 169 - 625.61554 - 32.1 1050s 159027 128324 infeasible 163 - 625.62432 - 32.1 1055s 159889 128976 631.73892 34 167 - 625.66271 - 32.1 1060s 160675 129605 698.18855 50 169 - 625.68865 - 32.1 1065s 161567 130337 690.96365 81 151 - 625.70366 - 32.1 1070s 162469 131070 661.59039 57 96 - 625.72057 - 32.1 1075s 163305 131750 647.09921 41 171 - 625.74205 - 32.1 1080s 164081 132360 656.91128 57 188 - 625.75401 - 32.1 1085s 165001 133087 644.18044 48 168 - 625.77945 - 32.0 1090s 165917 133815 782.61729 147 91 - 625.81880 - 32.0 1095s 166774 134502 650.05865 29 188 - 625.83537 - 32.0 1100s 167526 135152 664.16011 85 129 - 625.85733 - 32.0 1105s 168351 135805 662.09007 54 143 - 625.87720 - 32.0 1110s 169181 136450 650.33811 50 111 - 625.88730 - 32.0 1115s 169972 137043 654.12912 53 137 - 625.91397 - 32.0 1120s 170839 137708 630.35822 32 206 - 625.94103 - 32.0 1125s 171681 138397 636.99321 41 158 - 625.95463 - 32.0 1130s 172611 139214 682.24170 51 101 - 625.96955 - 32.0 1135s 173438 139882 660.58890 51 142 - 625.99806 - 32.0 1140s 174150 140416 infeasible 111 - 626.00956 - 32.0 1145s 174979 141038 infeasible 69 - 626.02481 - 31.9 1150s 175696 141635 678.14164 87 96 - 626.05094 - 32.0 1155s 176584 142327 654.21980 44 135 - 626.07272 - 32.0 1160s 177428 143055 651.87102 55 98 - 626.09092 - 32.0 1165s 178286 143757 719.50853 114 51 - 626.10443 - 31.9 1170s 179093 144406 699.13930 80 107 - 626.12006 - 31.9 1175s 179835 144937 696.23612 100 82 - 626.13773 - 31.9 1180s 180682 145599 755.67507 156 69 - 626.16221 - 31.9 1185s 181454 146247 650.97027 39 171 - 626.18386 - 31.9 1190s 182233 146827 630.00340 31 181 - 626.19548 - 32.0 1195s 182942 147365 669.92266 46 153 - 626.23586 - 32.0 1200s 183707 147980 655.94132 47 89 - 626.26647 - 32.0 1205s 184591 148723 712.46462 115 91 - 626.28216 - 32.0 1210s 185378 149347 654.02899 39 193 - 626.30388 - 32.0 1215s 186187 149979 715.31391 69 156 - 626.31966 - 32.0 1220s 187016 150627 646.20520 37 206 - 626.34703 - 32.0 1225s 187902 151351 658.03941 54 134 - 626.36144 - 31.9 1230s 188837 152128 693.16948 107 83 - 626.38197 - 31.9 1235s 189590 152657 674.25575 41 142 - 626.39995 - 31.9 1240s 190366 153284 676.45574 48 191 - 626.41111 - 31.9 1245s 191182 153926 630.04269 36 183 - 626.42905 - 31.9 1250s 191958 154538 647.72890 59 148 - 626.44402 - 31.9 1255s 192773 155172 657.52138 46 146 - 626.46451 - 31.9 1260s 193579 155803 654.51657 50 172 - 626.49759 - 31.9 1265s H194000 120501 703.0000000 626.50728 10.9% 31.9 1268s 194183 120634 637.16637 37 200 703.00000 626.51564 10.9% 31.9 1270s 194524 120837 635.00094 38 158 703.00000 626.53259 10.9% 32.0 1275s 194814 121074 694.06633 111 64 703.00000 626.54327 10.9% 32.0 1280s 195058 121237 647.87358 38 221 703.00000 626.55540 10.9% 32.0 1285s 195301 121441 690.97438 98 60 703.00000 626.55797 10.9% 32.0 1290s 195544 121649 676.89666 84 113 703.00000 626.56828 10.9% 32.0 1295s 195764 121798 630.04780 22 225 703.00000 626.57612 10.9% 32.0 1300s 195973 121948 639.49474 44 198 703.00000 626.58136 10.9% 32.0 1305s 196173 122093 658.25092 45 190 703.00000 626.59377 10.9% 32.0 1310s 196362 122217 662.25755 53 90 703.00000 626.60268 10.9% 32.0 1315s 196524 122340 676.09013 73 187 703.00000 626.60618 10.9% 32.0 1320s 196713 122504 683.73685 76 152 703.00000 626.60843 10.9% 32.0 1325s 196875 122627 657.97099 60 85 703.00000 626.61196 10.9% 32.0 1330s 197053 122764 644.48135 42 181 703.00000 626.62014 10.9% 32.0 1335s 197226 122917 695.44096 61 107 703.00000 626.62149 10.9% 32.0 1340s 197388 123044 654.23763 53 135 703.00000 626.63413 10.9% 32.0 1345s 197550 123178 677.81877 61 173 703.00000 626.63521 10.9% 32.0 1350s 197712 123316 649.66331 52 122 703.00000 626.64050 10.9% 32.0 1355s 197874 123443 642.49722 53 180 703.00000 626.64383 10.9% 32.0 1360s 198029 123571 683.12326 86 61 703.00000 626.64814 10.9% 31.9 1365s 198173 123679 666.38153 67 122 703.00000 626.65394 10.9% 31.9 1370s 198308 123778 663.08984 61 170 703.00000 626.65922 10.9% 31.9 1375s 198472 123896 681.18344 45 184 703.00000 626.66830 10.9% 31.9 1380s 198608 123985 627.67363 31 207 703.00000 626.67106 10.9% 32.0 1385s 198744 124077 683.57720 71 94 703.00000 626.67499 10.9% 31.9 1390s 198882 124174 680.79233 48 153 703.00000 626.68679 10.9% 32.0 1395s 198990 124252 647.97758 53 98 703.00000 626.68945 10.9% 32.0 1400s 199017 124279 662.69907 80 127 703.00000 626.68945 10.9% 32.0 1408s 199044 124302 692.18068 105 88 703.00000 626.68945 10.9% 32.0 1418s 199071 124317 641.07872 37 168 703.00000 626.69076 10.9% 32.0 1433s 199098 124344 667.09462 64 141 703.00000 626.69076 10.9% 32.0 1450s 199696 124765 cutoff 98 703.00000 626.71056 10.9% 31.9 1455s 200157 125088 653.14802 42 167 703.00000 626.74253 10.8% 32.0 1460s 200780 125583 645.72549 58 170 703.00000 626.75164 10.8% 32.0 1465s 201401 126034 659.52579 50 149 703.00000 626.77877 10.8% 32.0 1470s 202192 126611 641.92666 29 167 703.00000 626.80176 10.8% 32.0 1475s 202873 127098 658.79168 64 148 703.00000 626.82460 10.8% 32.0 1480s 203644 127715 689.09281 46 179 703.00000 626.84528 10.8% 32.0 1485s 204279 128124 684.36959 48 148 703.00000 626.86067 10.8% 32.1 1490s 204984 128669 667.37603 67 95 703.00000 626.88006 10.8% 32.1 1495s 205676 129161 680.35875 74 109 703.00000 626.90356 10.8% 32.1 1500s 206362 129696 671.43033 48 197 703.00000 626.92139 10.8% 32.1 1505s 206403 129713 660.79964 51 125 703.00000 626.92217 10.8% 32.1 1510s 206422 129730 673.74296 69 123 703.00000 626.92217 10.8% 32.1 1515s 206440 129739 637.41278 44 190 703.00000 626.92400 10.8% 32.1 1520s 206453 129750 672.91732 56 172 703.00000 626.92400 10.8% 32.1 1525s 206468 129757 628.35211 34 197 703.00000 626.92457 10.8% 32.1 1530s 206478 129767 643.45347 44 196 703.00000 626.92457 10.8% 32.1 1535s 206487 129776 653.03807 53 194 703.00000 626.92457 10.8% 32.1 1540s 206496 129785 678.73832 62 190 703.00000 626.92457 10.8% 32.1 1545s 206505 129794 683.88507 71 181 703.00000 626.92457 10.8% 32.1 1550s 206514 129803 690.60888 80 176 703.00000 626.92457 10.8% 32.1 1555s 206522 129811 697.51073 88 170 703.00000 626.92457 10.8% 32.1 1560s 206536 129811 636.15646 34 199 703.00000 626.92806 10.8% 32.1 1565s 206543 129818 643.19731 41 186 703.00000 626.92806 10.8% 32.1 1570s 206550 129825 661.61384 48 177 703.00000 626.92806 10.8% 32.1 1575s 206557 129832 668.18299 55 94 703.00000 626.92806 10.8% 32.1 1580s 206564 129839 671.62028 62 89 703.00000 626.92806 10.8% 32.1 1585s 206569 129844 680.47582 67 64 703.00000 626.92806 10.8% 32.1 1594s 206570 129845 682.06600 68 69 703.00000 626.92806 10.8% 32.1 1603s 206776 130011 639.41482 37 180 703.00000 626.93199 10.8% 32.1 1605s 207367 130463 665.87811 41 108 703.00000 626.95138 10.8% 32.1 1610s 208170 131057 668.85880 50 186 703.00000 626.97415 10.8% 32.1 1615s 208898 131569 660.66455 48 181 703.00000 627.00136 10.8% 32.1 1620s 209674 132170 658.59141 43 121 703.00000 627.02920 10.8% 32.1 1625s 210390 132655 663.66964 43 178 703.00000 627.06044 10.8% 32.1 1630s 211203 133252 649.79204 49 195 703.00000 627.09255 10.8% 32.1 1635s 211998 133886 660.99548 53 199 703.00000 627.11639 10.8% 32.1 1640s 212816 134462 663.91524 43 127 703.00000 627.14692 10.8% 32.1 1645s 213465 134903 646.42485 40 169 703.00000 627.17018 10.8% 32.1 1650s 214186 135441 673.91065 50 139 703.00000 627.20267 10.8% 32.1 1655s 214786 135892 665.59419 32 208 703.00000 627.23792 10.8% 32.1 1660s 215548 136462 643.09893 29 148 703.00000 627.27457 10.8% 32.1 1665s 216285 136954 683.77609 68 124 703.00000 627.29605 10.8% 32.2 1670s 217079 137539 677.81232 47 179 703.00000 627.32123 10.8% 32.2 1675s 217740 138010 671.07044 45 142 703.00000 627.35163 10.8% 32.2 1680s 218517 138574 651.58339 41 128 703.00000 627.37360 10.8% 32.2 1685s 219275 139123 627.81404 29 179 703.00000 627.40931 10.8% 32.2 1690s 219999 139656 689.09153 70 113 703.00000 627.45053 10.7% 32.2 1695s 220691 140199 651.92293 68 192 703.00000 627.46813 10.7% 32.2 1700s 221645 140930 692.60210 114 129 703.00000 627.49366 10.7% 32.2 1705s 222382 141501 691.88164 59 158 703.00000 627.51440 10.7% 32.2 1710s 223017 141904 668.52085 36 139 703.00000 627.55097 10.7% 32.2 1715s 223669 142356 640.80601 30 166 703.00000 627.57681 10.7% 32.2 1720s 224449 142951 665.83614 44 199 703.00000 627.60394 10.7% 32.2 1725s 225120 143421 infeasible 47 703.00000 627.62092 10.7% 32.2 1730s 225939 143981 664.31269 61 200 703.00000 627.64627 10.7% 32.2 1735s 226652 144499 645.47306 33 192 703.00000 627.66933 10.7% 32.2 1740s 227485 145141 637.46848 40 205 703.00000 627.69692 10.7% 32.2 1745s 228141 145599 669.36806 60 129 703.00000 627.71548 10.7% 32.2 1750s 229058 146309 667.44905 49 181 703.00000 627.74058 10.7% 32.2 1755s 229824 146849 689.96544 47 120 703.00000 627.75943 10.7% 32.2 1760s 230486 147368 665.34090 54 146 703.00000 627.77601 10.7% 32.2 1765s 231259 147938 650.82487 40 198 703.00000 627.80418 10.7% 32.2 1770s 231983 148443 690.28212 106 96 703.00000 627.83164 10.7% 32.2 1775s 232762 149019 659.54266 46 122 703.00000 627.86455 10.7% 32.2 1780s 233447 149523 636.38207 32 180 703.00000 627.87918 10.7% 32.2 1785s 234061 149921 684.58619 62 116 703.00000 627.90046 10.7% 32.3 1790s 234787 150437 652.94272 37 123 703.00000 627.93199 10.7% 32.3 1795s 235393 150891 683.51277 68 85 703.00000 627.94594 10.7% 32.3 1800s 236126 151439 672.31273 50 203 703.00000 627.97548 10.7% 32.3 1805s 236979 152088 662.50723 52 180 703.00000 628.00163 10.7% 32.3 1810s 237696 152583 646.72355 48 191 703.00000 628.03041 10.7% 32.3 1815s 238398 153074 642.46138 50 195 703.00000 628.05020 10.7% 32.3 1820s 239201 153675 638.34647 40 148 703.00000 628.08514 10.7% 32.3 1825s 240004 154276 644.04806 31 177 703.00000 628.10461 10.7% 32.3 1830s 240730 154789 642.99970 42 134 703.00000 628.12196 10.7% 32.3 1835s 241547 155421 658.89930 42 171 703.00000 628.14154 10.6% 32.3 1840s 242248 155961 653.26074 37 158 703.00000 628.16602 10.6% 32.3 1845s 243047 156555 648.21161 54 164 703.00000 628.17823 10.6% 32.3 1850s 243926 157201 652.54260 55 155 703.00000 628.19794 10.6% 32.3 1855s 244708 157801 677.15606 87 116 703.00000 628.22458 10.6% 32.3 1860s 245449 158352 infeasible 36 703.00000 628.24591 10.6% 32.3 1865s 246320 158996 659.63424 32 172 703.00000 628.26522 10.6% 32.3 1870s 247165 159640 639.79098 25 175 703.00000 628.27418 10.6% 32.3 1875s 248009 160235 654.88190 44 178 703.00000 628.31556 10.6% 32.2 1880s 248956 160951 640.88587 48 126 703.00000 628.33453 10.6% 32.2 1885s 249834 161602 700.00434 130 50 703.00000 628.35655 10.6% 32.2 1890s 250583 162085 cutoff 59 703.00000 628.38016 10.6% 32.2 1895s 251422 162747 674.82244 87 97 703.00000 628.39424 10.6% 32.2 1900s 252235 163302 671.54162 58 129 703.00000 628.41907 10.6% 32.2 1905s 252932 163757 648.41202 34 153 703.00000 628.43164 10.6% 32.2 1910s 253628 164267 661.52568 34 189 703.00000 628.44525 10.6% 32.2 1915s 254242 164603 631.27815 22 142 703.00000 628.45936 10.6% 32.2 1920s H254542 163632 702.0000000 628.46814 10.5% 32.2 1922s 254543 163635 653.78034 45 164 702.00000 628.46814 10.5% 32.2 1939s 254631 163714 679.73074 63 153 702.00000 628.46862 10.5% 32.2 1940s 255208 164142 686.09257 73 124 702.00000 628.49082 10.5% 32.2 1945s 255976 164709 cutoff 104 702.00000 628.50429 10.5% 32.2 1950s 256833 165340 637.29509 43 182 702.00000 628.51873 10.5% 32.2 1955s 257660 165926 650.91118 33 236 702.00000 628.54008 10.5% 32.2 1960s 258381 166427 672.64136 36 131 702.00000 628.55368 10.5% 32.2 1965s 259134 166983 657.35304 50 183 702.00000 628.57328 10.5% 32.2 1970s 259920 167535 653.53466 39 195 702.00000 628.58941 10.5% 32.2 1975s 260704 168117 669.10563 46 120 702.00000 628.61148 10.5% 32.2 1980s 261441 168668 673.64427 56 129 702.00000 628.62836 10.5% 32.2 1985s 262299 169282 632.18178 33 209 702.00000 628.65248 10.4% 32.2 1990s 263246 170037 662.49983 40 166 702.00000 628.66825 10.4% 32.2 1995s 263988 170565 649.94423 37 130 702.00000 628.68888 10.4% 32.2 2000s *264099 88991 99 668.0000000 628.69022 5.88% 32.2 2000s H264200 63500 660.0000000 628.69399 4.74% 32.2 2001s 264201 63501 630.63779 40 207 660.00000 628.69399 4.74% 32.2 2039s 264203 63502 655.88494 69 146 660.00000 628.69399 4.74% 32.2 2041s 264210 63507 643.53886 35 233 660.00000 628.69399 4.74% 32.2 2045s 264278 63554 643.06516 55 173 660.00000 628.69399 4.74% 32.2 2050s 264814 63747 628.69399 29 209 660.00000 628.69399 4.74% 32.3 2055s 265249 63831 647.19195 34 197 660.00000 628.69399 4.74% 32.3 2060s 265605 63863 635.25770 42 232 660.00000 628.69399 4.74% 32.3 2065s 266049 63954 642.08052 34 220 660.00000 628.69399 4.74% 32.4 2070s 266470 64033 650.56878 39 188 660.00000 628.69399 4.74% 32.4 2075s 266938 64091 657.01790 42 178 660.00000 628.69399 4.74% 32.5 2080s 267330 64116 649.26037 43 180 660.00000 628.69399 4.74% 32.5 2085s 267743 64189 637.36027 38 197 660.00000 629.42682 4.63% 32.6 2090s 268193 64277 640.71050 45 203 660.00000 630.06069 4.54% 32.6 2095s 268602 64337 infeasible 39 660.00000 630.47509 4.47% 32.7 2100s 269060 64434 635.88423 44 165 660.00000 630.92522 4.41% 32.7 2105s 269555 64572 641.03441 46 167 660.00000 631.35392 4.34% 32.8 2110s 270093 64720 640.08580 46 183 660.00000 631.81327 4.27% 32.8 2115s 270574 64875 650.29250 53 178 660.00000 632.10877 4.23% 32.8 2120s 271115 65027 641.68508 32 215 660.00000 632.45737 4.17% 32.9 2125s 271585 65135 657.38151 47 178 660.00000 632.81855 4.12% 32.9 2130s 272137 65322 646.90292 38 168 660.00000 632.99511 4.09% 32.9 2135s 272597 65430 640.85595 38 212 660.00000 633.26554 4.05% 33.0 2140s 273087 65489 649.43790 35 189 660.00000 633.54301 4.01% 33.0 2145s 273654 65689 639.02941 41 199 660.00000 633.73177 3.98% 33.1 2150s 273844 65733 642.17013 51 175 660.00000 633.81858 3.97% 33.1 2155s 274328 65855 645.60562 51 194 660.00000 634.00467 3.94% 33.1 2160s 274854 65999 638.88976 45 175 660.00000 634.20439 3.91% 33.1 2165s 275370 66109 635.11499 32 202 660.00000 634.43475 3.87% 33.2 2170s 275815 66232 657.02369 53 155 660.00000 634.57869 3.85% 33.2 2175s 276338 66373 642.39437 43 159 660.00000 634.69266 3.83% 33.3 2180s 276589 66434 650.81736 75 128 660.00000 634.74704 3.83% 33.3 2185s 276618 66435 640.94067 34 199 660.00000 634.77398 3.82% 33.3 2190s 276636 66439 642.54415 43 172 660.00000 634.77601 3.82% 33.3 2195s 276651 66445 655.70816 55 123 660.00000 634.77601 3.82% 33.3 2200s 276664 66446 638.12555 47 165 660.00000 634.77730 3.82% 33.3 2205s 276675 66453 640.80637 58 112 660.00000 634.77730 3.82% 33.3 2210s 276686 66460 642.10096 69 115 660.00000 634.77730 3.82% 33.3 2215s 276688 66462 642.23098 71 113 660.00000 634.77730 3.82% 33.3 2220s 277226 66585 641.48101 47 142 660.00000 634.88278 3.81% 33.3 2225s 277750 66748 648.19545 43 122 660.00000 635.02545 3.78% 33.3 2230s 278333 66925 638.26602 41 186 660.00000 635.18450 3.76% 33.3 2235s 278924 67086 644.61909 57 128 660.00000 635.26211 3.75% 33.4 2240s 279434 67183 cutoff 63 660.00000 635.38442 3.73% 33.4 2245s 279982 67332 639.93384 48 160 660.00000 635.54007 3.71% 33.4 2250s 280515 67477 649.00326 47 196 660.00000 635.59159 3.70% 33.5 2255s 281056 67621 650.14449 43 170 660.00000 635.66082 3.69% 33.5 2260s 281649 67772 647.30720 54 180 660.00000 635.76023 3.67% 33.5 2265s 282252 67927 637.01059 42 158 660.00000 635.86613 3.66% 33.5 2270s 282809 68101 647.20249 38 170 660.00000 635.93396 3.65% 33.6 2275s 283358 68226 638.70996 56 138 660.00000 636.01597 3.63% 33.6 2280s H283763 65125 659.0000000 636.07128 3.48% 33.6 2283s 283976 65201 653.33777 70 149 659.00000 636.08537 3.48% 33.6 2285s 284559 65368 642.97110 48 93 659.00000 636.15056 3.47% 33.6 2290s 284599 65363 646.49805 43 171 659.00000 636.15968 3.47% 33.6 2297s 284832 65380 645.32239 48 154 659.00000 636.17401 3.46% 33.7 2300s 285274 65503 651.41510 40 193 659.00000 636.23230 3.45% 33.7 2305s 285806 65612 infeasible 66 659.00000 636.26675 3.45% 33.7 2310s 286247 65739 cutoff 70 659.00000 636.33123 3.44% 33.7 2315s 286834 65887 646.37013 89 115 659.00000 636.38423 3.43% 33.8 2320s 287323 65991 647.25356 59 184 659.00000 636.44013 3.42% 33.8 2325s 287899 66134 644.19938 57 177 659.00000 636.52544 3.41% 33.8 2330s 288534 66331 653.34495 57 155 659.00000 636.57128 3.40% 33.8 2335s 289079 66473 644.91226 45 161 659.00000 636.61190 3.40% 33.9 2340s 289762 66693 657.57381 55 100 659.00000 636.68700 3.39% 33.9 2345s 290316 66823 637.98056 47 164 659.00000 636.75196 3.38% 33.9 2350s 290901 66923 639.58500 43 184 659.00000 636.82327 3.37% 33.9 2355s 291389 66987 cutoff 51 659.00000 636.87676 3.36% 33.9 2360s 291895 67100 645.15817 47 175 659.00000 636.94018 3.35% 34.0 2365s 292495 67276 643.54072 40 160 659.00000 636.99579 3.34% 34.0 2370s 293037 67376 640.11512 48 203 659.00000 637.03532 3.33% 34.0 2375s 293563 67512 infeasible 62 659.00000 637.08044 3.33% 34.1 2380s 294149 67674 646.35046 50 125 659.00000 637.11831 3.32% 34.1 2385s 294720 67837 652.45865 44 172 659.00000 637.15407 3.32% 34.1 2390s 295351 68004 infeasible 47 659.00000 637.19155 3.31% 34.1 2395s 295849 68130 652.85566 38 198 659.00000 637.23452 3.30% 34.2 2400s 296404 68292 644.05552 47 131 659.00000 637.25010 3.30% 34.2 2405s 297014 68418 637.28374 44 187 659.00000 637.28374 3.30% 34.2 2410s 297599 68541 652.82131 62 164 659.00000 637.31016 3.29% 34.2 2415s 298171 68631 642.48089 49 147 659.00000 637.36295 3.28% 34.2 2420s 298667 68738 648.40809 79 140 659.00000 637.39913 3.28% 34.3 2425s 299271 68896 639.40260 42 191 659.00000 637.44055 3.27% 34.3 2430s 299796 69005 638.82247 43 185 659.00000 637.48069 3.27% 34.3 2435s 300347 69120 653.17437 52 119 659.00000 637.52162 3.26% 34.3 2440s 300812 69197 653.03896 59 111 659.00000 637.56434 3.25% 34.4 2445s 301417 69376 646.97471 46 178 659.00000 637.59468 3.25% 34.4 2450s 301922 69477 643.65776 77 153 659.00000 637.63123 3.24% 34.4 2455s 302545 69644 648.33374 53 172 659.00000 637.65762 3.24% 34.4 2460s 303071 69710 655.53722 57 121 659.00000 637.68559 3.23% 34.5 2465s 303586 69787 638.98099 36 194 659.00000 637.70966 3.23% 34.5 2470s 304177 69908 649.57643 83 135 659.00000 637.73805 3.23% 34.5 2475s 304694 69975 648.74549 44 192 659.00000 637.75972 3.22% 34.5 2480s 305176 70043 656.64499 44 130 659.00000 637.80198 3.22% 34.6 2485s 305691 70160 642.46716 47 157 659.00000 637.83693 3.21% 34.6 2490s 306208 70288 644.25330 62 95 659.00000 637.88540 3.20% 34.6 2495s 306851 70459 654.24256 67 133 659.00000 637.91999 3.20% 34.6 2500s 307438 70609 650.81295 63 135 659.00000 637.95385 3.19% 34.6 2505s 308073 70769 642.85897 58 116 659.00000 637.97507 3.19% 34.7 2510s 308657 70856 643.69163 43 192 659.00000 638.00038 3.19% 34.7 2515s 309218 70965 646.56073 49 185 659.00000 638.03624 3.18% 34.7 2520s 309735 71049 651.91438 72 128 659.00000 638.06361 3.18% 34.7 2525s 310341 71206 649.26481 55 191 659.00000 638.08604 3.17% 34.7 2530s 311007 71399 648.98948 54 127 659.00000 638.12469 3.17% 34.7 2535s 311603 71502 649.18657 60 121 659.00000 638.15461 3.16% 34.8 2540s 312140 71614 646.86594 53 192 659.00000 638.17608 3.16% 34.8 2545s 312738 71778 653.52279 47 142 659.00000 638.19657 3.16% 34.8 2563s 312927 71812 652.55990 40 171 659.00000 638.21055 3.15% 34.8 2565s 313573 71989 645.16137 44 209 659.00000 638.23667 3.15% 34.8 2570s 314264 72121 cutoff 47 659.00000 638.26688 3.15% 34.8 2575s 314814 72186 infeasible 32 659.00000 638.29174 3.14% 34.9 2580s 315464 72313 649.35497 39 143 659.00000 638.31627 3.14% 34.9 2585s 316069 72445 646.60724 63 151 659.00000 638.34478 3.13% 34.9 2590s 316600 72553 643.35169 49 187 659.00000 638.36422 3.13% 34.9 2595s 317173 72622 646.07369 58 143 659.00000 638.39091 3.13% 35.0 2600s 317809 72763 647.18259 54 151 659.00000 638.43170 3.12% 35.0 2605s 318379 72844 648.76120 42 163 659.00000 638.45940 3.12% 35.0 2610s 319053 72954 650.53169 45 164 659.00000 638.48370 3.11% 35.1 2615s 319702 73082 654.88515 71 133 659.00000 638.52325 3.11% 35.1 2620s 320264 73155 cutoff 57 659.00000 638.54979 3.10% 35.1 2625s 320916 73299 643.45355 43 178 659.00000 638.57796 3.10% 35.1 2630s 321614 73441 cutoff 51 659.00000 638.59942 3.10% 35.1 2635s 322163 73554 654.67940 66 125 659.00000 638.61851 3.09% 35.2 2640s 322835 73731 641.15773 43 190 659.00000 638.64355 3.09% 35.2 2645s 323448 73794 cutoff 50 659.00000 638.66264 3.09% 35.2 2650s 324102 73926 650.14617 41 188 659.00000 638.67696 3.08% 35.2 2655s 324722 74020 cutoff 57 659.00000 638.69577 3.08% 35.3 2660s 325296 74115 643.54340 44 155 659.00000 638.71518 3.08% 35.3 2665s 325968 74295 646.13146 84 127 659.00000 638.73432 3.08% 35.3 2670s 326610 74377 646.14015 48 203 659.00000 638.75216 3.07% 35.3 2675s 327219 74468 656.55841 71 116 659.00000 638.76739 3.07% 35.3 2680s 327871 74589 cutoff 56 659.00000 638.78271 3.07% 35.4 2685s 328632 74772 653.13628 45 209 659.00000 638.80949 3.06% 35.4 2690s 329142 74837 644.44367 51 166 659.00000 638.82945 3.06% 35.4 2695s 329785 74940 cutoff 66 659.00000 638.85293 3.06% 35.4 2700s 330480 75029 653.76438 65 142 659.00000 638.87147 3.05% 35.4 2705s 331077 75174 644.15923 53 152 659.00000 638.89393 3.05% 35.5 2710s 331715 75292 643.79959 46 182 659.00000 638.90888 3.05% 35.5 2715s 332328 75387 641.21874 65 150 659.00000 638.92412 3.05% 35.5 2720s 333064 75553 649.93054 70 136 659.00000 638.94521 3.04% 35.5 2725s 333747 75675 cutoff 52 659.00000 638.96732 3.04% 35.5 2730s 334443 75791 cutoff 60 659.00000 638.99546 3.04% 35.5 2735s 335045 75970 653.01357 58 159 659.00000 639.00865 3.03% 35.6 2740s 335741 76139 654.87597 68 143 659.00000 639.03029 3.03% 35.6 2745s 336371 76271 651.81917 59 112 659.00000 639.04646 3.03% 35.6 2750s 336915 76360 646.28864 55 137 659.00000 639.06258 3.03% 35.6 2755s 337536 76462 646.14070 77 144 659.00000 639.08831 3.02% 35.6 2760s 338170 76603 654.15917 53 140 659.00000 639.10068 3.02% 35.7 2765s 338837 76734 653.69581 71 162 659.00000 639.11953 3.02% 35.7 2770s 339639 76958 cutoff 69 659.00000 639.13771 3.01% 35.7 2775s 340372 77124 641.90394 53 139 659.00000 639.16098 3.01% 35.7 2780s 341087 77309 645.94337 50 185 659.00000 639.18314 3.01% 35.7 2785s 341773 77423 cutoff 64 659.00000 639.20326 3.00% 35.7 2790s 342564 77624 652.87204 43 188 659.00000 639.22959 3.00% 35.7 2795s 343193 77735 643.65371 52 139 659.00000 639.24553 3.00% 35.8 2800s 343892 77878 645.80655 49 146 659.00000 639.26419 2.99% 35.8 2805s 344467 77937 647.17299 39 194 659.00000 639.28124 2.99% 35.8 2810s H344634 74682 658.0000000 639.28395 2.84% 35.8 2811s 345190 74743 646.54157 47 140 658.00000 639.30478 2.84% 35.8 2815s 345880 74874 653.52667 50 132 658.00000 639.32755 2.84% 35.8 2820s 346521 74962 648.93924 48 162 658.00000 639.34224 2.84% 35.8 2825s 347143 75073 cutoff 64 658.00000 639.35586 2.83% 35.9 2830s 347907 75192 cutoff 66 658.00000 639.37319 2.83% 35.9 2835s 348414 75224 655.92935 62 89 658.00000 639.39028 2.83% 35.9 2850s 349154 75352 642.15031 55 93 658.00000 639.40424 2.83% 35.9 2855s 349834 75483 642.45256 44 190 658.00000 639.42246 2.82% 35.9 2860s 350488 75562 652.96416 52 104 658.00000 639.44370 2.82% 35.9 2865s 351200 75659 639.81113 51 177 658.00000 639.45934 2.82% 35.9 2870s 351857 75770 652.03218 51 133 658.00000 639.47726 2.82% 35.9 2875s 352600 75876 642.49920 49 140 658.00000 639.49764 2.81% 35.9 2880s 353299 75978 648.63351 41 152 658.00000 639.51732 2.81% 36.0 2885s 354057 76124 infeasible 51 658.00000 639.53275 2.81% 36.0 2890s 354722 76233 646.83832 41 171 658.00000 639.54846 2.80% 36.0 2895s 355505 76367 651.44814 76 144 658.00000 639.55879 2.80% 36.0 2900s 356192 76425 640.58103 46 170 658.00000 639.58124 2.80% 36.0 2905s 356897 76541 650.17653 37 196 658.00000 639.59593 2.80% 36.0 2910s 357520 76638 650.67154 58 92 658.00000 639.60953 2.79% 36.0 2915s 358243 76689 650.56049 57 122 658.00000 639.62969 2.79% 36.0 2920s 358910 76734 infeasible 50 658.00000 639.64589 2.79% 36.0 2925s 359689 76837 655.13988 46 173 658.00000 639.66006 2.79% 36.0 2930s 360400 76933 654.07277 53 109 658.00000 639.68242 2.78% 36.1 2935s 361121 77052 655.14364 61 100 658.00000 639.69665 2.78% 36.1 2940s 361857 77118 655.91841 53 102 658.00000 639.71787 2.78% 36.1 2945s 362565 77197 cutoff 34 658.00000 639.73310 2.78% 36.1 2950s 363281 77280 651.89477 44 154 658.00000 639.75051 2.77% 36.1 2955s 363991 77338 cutoff 52 658.00000 639.76502 2.77% 36.1 2960s 364650 77424 647.94967 44 169 658.00000 639.77784 2.77% 36.1 2965s 365330 77486 646.54740 51 174 658.00000 639.79155 2.77% 36.2 2970s 366045 77554 651.36405 56 104 658.00000 639.80495 2.77% 36.2 2975s 366757 77662 642.99396 48 178 658.00000 639.82197 2.76% 36.2 2980s 367502 77780 648.40959 58 115 658.00000 639.84052 2.76% 36.2 2985s 368093 77843 643.33852 54 152 658.00000 639.85566 2.76% 36.2 2990s 368827 77954 650.01963 53 132 658.00000 639.87166 2.76% 36.2 2995s 369506 78027 cutoff 53 658.00000 639.88729 2.75% 36.2 3000s 370140 78059 649.78725 40 172 658.00000 639.89924 2.75% 36.2 3005s 370807 78136 649.63776 48 148 658.00000 639.91202 2.75% 36.3 3010s 371496 78211 644.51733 49 150 658.00000 639.92430 2.75% 36.3 3015s 372107 78220 642.26216 43 146 658.00000 639.93877 2.74% 36.3 3020s 372770 78289 infeasible 69 658.00000 639.94985 2.74% 36.3 3025s 373363 78349 654.23959 51 131 658.00000 639.96426 2.74% 36.3 3030s 374103 78433 640.10973 47 165 658.00000 639.97904 2.74% 36.3 3035s 374839 78526 cutoff 74 658.00000 639.99424 2.74% 36.4 3040s 375490 78575 655.32878 43 123 658.00000 640.00591 2.73% 36.4 3045s 376350 78667 cutoff 79 658.00000 640.01619 2.73% 36.4 3050s 377033 78712 644.93737 42 154 658.00000 640.03428 2.73% 36.4 3055s 377704 78815 646.22848 52 159 658.00000 640.04905 2.73% 36.4 3060s 378317 78867 cutoff 58 658.00000 640.05987 2.73% 36.4 3065s 378975 78932 653.18953 48 152 658.00000 640.07244 2.72% 36.4 3070s 379714 79011 651.92027 52 158 658.00000 640.08852 2.72% 36.4 3075s 380469 79130 650.82591 70 95 658.00000 640.09836 2.72% 36.4 3080s 381159 79216 644.63315 48 165 658.00000 640.10598 2.72% 36.4 3085s 381845 79273 641.11841 53 135 658.00000 640.11833 2.72% 36.5 3090s 382484 79341 644.89331 52 135 658.00000 640.12626 2.72% 36.5 3095s 383243 79416 648.27085 46 179 658.00000 640.13771 2.71% 36.5 3100s 384003 79471 645.39417 60 155 658.00000 640.15072 2.71% 36.5 3105s 384797 79574 651.34345 48 156 658.00000 640.15942 2.71% 36.5 3110s 385525 79655 cutoff 71 658.00000 640.17283 2.71% 36.5 3115s 386231 79770 647.52183 56 136 658.00000 640.18598 2.71% 36.5 3120s 386879 79861 648.31933 48 193 658.00000 640.19904 2.71% 36.5 3125s 387604 79900 642.45371 41 211 658.00000 640.21014 2.70% 36.5 3130s 388209 79963 643.69020 39 201 658.00000 640.22034 2.70% 36.5 3135s 388873 80032 650.59142 61 141 658.00000 640.22750 2.70% 36.6 3140s 389616 80170 654.55713 64 146 658.00000 640.23800 2.70% 36.6 3145s 390267 80246 647.10671 56 149 658.00000 640.25098 2.70% 36.6 3150s 390973 80340 645.41721 59 153 658.00000 640.26456 2.70% 36.6 3155s 391636 80405 651.35938 59 142 658.00000 640.27817 2.69% 36.6 3160s 392374 80530 651.43812 47 164 658.00000 640.28889 2.69% 36.6 3165s 393118 80602 640.90879 52 185 658.00000 640.30475 2.69% 36.6 3170s 393824 80708 cutoff 70 658.00000 640.31889 2.69% 36.6 3175s 394560 80799 654.03869 53 116 658.00000 640.33273 2.68% 36.6 3180s 395372 80954 644.05841 49 167 658.00000 640.34333 2.68% 36.6 3185s 395507 80983 647.86118 63 142 658.00000 640.34537 2.68% 36.6 3200s 396124 81037 653.96586 47 136 658.00000 640.35715 2.68% 36.6 3205s 396850 81111 cutoff 68 658.00000 640.36609 2.68% 36.7 3210s 397562 81188 643.02982 49 222 658.00000 640.37676 2.68% 36.7 3215s 398121 81240 645.75554 56 138 658.00000 640.38798 2.68% 36.7 3220s 398893 81341 644.87933 37 192 658.00000 640.40079 2.67% 36.7 3225s 399584 81419 cutoff 39 658.00000 640.40928 2.67% 36.7 3230s 400289 81486 643.72436 52 179 658.00000 640.42077 2.67% 36.7 3235s 400940 81586 647.03038 49 175 658.00000 640.42822 2.67% 36.7 3240s 401683 81640 643.53222 49 104 658.00000 640.44018 2.67% 36.7 3245s 402462 81723 647.50548 70 150 658.00000 640.45187 2.67% 36.7 3250s 403154 81773 cutoff 75 658.00000 640.46098 2.67% 36.7 3255s 403941 81893 647.14054 50 162 658.00000 640.46924 2.66% 36.7 3260s 404711 81979 656.70518 54 135 658.00000 640.47739 2.66% 36.7 3265s 405542 82060 644.27287 51 145 658.00000 640.48794 2.66% 36.7 3270s 406291 82133 643.65654 72 139 658.00000 640.49814 2.66% 36.7 3275s 407025 82161 645.75826 45 182 658.00000 640.51118 2.66% 36.7 3280s 407448 82209 652.75829 63 123 658.00000 640.51684 2.66% 36.7 3295s 408090 82281 cutoff 46 658.00000 640.52966 2.66% 36.8 3300s 408661 82314 641.79364 45 192 658.00000 640.53937 2.65% 36.8 3305s 409398 82378 652.08357 55 175 658.00000 640.54889 2.65% 36.8 3310s 410215 82408 653.70646 49 148 658.00000 640.55370 2.65% 36.8 3315s 410951 82484 650.56446 66 154 658.00000 640.55995 2.65% 36.8 3320s 411634 82536 654.55689 57 136 658.00000 640.56724 2.65% 36.8 3325s 412310 82553 651.72749 50 171 658.00000 640.58013 2.65% 36.8 3330s 412971 82627 643.59375 51 187 658.00000 640.58887 2.65% 36.8 3335s 413762 82759 646.82395 58 154 658.00000 640.59919 2.64% 36.8 3340s 414434 82799 642.86404 42 163 658.00000 640.61015 2.64% 36.9 3345s 415165 82854 648.31024 50 153 658.00000 640.61967 2.64% 36.9 3350s 415904 82927 651.34640 69 131 658.00000 640.62691 2.64% 36.9 3355s 416745 83001 641.85050 49 174 658.00000 640.63506 2.64% 36.9 3360s 417485 83032 cutoff 63 658.00000 640.64493 2.64% 36.9 3365s 418283 83100 649.51432 57 118 658.00000 640.65312 2.64% 36.9 3370s 418969 83157 653.55810 52 119 658.00000 640.66095 2.64% 36.9 3375s 419737 83230 648.71567 60 136 658.00000 640.67097 2.63% 36.9 3380s 420465 83244 644.01295 56 108 658.00000 640.68366 2.63% 36.9 3385s 421254 83320 654.70941 65 113 658.00000 640.69712 2.63% 36.9 3390s 421934 83342 645.41750 52 159 658.00000 640.70566 2.63% 36.9 3395s 422721 83397 649.43018 53 156 658.00000 640.71795 2.63% 36.9 3400s 423454 83441 649.86113 54 158 658.00000 640.72713 2.63% 36.9 3405s 424200 83491 648.55268 50 121 658.00000 640.74079 2.62% 36.9 3410s 424989 83528 650.94539 68 95 658.00000 640.75458 2.62% 36.9 3415s 425661 83583 654.81108 59 149 658.00000 640.76340 2.62% 36.9 3420s 426357 83621 643.93917 51 159 658.00000 640.77718 2.62% 36.9 3425s 427002 83639 646.57575 54 143 658.00000 640.78397 2.62% 37.0 3430s 427692 83659 643.41036 48 159 658.00000 640.79415 2.61% 37.0 3435s 428593 83800 642.48680 59 127 658.00000 640.80414 2.61% 37.0 3440s 429257 83831 644.16795 59 138 658.00000 640.81632 2.61% 37.0 3445s 430032 83871 648.53614 63 145 658.00000 640.82619 2.61% 37.0 3450s 430710 83926 652.07904 63 130 658.00000 640.83920 2.61% 37.0 3455s 431456 84028 643.21198 51 157 658.00000 640.85365 2.61% 37.0 3460s 432184 84160 647.72793 39 211 658.00000 640.86207 2.60% 37.0 3465s 432993 84169 cutoff 51 658.00000 640.87516 2.60% 37.0 3470s 433746 84224 652.59509 51 142 658.00000 640.88385 2.60% 37.0 3475s 434468 84291 656.53312 55 171 658.00000 640.89099 2.60% 37.0 3480s 435192 84338 646.76012 60 100 658.00000 640.89755 2.60% 37.0 3485s 435877 84365 649.25040 55 161 658.00000 640.90586 2.60% 37.0 3490s 436620 84581 644.50760 45 187 658.00000 640.91431 2.60% 37.0 3495s 437345 84852 cutoff 51 658.00000 640.92280 2.60% 37.1 3500s 438044 85113 643.90080 48 152 658.00000 640.93348 2.59% 37.1 3505s 438731 85364 645.63488 50 153 658.00000 640.94340 2.59% 37.1 3510s 439243 85573 653.01181 59 171 658.00000 640.95073 2.59% 37.1 3515s 439928 85818 cutoff 58 658.00000 640.96002 2.59% 37.1 3520s 440668 86099 643.30190 36 197 658.00000 640.96736 2.59% 37.1 3525s 441490 86425 655.81021 49 152 658.00000 640.97596 2.59% 37.1 3530s 442195 86737 643.86070 64 147 658.00000 640.98375 2.59% 37.1 3535s 442894 87006 653.47613 60 176 658.00000 640.99278 2.58% 37.1 3540s 443662 87330 651.14740 58 129 658.00000 641.00205 2.58% 37.1 3545s 444432 87637 645.23885 40 197 658.00000 641.01340 2.58% 37.1 3550s 445167 87957 cutoff 47 658.00000 641.02178 2.58% 37.2 3555s 445949 88259 644.22330 51 175 658.00000 641.03180 2.58% 37.2 3560s 446725 88586 653.72964 55 165 658.00000 641.04199 2.58% 37.2 3565s 447437 88858 652.05999 63 98 658.00000 641.05083 2.58% 37.2 3570s 448170 89112 642.47285 45 198 658.00000 641.05936 2.57% 37.2 3575s 448885 89387 651.11192 49 159 658.00000 641.06781 2.57% 37.2 3580s 449516 89630 cutoff 61 658.00000 641.07705 2.57% 37.2 3585s 450278 89917 650.20946 52 152 658.00000 641.08819 2.57% 37.2 3590s Cutting planes: Learned: 9 Gomory: 67 Cover: 35 Implied bound: 279 Clique: 19 MIR: 562 GUB cover: 25 Zero half: 195 Explored 450602 nodes (16762629 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.580000000000e+02, best bound 6.420000000000e+02, gap 2.4316%