Gurobi 5.0.1 (linux64) logging started Fri Dec 21 04:43:43 2012 Optimize a model with 6722 rows, 6561 columns and 40196 nonzeros Presolve removed 2535 rows and 2874 columns Presolve time: 0.10s Presolved: 4187 rows, 3687 columns, 26477 nonzeros Variable types: 79 continuous, 3608 integer (3608 binary) Root relaxation: objective 4.536154e+02, 667 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 453.61539 0 167 - 453.61539 - - 0s 0 0 485.75628 0 177 - 485.75628 - - 0s 0 0 492.64214 0 171 - 492.64214 - - 0s 0 0 494.37314 0 180 - 494.37314 - - 0s 0 0 495.52976 0 165 - 495.52976 - - 0s 0 0 495.71604 0 185 - 495.71604 - - 0s 0 0 495.79323 0 183 - 495.79323 - - 0s 0 0 496.05442 0 179 - 496.05442 - - 0s 0 0 496.05442 0 178 - 496.05442 - - 0s 0 0 496.67460 0 182 - 496.67460 - - 0s 0 0 496.71520 0 185 - 496.71520 - - 0s 0 0 496.74725 0 183 - 496.74725 - - 1s 0 0 496.74725 0 176 - 496.74725 - - 1s 0 0 496.74725 0 192 - 496.74725 - - 1s 0 0 496.74725 0 183 - 496.74725 - - 1s 0 0 496.74725 0 189 - 496.74725 - - 1s 0 0 496.74725 0 189 - 496.74725 - - 1s 0 2 497.41392 0 189 - 497.41392 - - 2s 603 510 543.83822 31 189 - 506.74564 - 18.8 5s 610 515 537.99133 15 181 - 514.75665 - 18.6 10s 615 518 561.08726 41 202 - 517.79859 - 18.5 15s 621 522 537.37500 18 220 - 520.57680 - 18.3 20s 626 526 526.39644 10 196 - 523.68556 - 18.1 25s 631 529 537.53689 26 180 - 524.80056 - 18.0 30s 636 532 561.99493 48 219 - 525.19255 - 17.8 35s 641 536 534.37500 24 225 - 525.63417 - 17.7 40s 647 540 543.83822 31 233 - 525.78093 - 17.5 45s 868 671 554.50488 53 52 - 527.40826 - 35.0 50s 1344 931 612.67899 104 62 - 527.40826 - 34.9 55s 1676 1124 589.78254 69 32 - 527.40826 - 39.4 60s 2310 1455 584.01700 50 83 - 527.85160 - 35.8 65s 3056 2018 549.13923 18 141 - 527.92247 - 33.2 70s 3764 2619 548.31453 54 49 - 528.16071 - 31.9 75s 4462 3232 595.51181 99 63 - 528.33649 - 31.3 80s 5171 3851 571.35700 48 72 - 528.38102 - 31.3 85s 6201 4750 605.52213 82 70 - 528.56444 - 29.6 90s 7155 5613 627.46496 154 56 - 528.69968 - 28.6 95s 7870 6248 554.60452 47 141 - 528.77245 - 28.6 100s 8644 6946 606.21024 65 86 - 528.89504 - 28.6 105s 9258 7460 588.48825 39 97 - 528.99760 - 29.0 110s 10101 8202 566.29828 39 105 - 529.04768 - 28.8 115s 10800 8808 659.63908 143 32 - 529.10754 - 28.8 120s 11457 9344 679.59065 128 81 - 529.12841 - 29.0 125s 12029 9787 630.00559 109 32 - 529.16139 - 29.4 130s 12814 10461 600.86151 82 53 - 529.23613 - 29.4 135s 13669 11192 542.50270 29 177 - 529.27561 - 29.2 140s 14436 11889 643.58915 164 84 - 529.29012 - 29.1 145s 15328 12651 618.56385 110 64 - 529.30738 - 29.0 150s 16004 13219 582.28682 73 107 - 529.34888 - 29.1 155s 16665 13791 581.15036 99 65 - 529.41042 - 29.2 160s 17553 14572 617.29192 122 61 - 529.46919 - 28.9 165s 18401 15278 540.43622 32 149 - 529.50993 - 28.7 170s 19001 15831 579.48475 78 145 - 529.52962 - 28.9 175s 19796 16494 578.93580 83 100 - 529.55479 - 28.8 180s 20450 17038 578.34881 50 159 - 529.56076 - 28.7 185s 21256 17741 554.78120 33 60 - 529.62689 - 28.7 190s 22068 18420 541.03507 28 122 - 529.65718 - 28.6 195s 22763 19005 593.63551 53 94 - 529.68801 - 28.7 200s 23623 19665 539.51577 23 128 - 529.70888 - 28.6 205s 24287 20255 650.54311 101 148 - 529.72872 - 28.7 210s 24797 20689 601.51063 119 54 - 529.74219 - 28.9 215s 25475 21267 568.25243 57 67 - 529.74753 - 29.0 220s 26055 21752 553.06798 38 155 - 529.76914 - 29.2 225s 26793 22401 571.07673 65 141 - 529.79973 - 29.2 230s 27618 23110 759.93662 183 44 - 529.85041 - 29.2 235s 28232 23582 568.43147 80 147 - 529.89266 - 29.3 240s 28935 24157 548.37166 55 102 - 529.90915 - 29.4 245s 29659 24787 537.53781 20 135 - 529.92879 - 29.4 250s 30361 25396 592.82360 78 123 - 529.94691 - 29.4 255s 30846 25786 568.36507 32 190 - 529.96736 - 29.5 260s 31304 26141 623.44439 76 124 - 529.97094 - 29.8 265s 32014 26742 536.61054 26 179 - 530.00076 - 29.8 270s 32673 27291 546.59794 33 170 - 530.01708 - 29.8 275s 33342 27829 543.97233 26 127 - 530.02890 - 29.9 280s 33810 28205 533.76168 29 191 - 530.06896 - 30.1 285s 34520 28800 546.50632 35 165 - 530.08895 - 30.1 290s 35391 29518 622.08832 77 52 - 530.11098 - 30.0 295s 35892 29965 613.87399 112 92 - 530.12045 - 30.1 300s 36473 30394 564.98812 39 143 - 530.14414 - 30.2 305s 37233 30986 574.73226 39 101 - 530.15957 - 30.2 310s 37874 31560 597.95900 96 95 - 530.16905 - 30.3 315s 38390 31984 585.26014 61 34 - 530.18085 - 30.4 320s 38993 32456 570.22823 39 129 - 530.19112 - 30.5 325s 39599 32973 infeasible 87 - 530.20083 - 30.6 330s 40372 33580 573.31323 37 159 - 530.21968 - 30.5 335s 40804 33944 587.71619 65 85 - 530.22644 - 30.5 362s 40960 34076 550.14763 46 89 - 530.23345 - 30.6 365s 41671 34691 572.08726 70 71 - 530.24649 - 30.7 370s 42251 35210 635.51909 141 27 - 530.26207 - 30.7 375s 42920 35764 592.20125 68 119 - 530.28132 - 30.8 380s 43553 36292 549.12050 34 166 - 530.29726 - 30.8 385s 44153 36783 575.38862 38 46 - 530.30158 - 30.9 390s 44805 37345 562.86182 57 140 - 530.32345 - 30.9 395s 45536 37962 533.08984 27 185 - 530.33575 - 30.9 400s 46208 38537 550.29143 32 189 - 530.35171 - 30.9 405s 46745 38992 563.16484 43 195 - 530.35797 - 31.0 410s 47336 39490 589.51252 50 93 - 530.36021 - 31.1 415s 47953 39987 558.97883 42 105 - 530.40053 - 31.2 420s 48651 40585 578.69894 43 166 - 530.43122 - 31.2 425s 49252 41126 661.22727 98 28 - 530.44688 - 31.2 430s 49942 41689 infeasible 91 - 530.48957 - 31.2 435s 50628 42285 551.95939 27 164 - 530.51233 - 31.2 440s 51121 42700 577.54335 41 86 - 530.52554 - 31.3 445s 51841 43340 576.53831 61 76 - 530.54072 - 31.3 450s 52558 43974 639.02355 90 116 - 530.55690 - 31.3 455s 53145 44479 575.57931 87 95 - 530.56421 - 31.3 460s 53859 45082 553.17625 32 87 - 530.56961 - 31.3 465s 54426 45545 572.46726 33 164 - 530.58194 - 31.4 470s 55006 46036 664.00000 113 66 - 530.59115 - 31.5 475s 55625 46558 536.44731 26 184 - 530.60884 - 31.5 480s 56250 47112 537.21596 21 182 - 530.61687 - 31.6 485s 56934 47693 580.65408 43 158 - 530.63442 - 31.6 490s 57518 48180 561.85987 35 175 - 530.63913 - 31.6 495s 58134 48700 599.52359 66 76 - 530.64332 - 31.7 500s 58767 49230 544.21196 24 196 - 530.66422 - 31.7 505s 59414 49727 543.51052 41 137 - 530.68007 - 31.7 510s 60077 50313 567.47871 43 47 - 530.69906 - 31.7 515s 60733 50867 567.89757 73 121 - 530.70161 - 31.8 520s 61396 51453 infeasible 112 - 530.71001 - 31.7 525s 62030 51974 562.72615 37 140 - 530.71675 - 31.8 530s 62612 52451 infeasible 162 - 530.72434 - 31.8 535s 63143 52901 565.96491 38 170 - 530.73376 - 31.9 540s 63916 53565 599.47862 99 74 - 530.74804 - 31.9 545s 64760 54283 569.87437 38 92 - 530.76451 - 31.8 550s 65259 54690 569.37474 31 71 - 530.76983 - 31.9 555s 65945 55284 533.54311 21 145 - 530.77713 - 31.9 560s 66746 55947 581.95303 40 113 - 530.79728 - 31.8 565s 67494 56534 564.11856 39 155 - 530.80713 - 31.8 570s 68131 57062 581.05215 35 161 - 530.81871 - 31.9 575s 68705 57574 685.06281 157 89 - 530.82481 - 31.9 580s 69169 57898 575.09423 46 168 - 530.82878 - 32.0 585s 69745 58390 691.51291 94 93 - 530.83917 - 32.1 590s 70255 58802 infeasible 105 - 530.84404 - 32.2 595s 70825 59285 598.63149 64 43 - 530.84750 - 32.2 600s 71407 59783 573.32029 71 81 - 530.85677 - 32.2 605s 71843 60125 536.80708 24 131 - 530.87120 - 32.3 610s 72689 60856 536.16386 25 143 - 530.88906 - 32.2 615s 73328 61382 543.03037 30 178 - 530.91169 - 32.3 620s 73976 61920 617.74453 95 41 - 530.92996 - 32.3 625s 74613 62441 533.67952 22 150 - 530.93850 - 32.3 630s 75185 62911 560.89766 34 128 - 530.94366 - 32.3 635s 75769 63431 703.79044 116 75 - 530.94994 - 32.4 640s 76506 64078 624.51074 88 55 - 530.96088 - 32.3 645s 77151 64590 538.05828 23 155 - 530.97107 - 32.3 650s 77733 65074 546.96465 27 178 - 530.97785 - 32.4 655s 78349 65606 628.65449 99 35 - 530.98279 - 32.4 660s 79131 66279 infeasible 115 - 530.99325 - 32.3 665s 79889 66856 infeasible 140 - 531.00023 - 32.3 670s 80408 67303 580.33372 57 33 - 531.00728 - 32.4 675s 81049 67859 604.00568 97 56 - 531.01224 - 32.4 680s 81608 68302 554.10634 30 131 - 531.02241 - 32.4 685s 82194 68801 598.66236 64 24 - 531.02353 - 32.4 690s 82925 69427 619.33926 100 52 - 531.02546 - 32.4 695s 83540 69912 627.90769 57 117 - 531.02716 - 32.4 700s 84234 70511 586.80744 34 120 - 531.03526 - 32.4 705s 84857 71048 infeasible 95 - 531.04735 - 32.4 710s 85575 71669 614.50324 99 79 - 531.05693 - 32.4 715s 86291 72292 602.76057 86 112 - 531.06311 - 32.4 720s 86833 72736 610.39550 115 102 - 531.07099 - 32.5 725s 87495 73280 546.56333 35 191 - 531.09146 - 32.5 730s 88107 73793 infeasible 133 - 531.10251 - 32.5 735s 88877 74428 570.55121 48 57 - 531.11751 - 32.5 740s 89501 74965 742.00916 168 45 - 531.12472 - 32.5 745s 90092 75454 557.13439 32 70 - 531.13658 - 32.5 750s 90752 76004 585.04803 54 69 - 531.14727 - 32.5 755s 91534 76663 613.54228 93 62 - 531.15641 - 32.5 760s 91937 76973 542.52189 33 131 - 531.16243 - 32.5 765s 92620 77591 716.74838 169 101 - 531.16629 - 32.5 770s 93262 78092 661.88512 93 59 - 531.17737 - 32.6 775s 93962 78646 616.99229 100 104 - 531.17944 - 32.5 780s 94567 79116 571.95890 43 112 - 531.18989 - 32.6 785s 95057 79512 549.85556 30 82 - 531.19663 - 32.6 790s 95660 79990 539.22761 40 176 - 531.20092 - 32.6 795s 96243 80408 575.95634 43 127 - 531.21026 - 32.7 800s 96967 80993 571.20855 57 125 - 531.22640 - 32.6 805s 97612 81563 592.72943 48 126 - 531.23244 - 32.7 810s 98126 81985 593.56312 60 44 - 531.24400 - 32.7 815s 98745 82507 624.36082 78 68 - 531.24621 - 32.7 820s 99474 83112 597.22878 72 84 - 531.24744 - 32.7 825s 99935 83469 541.17046 41 115 - 531.26944 - 32.8 830s 100519 83958 612.42313 77 66 - 531.27244 - 32.8 835s 101174 84498 541.08339 29 163 - 531.28431 - 32.8 840s 101720 84954 587.13899 54 54 - 531.28843 - 32.8 845s 102277 85434 562.31239 31 145 - 531.30357 - 32.8 850s 102880 85895 608.66834 58 171 - 531.31606 - 32.9 855s 103623 86553 620.36179 90 56 - 531.32875 - 32.8 860s 104223 87036 579.85095 40 160 - 531.34502 - 32.8 865s 104886 87582 564.93041 50 68 - 531.35148 - 32.8 870s 105442 88038 593.85199 44 126 - 531.35961 - 32.9 875s 106036 88486 596.23036 53 71 - 531.36566 - 32.9 880s 106452 88851 661.95215 98 46 - 531.36896 - 33.0 885s 107131 89348 542.58696 31 129 - 531.37339 - 33.0 890s 107739 89843 549.43480 32 142 - 531.37967 - 33.0 895s 108415 90350 infeasible 116 - 531.38873 - 33.0 900s 108897 90764 583.97432 55 81 - 531.39200 - 33.0 905s 109633 91345 558.74081 39 119 - 531.39324 - 33.0 910s 110339 91922 537.08015 27 162 - 531.40836 - 33.0 915s 110859 92343 567.28818 38 156 - 531.41183 - 33.1 920s 111403 92807 536.21267 28 144 - 531.42266 - 33.1 925s 112024 93318 562.25360 38 138 - 531.43860 - 33.1 930s 112543 93744 563.55269 40 209 - 531.44231 - 33.1 935s 113039 94134 568.02264 49 115 - 531.45168 - 33.1 940s 113826 94803 574.47005 54 182 - 531.45649 - 33.1 945s 114531 95420 538.23973 25 156 - 531.46233 - 33.1 950s 115234 96038 581.77518 56 88 - 531.46416 - 33.1 955s 115802 96497 596.41127 72 64 - 531.46807 - 33.1 960s 116486 96967 538.41073 23 137 - 531.47280 - 33.1 965s 117097 97426 550.65551 39 161 - 531.47644 - 33.1 970s 117793 97978 587.42406 53 76 - 531.48287 - 33.1 975s 118544 98619 569.13774 43 142 - 531.48795 - 33.1 980s 119284 99271 622.86314 108 53 - 531.49081 - 33.1 985s 119892 99735 579.21210 37 126 - 531.49930 - 33.1 990s 120585 100311 538.09787 27 175 - 531.50298 - 33.1 995s 121142 100770 586.93909 45 126 - 531.50772 - 33.1 1000s 121597 101146 580.28987 82 80 - 531.52760 - 33.2 1005s 122217 101598 559.97777 36 122 - 531.53142 - 33.2 1010s 122850 102118 586.78716 82 52 - 531.53646 - 33.2 1015s 123380 102516 604.27194 51 173 - 531.54297 - 33.2 1020s 123995 102989 582.76446 57 68 - 531.54747 - 33.2 1025s 124641 103494 infeasible 138 - 531.54988 - 33.2 1030s 125159 103894 562.69206 38 123 - 531.55613 - 33.3 1035s 125746 104383 570.81359 46 67 - 531.56276 - 33.3 1040s 126236 104781 561.83775 36 182 - 531.57565 - 33.3 1045s 126721 105176 578.09191 39 160 - 531.58278 - 33.4 1050s 127517 105843 717.89384 169 73 - 531.58497 - 33.3 1055s 128033 106279 554.77876 37 127 - 531.58919 - 33.4 1060s 128806 106953 546.76682 33 160 - 531.59703 - 33.3 1065s 129411 107466 infeasible 95 - 531.60447 - 33.4 1070s 130023 107956 572.03261 46 104 - 531.61085 - 33.4 1075s 130628 108457 625.92628 77 76 - 531.61986 - 33.4 1080s 131355 109013 infeasible 123 - 531.62478 - 33.4 1085s 131817 109389 infeasible 86 - 531.62743 - 33.4 1090s 132496 109936 597.76760 88 83 - 531.63528 - 33.4 1095s 133080 110420 606.85080 65 108 - 531.63944 - 33.4 1100s 133607 110847 598.31759 49 100 - 531.64179 - 33.4 1105s 134288 111417 612.64768 71 83 - 531.65076 - 33.4 1110s 134961 111935 572.02383 47 176 - 531.65966 - 33.4 1115s 135596 112444 585.56658 65 168 - 531.67544 - 33.4 1120s 136073 112841 550.70531 32 145 - 531.68546 - 33.5 1125s 136621 113302 628.69340 85 46 - 531.68825 - 33.5 1130s 137137 113698 547.08239 35 146 - 531.69346 - 33.5 1135s 137761 114205 547.15841 29 195 - 531.70416 - 33.5 1140s 138281 114585 569.23936 53 88 - 531.71227 - 33.6 1145s 138948 115150 545.60103 31 121 - 531.72455 - 33.5 1150s 139584 115674 552.46452 23 203 - 531.73923 - 33.6 1155s 140257 116204 534.02314 26 132 - 531.74516 - 33.6 1160s 140947 116749 598.59212 75 79 - 531.75169 - 33.5 1165s 141699 117385 531.84140 19 152 - 531.77352 - 33.5 1170s 142282 117888 551.89766 26 132 - 531.77698 - 33.5 1175s 142881 118399 561.73436 33 69 - 531.79092 - 33.6 1180s 143332 118818 590.60404 45 24 - 531.79434 - 33.6 1185s 143928 119291 557.68340 37 124 - 531.80568 - 33.6 1190s 144565 119849 578.47169 80 132 - 531.81535 - 33.6 1195s 145094 120271 649.36881 88 122 - 531.82368 - 33.6 1200s 145726 120812 577.40194 42 97 - 531.83062 - 33.6 1205s 146410 121367 559.82149 37 101 - 531.83816 - 33.6 1210s 147003 121891 588.57617 77 75 - 531.84606 - 33.6 1215s 147599 122368 569.38355 41 144 - 531.85731 - 33.6 1220s 148101 122785 543.73324 27 62 - 531.87144 - 33.7 1225s 148739 123276 infeasible 92 - 531.88684 - 33.7 1230s 149197 123655 566.77047 48 66 - 531.89248 - 33.7 1235s 149865 124248 659.99996 111 60 - 531.91295 - 33.7 1240s 150464 124732 infeasible 42 - 531.92535 - 33.7 1245s 150976 125158 574.79764 36 192 - 531.92701 - 33.7 1250s 151478 125583 584.33333 32 40 - 531.93414 - 33.7 1255s 152159 126180 577.89149 40 57 - 531.94194 - 33.7 1260s 152745 126687 584.66952 55 108 - 531.94578 - 33.7 1265s 153357 127207 566.72998 30 177 - 531.95476 - 33.7 1270s 153972 127693 infeasible 117 - 531.95557 - 33.7 1275s 154596 128225 597.03694 49 97 - 531.96347 - 33.7 1280s 155369 128880 601.77082 86 62 - 531.97035 - 33.7 1285s 156016 129417 665.88077 130 106 - 531.97629 - 33.7 1290s 156654 129943 551.32909 37 111 - 531.98490 - 33.7 1295s 157411 130560 630.32962 76 73 - 531.99993 - 33.7 1300s 158119 131137 537.77183 27 148 - 532.01881 - 33.7 1305s 158657 131599 653.78537 107 55 - 532.02534 - 33.7 1310s 159281 132121 634.27729 80 87 - 532.03260 - 33.7 1315s 159929 132669 574.07353 44 106 - 532.03542 - 33.7 1320s 160457 132975 585.39113 53 172 - 532.04498 - 33.8 1325s 161125 133546 infeasible 109 - 532.05143 - 33.8 1330s 161809 134072 infeasible 71 - 532.06421 - 33.7 1335s 162426 134589 568.89766 37 133 - 532.06892 - 33.8 1340s 163091 135148 585.31778 45 86 - 532.07470 - 33.8 1345s 163650 135593 541.31892 30 111 - 532.08393 - 33.7 1350s 164217 136046 578.50546 53 103 - 532.09994 - 33.8 1355s 164736 136500 587.60220 51 74 - 532.10833 - 33.8 1360s 165483 137155 638.53333 122 64 - 532.11233 - 33.8 1365s 166040 137592 583.91328 46 99 - 532.11792 - 33.8 1370s 166645 138059 583.81396 58 56 - 532.12460 - 33.8 1375s 167331 138639 577.77451 34 29 - 532.12659 - 33.8 1380s 168002 139179 588.90207 46 128 - 532.12805 - 33.8 1385s 168448 139515 547.54241 32 96 - 532.13517 - 33.8 1390s 169071 140059 586.62018 48 90 - 532.14491 - 33.8 1395s 169568 140496 598.46112 77 89 - 532.15763 - 33.8 1400s 170314 141084 580.90698 36 50 - 532.16352 - 33.8 1405s 170915 141612 577.60344 45 86 - 532.16482 - 33.8 1410s 171593 142191 610.62393 125 92 - 532.17504 - 33.8 1415s 172182 142665 548.68932 26 120 - 532.18215 - 33.8 1420s 172820 143175 543.20759 32 148 - 532.19051 - 33.8 1425s 173331 143571 582.89650 42 106 - 532.20138 - 33.8 1430s 173718 143859 597.96866 64 73 - 532.20411 - 33.9 1435s 174309 144333 609.91944 46 174 - 532.20508 - 33.9 1440s 174855 144793 636.76914 133 84 - 532.20623 - 33.9 1445s 175562 145391 635.75772 94 47 - 532.20830 - 33.9 1450s 176187 145891 581.05026 47 97 - 532.21834 - 33.9 1455s 176789 146378 536.94610 28 136 - 532.22825 - 33.9 1460s 177385 146895 infeasible 80 - 532.22966 - 33.9 1465s 177931 147377 infeasible 122 - 532.23805 - 33.9 1470s 178456 147815 579.01967 52 33 - 532.24278 - 33.9 1475s 179118 148317 infeasible 39 - 532.25835 - 33.9 1480s 179720 148793 infeasible 100 - 532.26311 - 33.9 1485s 180356 149300 539.45235 29 174 - 532.27812 - 33.9 1490s 180972 149834 615.46482 82 62 - 532.28212 - 33.9 1495s 181591 150345 557.08400 33 132 - 532.28595 - 33.9 1500s 182263 150929 632.15246 99 42 - 532.29069 - 33.9 1505s 182879 151426 712.85473 174 101 - 532.29507 - 33.9 1510s 183301 151750 535.38675 32 171 - 532.29959 - 34.0 1515s 183867 152257 569.44725 42 42 - 532.30060 - 33.9 1520s 184394 152699 infeasible 112 - 532.31359 - 34.0 1525s 184873 153095 607.97351 92 93 - 532.32046 - 34.0 1530s 185605 153714 590.18591 83 48 - 532.33067 - 34.0 1535s 186269 154287 590.33251 71 30 - 532.33636 - 34.0 1540s 186845 154774 544.25144 29 190 - 532.34200 - 34.0 1545s 187451 155289 618.04865 96 66 - 532.34610 - 34.0 1550s 188087 155764 621.23772 56 103 - 532.34767 - 34.0 1555s 188677 156246 557.39547 35 121 - 532.35423 - 34.0 1560s 189294 156751 544.45829 31 160 - 532.36180 - 34.0 1565s 189917 157293 564.98182 40 65 - 532.36708 - 34.0 1570s 190433 157720 565.58430 29 132 - 532.37742 - 34.0 1575s 191059 158223 566.82338 39 133 - 532.39697 - 34.0 1580s 191719 158783 535.82397 31 209 - 532.40408 - 34.0 1585s 192244 159218 573.67385 41 140 - 532.41038 - 34.0 1590s 192883 159772 608.58847 80 57 - 532.41603 - 34.0 1595s 193457 160195 567.04517 35 161 - 532.41858 - 34.0 1600s 193942 160613 538.63087 35 151 - 532.42366 - 34.0 1605s 194505 161075 574.69206 42 116 - 532.44162 - 34.0 1610s 195197 161669 587.28483 33 157 - 532.44777 - 34.0 1615s 195890 162243 infeasible 83 - 532.46222 - 34.0 1620s 196547 162776 541.90769 33 182 - 532.47738 - 34.0 1625s 197229 163347 550.86181 36 126 - 532.48640 - 34.0 1630s 197813 163846 580.38455 36 113 - 532.49059 - 34.0 1635s 198457 164412 688.93891 128 100 - 532.49082 - 34.0 1640s 199007 164854 574.35327 40 181 - 532.50120 - 34.0 1645s 199507 165256 620.90570 84 83 - 532.50733 - 34.1 1650s 200194 165806 580.55724 72 67 - 532.50986 - 34.1 1655s 200792 166316 608.00922 97 33 - 532.53464 - 34.1 1660s 201394 166770 617.42464 81 62 - 532.54570 - 34.1 1665s 202102 167370 727.76783 59 127 - 532.55587 - 34.1 1670s 202603 167763 549.54922 34 157 - 532.56298 - 34.1 1675s 203316 168349 535.18760 21 148 - 532.57253 - 34.1 1680s 203805 168758 559.72365 38 184 - 532.58085 - 34.1 1685s 204468 169359 540.53570 29 135 - 532.58888 - 34.1 1690s 205113 169892 626.66250 97 68 - 532.59398 - 34.1 1695s 205650 170296 544.04389 26 126 - 532.59788 - 34.1 1700s 206198 170759 560.31592 29 122 - 532.59942 - 34.1 1705s 206736 171225 595.92713 63 147 - 532.60232 - 34.1 1710s 207223 171612 643.02932 124 71 - 532.60543 - 34.1 1715s 207769 172026 567.33827 28 162 - 532.61023 - 34.1 1720s 208418 172597 585.00157 107 111 - 532.61866 - 34.1 1725s 209094 173099 549.41254 28 69 - 532.62415 - 34.1 1730s 209724 173647 535.34371 22 163 - 532.62831 - 34.1 1735s 210322 174156 557.02769 35 102 - 532.63227 - 34.1 1740s 211007 174649 546.64853 26 142 - 532.63734 - 34.1 1745s 211628 175152 566.05121 28 110 - 532.64047 - 34.1 1750s 212212 175612 613.14210 34 125 - 532.64591 - 34.1 1755s 212907 176176 543.64973 30 128 - 532.65406 - 34.1 1760s 213549 176727 infeasible 50 - 532.65636 - 34.1 1765s 214041 177121 634.48413 72 100 - 532.66261 - 34.1 1770s 214480 177437 609.79331 66 134 - 532.66914 - 34.2 1775s 215162 178007 557.90281 36 137 - 532.67704 - 34.1 1780s 215651 178407 538.40260 32 74 - 532.68385 - 34.2 1785s 216296 178924 555.86649 46 201 - 532.69217 - 34.2 1790s 216900 179410 543.66650 25 140 - 532.70437 - 34.2 1795s 217656 180009 539.28797 27 146 - 532.71411 - 34.2 1800s 218240 180505 534.62697 23 196 - 532.71930 - 34.2 1805s 218765 180927 629.31202 94 80 - 532.72484 - 34.2 1810s 219397 181441 562.46615 49 39 - 532.73525 - 34.2 1815s 219918 181853 565.14309 34 176 - 532.74161 - 34.2 1820s 220457 182310 603.60328 93 95 - 532.75364 - 34.2 1825s 221139 182865 573.67239 63 90 - 532.76455 - 34.2 1830s 221706 183312 604.66320 76 88 - 532.78144 - 34.2 1835s 222433 183913 580.62067 56 157 - 532.78550 - 34.2 1840s 223209 184574 720.22821 119 117 - 532.79106 - 34.2 1845s 223802 185005 589.10597 37 167 - 532.80284 - 34.2 1850s 224429 185505 579.62493 42 131 - 532.80915 - 34.2 1855s 224935 185933 562.88668 33 145 - 532.81045 - 34.2 1860s 225519 186426 542.93266 30 153 - 532.81719 - 34.2 1865s 226241 187020 611.22527 97 55 - 532.82327 - 34.2 1870s 226732 187436 585.37500 42 48 - 532.83259 - 34.2 1875s 227375 187988 636.62615 106 114 - 532.84172 - 34.2 1880s 227785 188319 640.94658 123 90 - 532.84353 - 34.2 1885s 228549 188959 549.37614 32 200 - 532.85423 - 34.2 1890s 229114 189456 593.37053 60 57 - 532.85629 - 34.2 1895s 229736 189985 573.79013 69 76 - 532.85720 - 34.2 1900s 230472 190583 537.56409 31 178 - 532.87100 - 34.2 1905s 231009 191078 594.90684 76 69 - 532.87187 - 34.2 1910s 231657 191553 625.21610 85 45 - 532.87676 - 34.2 1915s 232361 192136 549.75063 28 73 - 532.88395 - 34.2 1920s 233034 192722 670.79875 116 78 - 532.88922 - 34.2 1925s 233512 193094 585.15589 70 33 - 532.89494 - 34.2 1930s 234185 193662 579.14085 36 102 - 532.90302 - 34.2 1935s 234710 194094 548.55945 41 172 - 532.90412 - 34.2 1940s 235315 194614 565.56055 59 65 - 532.90948 - 34.2 1945s 235972 195179 601.52408 114 96 - 532.91352 - 34.2 1950s 236462 195584 545.63377 36 172 - 532.92426 - 34.2 1955s 237062 196108 594.42586 69 51 - 532.92594 - 34.2 1960s 237534 196494 552.73619 23 185 - 532.93724 - 34.2 1965s 237981 196833 557.33494 31 176 - 532.93995 - 34.2 1970s 238624 197316 infeasible 54 - 532.94505 - 34.2 1975s 239250 197807 582.58344 68 71 - 532.95321 - 34.2 1980s 239785 198250 571.40840 43 117 - 532.95800 - 34.2 1985s 240398 198743 589.48286 41 132 - 532.96693 - 34.2 1990s 241044 199266 646.90318 94 55 - 532.96995 - 34.3 1995s 241580 199684 586.08333 48 60 - 532.97660 - 34.3 2000s 242170 200181 557.70054 38 67 - 532.97969 - 34.3 2005s 242892 200756 545.02495 32 156 - 532.98673 - 34.3 2010s 243496 201256 611.36004 39 131 - 532.99611 - 34.3 2015s 244176 201810 599.51961 96 100 - 533.00298 - 34.3 2020s 244728 202243 562.42315 25 140 - 533.01224 - 34.3 2025s 245294 202707 617.69053 105 57 - 533.01229 - 34.2 2030s 245979 203284 616.26876 85 57 - 533.02027 - 34.2 2035s 246576 203807 infeasible 183 - 533.02354 - 34.2 2040s 246994 204102 577.69707 39 180 - 533.03166 - 34.3 2045s 247515 204522 571.02909 29 106 - 533.03812 - 34.3 2050s 248025 204877 580.61350 39 176 - 533.04219 - 34.3 2055s 248548 205308 562.80121 35 101 - 533.04838 - 34.3 2060s 249193 205873 608.82650 113 79 - 533.05390 - 34.3 2065s 249954 206526 576.20614 47 108 - 533.06268 - 34.3 2070s 250558 207018 564.03503 39 170 - 533.07391 - 34.3 2075s 251290 207623 603.63087 92 112 - 533.07783 - 34.3 2080s 251909 208131 548.18049 30 143 - 533.08388 - 34.3 2085s 252500 208619 582.77952 42 70 - 533.08835 - 34.3 2090s 253171 209155 537.25248 24 171 - 533.09562 - 34.3 2095s 253651 209568 infeasible 52 - 533.09805 - 34.3 2100s 254140 209931 614.45301 50 163 - 533.10030 - 34.3 2105s 254780 210443 577.60155 35 157 - 533.10539 - 34.3 2110s 255366 210908 563.84946 46 36 - 533.10802 - 34.3 2115s 255768 211197 593.03739 84 70 - 533.10833 - 34.3 2120s 256565 211892 616.78571 116 60 - 533.11185 - 34.3 2125s 257226 212442 577.61803 93 69 - 533.12040 - 34.3 2130s 257895 213004 566.66835 43 157 - 533.12924 - 34.3 2135s 258520 213508 600.94268 63 86 - 533.13538 - 34.3 2140s 259127 214007 560.28742 31 149 - 533.14191 - 34.3 2145s 259744 214540 587.03232 52 153 - 533.14315 - 34.3 2150s 260400 215055 567.05121 36 87 - 533.14904 - 34.3 2155s 261170 215707 568.57111 64 58 - 533.15670 - 34.2 2160s 261706 216140 597.02911 98 19 - 533.16603 - 34.3 2165s 262319 216663 569.52053 65 52 - 533.17641 - 34.3 2170s 262893 217109 540.27606 31 183 - 533.18628 - 34.3 2175s 263484 217612 545.82012 34 212 - 533.20293 - 34.3 2180s 263950 217983 586.81252 51 173 - 533.20491 - 34.3 2185s 264601 218533 639.16850 108 72 - 533.20922 - 34.3 2190s 265404 219221 598.56444 92 55 - 533.21396 - 34.2 2195s 265892 219574 602.02957 69 109 - 533.21866 - 34.3 2200s 266600 220193 611.88118 78 60 - 533.22768 - 34.2 2205s 267353 220842 560.73577 36 163 - 533.23269 - 34.2 2210s 267912 221292 546.57686 23 164 - 533.23578 - 34.2 2215s 268481 221751 587.50305 50 34 - 533.24247 - 34.3 2220s 269228 222388 infeasible 198 - 533.24490 - 34.2 2225s 269880 222942 594.90103 60 86 - 533.24834 - 34.2 2230s 270612 223509 601.73221 64 102 - 533.25566 - 34.2 2235s 271207 223976 602.99673 53 121 - 533.26884 - 34.2 2240s 271871 224521 583.99749 68 67 - 533.27046 - 34.2 2245s 272567 225114 555.62794 36 99 - 533.27705 - 34.2 2250s 273241 225684 617.25625 91 41 - 533.28310 - 34.2 2255s 273964 226263 565.95634 29 127 - 533.28848 - 34.2 2260s 274658 226817 566.16145 48 73 - 533.29639 - 34.2 2265s 275195 227281 594.50513 67 58 - 533.30892 - 34.2 2270s 275814 227799 568.83107 41 126 - 533.31712 - 34.2 2275s 276510 228392 538.40928 21 119 - 533.32095 - 34.2 2280s 277098 228867 660.77526 89 62 - 533.32513 - 34.2 2285s 277568 229211 537.23549 23 147 - 533.33213 - 34.2 2290s 278085 229613 576.01660 47 94 - 533.33539 - 34.2 2295s 278717 230141 565.96497 29 113 - 533.34354 - 34.2 2300s 279328 230639 infeasible 115 - 533.34767 - 34.2 2305s 279860 231067 571.34958 49 155 - 533.35278 - 34.2 2310s 280527 231645 576.91127 62 74 - 533.35724 - 34.2 2315s 281037 232071 725.42683 175 57 - 533.36226 - 34.2 2320s 281770 232714 717.23093 175 48 - 533.36480 - 34.2 2325s 282446 233244 615.28587 46 134 - 533.37247 - 34.2 2330s 283000 233709 559.65177 32 167 - 533.37775 - 34.2 2335s 283503 234126 535.37898 28 193 - 533.38096 - 34.2 2340s 284114 234640 563.11071 55 194 - 533.38455 - 34.2 2345s 284792 235214 626.11941 85 56 - 533.38976 - 34.2 2350s 285570 235843 545.74282 27 100 - 533.39488 - 34.2 2355s 286197 236394 537.50687 26 132 - 533.40574 - 34.2 2360s 286986 237053 infeasible 40 - 533.41308 - 34.2 2365s 287686 237653 620.49275 99 92 - 533.41595 - 34.2 2370s 288162 238027 539.11295 28 134 - 533.42394 - 34.2 2375s 288840 238612 583.74443 87 105 - 533.42765 - 34.2 2380s 289600 239273 infeasible 131 - 533.43369 - 34.2 2385s 290229 239802 635.54836 114 130 - 533.43730 - 34.2 2390s 291042 240480 686.72105 147 68 - 533.44067 - 34.1 2395s 291800 241106 549.35897 35 164 - 533.45044 - 34.1 2400s 292491 241669 633.69573 76 82 - 533.45431 - 34.1 2405s 293087 242142 552.24812 32 186 - 533.45687 - 34.1 2410s 293614 242542 559.60740 29 120 - 533.46930 - 34.1 2415s 294188 243029 559.41319 36 140 - 533.47225 - 34.1 2420s 294863 243595 567.40485 64 172 - 533.48269 - 34.1 2425s 295521 244174 660.64386 146 95 - 533.48557 - 34.1 2430s 296058 244599 606.64817 80 29 - 533.49034 - 34.1 2435s 296593 245019 582.43122 50 52 - 533.49354 - 34.1 2440s 297340 245612 534.19667 27 117 - 533.49647 - 34.1 2445s 297900 246067 760.78244 180 103 - 533.49802 - 34.1 2450s 298343 246451 632.42045 108 109 - 533.50083 - 34.1 2455s 299004 246965 573.48291 48 170 - 533.50472 - 34.1 2460s 299693 247576 628.25924 108 90 - 533.51326 - 34.1 2465s 300215 247980 655.92780 79 52 - 533.51574 - 34.1 2470s 300906 248576 597.39676 59 31 - 533.52099 - 34.1 2475s 301515 249098 566.70273 36 92 - 533.52691 - 34.1 2480s 302222 249704 546.37069 35 187 - 533.53437 - 34.1 2485s 302833 250194 596.25321 41 140 - 533.53774 - 34.1 2490s 303323 250598 580.12197 104 62 - 533.53929 - 34.1 2495s 304053 251174 576.05846 31 129 - 533.54725 - 34.1 2500s 304704 251730 543.30321 24 185 - 533.54940 - 34.1 2505s 305304 252208 540.77586 23 115 - 533.55313 - 34.1 2510s 305857 252696 555.47418 29 102 - 533.55419 - 34.1 2515s 306358 253128 infeasible 144 - 533.55933 - 34.1 2520s 307150 253782 infeasible 163 - 533.56735 - 34.1 2525s 307692 254217 557.60914 43 128 - 533.57340 - 34.1 2530s 308380 254738 551.31831 27 154 - 533.57549 - 34.1 2535s 309081 255302 549.50879 30 136 - 533.58418 - 34.1 2540s 309610 255741 586.44554 120 120 - 533.58418 - 34.1 2545s 310152 256192 568.33071 38 151 - 533.59119 - 34.1 2550s 310684 256602 infeasible 79 - 533.59237 - 34.1 2555s 311316 257135 576.73988 63 75 - 533.59662 - 34.1 2560s 311905 257617 infeasible 71 - 533.59777 - 34.1 2565s 312634 258177 627.17422 95 71 - 533.60287 - 34.1 2570s 313339 258710 567.92802 29 120 - 533.60906 - 34.1 2575s 313878 259179 642.82818 105 41 - 533.61072 - 34.1 2580s 314443 259630 567.64634 47 75 - 533.61682 - 34.1 2585s 314972 260085 infeasible 78 - 533.61896 - 34.2 2590s 315590 260608 539.55095 28 133 - 533.62411 - 34.1 2595s 316250 261163 565.30293 47 134 - 533.62811 - 34.1 2600s 316823 261643 585.42525 49 35 - 533.62950 - 34.1 2605s 317467 262228 595.96573 65 62 - 533.63353 - 34.1 2610s 318045 262709 563.77954 44 134 - 533.63599 - 34.1 2615s 318713 263272 679.68956 139 68 - 533.64140 - 34.1 2620s 319133 263597 558.53880 36 34 - 533.64516 - 34.1 2625s 319793 264138 infeasible 128 - 533.64616 - 34.2 2630s 320511 264717 598.69121 52 176 - 533.65285 - 34.1 2635s 321157 265232 542.28568 28 130 - 533.66618 - 34.1 2640s 321802 265801 615.72986 90 70 - 533.66671 - 34.1 2645s 322327 266230 572.00813 39 185 - 533.67055 - 34.1 2650s 322932 266720 547.25274 28 179 - 533.67166 - 34.1 2655s 323657 267339 631.24806 108 45 - 533.67336 - 34.1 2660s 324265 267843 infeasible 67 - 533.67948 - 34.1 2665s 324788 268249 554.33262 34 110 - 533.68539 - 34.1 2670s 325407 268782 598.35714 46 85 - 533.69758 - 34.1 2675s 326032 269284 601.74314 57 63 - 533.70195 - 34.1 2680s 326571 269748 581.78771 103 86 - 533.70810 - 34.1 2685s 327068 270130 651.48439 100 76 - 533.70832 - 34.1 2690s 327725 270670 582.77325 33 125 - 533.71339 - 34.1 2695s 328256 271120 553.69206 29 131 - 533.71734 - 34.1 2700s 328749 271544 585.79281 58 51 - 533.71923 - 34.2 2705s 329399 272088 543.28890 27 147 - 533.72124 - 34.2 2710s 329854 272474 581.86443 59 76 - 533.72525 - 34.2 2715s 330479 273000 562.18112 34 103 - 533.72958 - 34.2 2720s 331039 273462 571.71475 57 36 - 533.73246 - 34.2 2725s 331630 273905 626.62574 89 96 - 533.73530 - 34.2 2730s 332284 274437 612.82506 104 50 - 533.73822 - 34.2 2735s 332972 274983 546.47373 33 147 - 533.74243 - 34.2 2740s 333611 275531 574.01491 46 71 - 533.74360 - 34.2 2745s 334134 275940 563.91832 37 38 - 533.75060 - 34.2 2750s 334785 276493 540.27994 30 145 - 533.75519 - 34.2 2755s 335111 276717 559.71871 34 127 - 533.75743 - 34.2 2760s 335584 277118 543.85490 31 182 - 533.76145 - 34.2 2765s 336080 277540 559.16868 35 149 - 533.76182 - 34.2 2770s 336590 277942 602.86437 72 60 - 533.76331 - 34.2 2775s 337094 278377 567.95117 41 184 - 533.77754 - 34.2 2780s 337710 278909 548.87246 45 115 - 533.78169 - 34.2 2785s 338264 279361 552.81608 28 140 - 533.78431 - 34.2 2790s 338828 279862 609.31502 88 71 - 533.78971 - 34.2 2795s 339447 280385 584.77554 50 93 - 533.79380 - 34.2 2800s 340143 280977 628.45436 88 90 - 533.79783 - 34.2 2805s 340890 281569 547.84603 27 159 - 533.80121 - 34.2 2810s 341363 281940 598.04029 35 172 - 533.80220 - 34.2 2815s 341940 282418 579.30894 61 27 - 533.80423 - 34.2 2820s 342436 282785 585.75203 37 113 - 533.80930 - 34.2 2825s 343051 283265 608.93750 85 18 - 533.81594 - 34.2 2830s *343089 242469 105 640.0000000 533.81594 16.6% 34.2 2830s 343554 242864 619.60620 96 100 640.00000 533.81767 16.6% 34.2 2835s 343881 243103 584.19950 67 58 640.00000 533.82120 16.6% 34.2 2840s 344151 243319 585.25382 70 61 640.00000 533.82432 16.6% 34.2 2845s 344423 243550 621.34224 82 73 640.00000 533.82864 16.6% 34.2 2850s 344650 243733 618.59668 101 111 640.00000 533.83685 16.6% 34.2 2855s 344862 243897 572.56658 42 167 640.00000 533.83936 16.6% 34.2 2860s 345055 244064 593.68047 63 155 640.00000 533.83982 16.6% 34.2 2865s 345229 244226 606.32511 59 49 640.00000 533.84312 16.6% 34.2 2870s 345433 244388 636.50000 104 8 640.00000 533.84499 16.6% 34.2 2875s 345622 244541 555.54681 47 128 640.00000 533.84726 16.6% 34.2 2880s 345811 244715 617.39669 121 97 640.00000 533.84779 16.6% 34.2 2885s 346002 244882 582.72177 52 138 640.00000 533.84887 16.6% 34.2 2890s 346170 245030 620.85000 105 26 640.00000 533.85177 16.6% 34.2 2895s 346330 245138 609.37418 53 122 640.00000 533.85370 16.6% 34.2 2900s 346498 245281 574.76305 57 80 640.00000 533.85678 16.6% 34.2 2905s 346660 245413 570.25121 42 98 640.00000 533.85720 16.6% 34.2 2910s 346815 245538 560.71788 36 84 640.00000 533.85744 16.6% 34.2 2915s 346958 245667 611.32778 89 66 640.00000 533.85765 16.6% 34.2 2920s 347012 245705 560.95634 41 127 640.00000 533.85771 16.6% 34.2 2925s H347039 238185 633.0000000 533.85771 15.7% 34.2 2943s H347066 221068 620.0000000 533.85771 13.9% 34.2 2970s 347093 221075 536.60446 32 132 620.00000 533.85771 13.9% 34.2 2993s H347120 179412 599.0000000 533.85771 10.9% 34.2 3025s H347147 176568 598.0000000 533.85892 10.7% 34.2 3050s 347507 176812 544.44239 34 181 598.00000 533.86661 10.7% 34.2 3055s 348062 177216 547.23607 32 144 598.00000 533.87572 10.7% 34.2 3060s 348616 177615 543.72138 28 126 598.00000 533.88569 10.7% 34.2 3065s 349035 177905 591.47112 57 83 598.00000 533.88978 10.7% 34.2 3070s 349583 178324 573.25876 52 94 598.00000 533.89514 10.7% 34.2 3075s 350097 178716 583.97128 47 66 598.00000 533.89810 10.7% 34.2 3080s 350604 179098 573.31375 53 91 598.00000 533.90755 10.7% 34.2 3085s 351079 179430 534.51028 24 136 598.00000 533.91320 10.7% 34.2 3090s 351419 179662 cutoff 70 598.00000 533.92064 10.7% 34.3 3095s 351891 180013 cutoff 49 598.00000 533.93168 10.7% 34.3 3100s 352367 180365 575.87764 79 83 598.00000 533.94345 10.7% 34.3 3105s 352893 180742 575.10421 38 143 598.00000 533.94797 10.7% 34.3 3110s 353184 180985 538.28466 28 145 598.00000 533.95266 10.7% 34.3 3130s 353612 181278 542.31295 26 175 598.00000 533.95412 10.7% 34.3 3135s 354179 181684 557.88400 33 122 598.00000 533.96894 10.7% 34.3 3140s 354716 182064 571.00000 46 81 598.00000 533.97676 10.7% 34.3 3145s 355244 182428 578.73874 27 118 598.00000 533.98406 10.7% 34.3 3150s 355646 182697 infeasible 27 598.00000 533.99352 10.7% 34.3 3155s 356162 183070 589.18789 38 82 598.00000 534.00385 10.7% 34.3 3160s 356674 183456 587.08139 83 77 598.00000 534.01233 10.7% 34.3 3165s 357254 183887 cutoff 50 598.00000 534.01995 10.7% 34.3 3170s 357653 184175 565.15443 35 183 598.00000 534.02705 10.7% 34.3 3175s 358064 184450 535.10931 23 133 598.00000 534.03466 10.7% 34.3 3180s 358610 184883 574.83705 54 27 598.00000 534.04584 10.7% 34.3 3185s 359132 185260 544.22808 29 160 598.00000 534.05310 10.7% 34.3 3190s 359525 185571 539.43318 27 175 598.00000 534.05838 10.7% 34.3 3195s 359550 185596 584.00000 52 66 598.00000 534.05838 10.7% 34.3 3200s 359567 185613 588.35606 69 42 598.00000 534.05838 10.7% 34.3 3205s 359582 185625 594.85664 82 56 598.00000 534.05838 10.7% 34.3 3210s 359602 185629 556.59858 26 143 598.00000 534.05987 10.7% 34.3 3215s 359612 185639 567.95820 36 172 598.00000 534.05987 10.7% 34.3 3220s 359626 185644 549.15273 30 148 598.00000 534.06015 10.7% 34.3 3225s 359635 185653 562.38634 39 143 598.00000 534.06015 10.7% 34.3 3230s 359644 185662 589.47227 48 114 598.00000 534.06015 10.7% 34.3 3235s 359653 185671 592.97708 57 62 598.00000 534.06015 10.7% 34.3 3240s 359665 185675 595.60569 62 71 598.00000 534.06015 10.7% 34.3 3245s 359676 185680 544.39463 30 126 598.00000 534.06101 10.7% 34.3 3250s 359684 185688 574.00000 38 97 598.00000 534.06101 10.7% 34.3 3255s 359691 185695 576.00000 45 68 598.00000 534.06101 10.7% 34.3 3260s 359697 185701 580.71404 51 83 598.00000 534.06101 10.7% 34.3 3265s 359698 185702 581.24576 52 79 598.00000 534.06101 10.7% 34.3 3276s 359699 185703 581.25619 53 83 598.00000 534.06101 10.7% 34.3 3291s 359700 185704 581.90404 54 78 598.00000 534.06101 10.7% 34.3 3311s 360154 186035 558.95634 35 128 598.00000 534.06299 10.7% 34.3 3315s 360605 186353 559.57421 46 176 598.00000 534.06985 10.7% 34.3 3320s 361128 186727 583.78934 52 76 598.00000 534.07294 10.7% 34.3 3325s 361613 187108 545.69867 35 108 598.00000 534.08382 10.7% 34.3 3330s 362004 187375 592.05576 43 156 598.00000 534.08878 10.7% 34.4 3335s 362571 187778 cutoff 78 598.00000 534.09422 10.7% 34.4 3340s 363071 188164 578.71942 29 101 598.00000 534.10169 10.7% 34.4 3345s 363542 188500 574.69726 42 134 598.00000 534.10720 10.7% 34.4 3350s 364033 188857 577.51068 40 152 598.00000 534.11184 10.7% 34.4 3355s 364503 189145 535.24845 25 204 598.00000 534.12425 10.7% 34.4 3360s 364996 189540 572.80121 48 92 598.00000 534.13041 10.7% 34.4 3365s 365560 189923 546.60720 25 106 598.00000 534.13875 10.7% 34.4 3370s 366084 190339 578.67526 41 172 598.00000 534.14381 10.7% 34.4 3375s 366595 190707 554.38555 35 134 598.00000 534.14760 10.7% 34.4 3380s 367100 191052 556.32005 41 117 598.00000 534.15977 10.7% 34.4 3385s 367523 191355 541.41755 26 142 598.00000 534.16574 10.7% 34.4 3390s 368061 191763 577.32445 52 93 598.00000 534.16894 10.7% 34.4 3395s 368524 192114 544.70459 26 118 598.00000 534.17811 10.7% 34.4 3400s 368999 192479 592.08788 78 48 598.00000 534.18551 10.7% 34.4 3405s 369529 192857 574.96613 50 137 598.00000 534.19281 10.7% 34.4 3410s 370076 193260 543.05597 23 190 598.00000 534.20320 10.7% 34.4 3415s 370514 193585 585.43016 68 94 598.00000 534.20824 10.7% 34.4 3420s 371122 194000 583.01525 39 206 598.00000 534.21009 10.7% 34.4 3425s 371626 194375 563.53673 42 128 598.00000 534.22451 10.7% 34.4 3430s 372070 194684 535.43193 20 168 598.00000 534.23201 10.7% 34.4 3435s 372557 195031 564.55121 41 73 598.00000 534.24397 10.7% 34.4 3440s 373082 195441 583.21293 52 184 598.00000 534.24692 10.7% 34.4 3445s 373683 195916 cutoff 97 598.00000 534.25273 10.7% 34.4 3450s 374242 196326 593.14305 37 92 598.00000 534.25694 10.7% 34.4 3455s 374743 196677 cutoff 73 598.00000 534.26635 10.7% 34.4 3460s 375297 197134 576.31733 85 96 598.00000 534.27523 10.7% 34.4 3465s 375811 197492 cutoff 71 598.00000 534.28425 10.7% 34.4 3470s 376376 197873 cutoff 68 598.00000 534.29213 10.7% 34.4 3475s 376936 198273 542.61134 36 180 598.00000 534.29772 10.7% 34.4 3480s 377418 198665 581.81513 46 72 598.00000 534.30713 10.7% 34.4 3485s 377903 198997 583.16038 71 80 598.00000 534.31463 10.6% 34.4 3490s 378334 199310 560.89737 44 151 598.00000 534.32235 10.6% 34.4 3495s 378924 199750 569.72612 66 59 598.00000 534.33136 10.6% 34.4 3500s 379382 200072 cutoff 87 598.00000 534.33838 10.6% 34.5 3505s 379853 200422 583.21404 52 51 598.00000 534.34373 10.6% 34.5 3510s 380423 200861 590.24352 41 117 598.00000 534.35214 10.6% 34.5 3515s 380892 201178 573.64609 48 188 598.00000 534.35623 10.6% 34.5 3520s 381411 201577 576.91754 42 132 598.00000 534.36080 10.6% 34.5 3525s 381823 201881 592.43660 62 81 598.00000 534.36962 10.6% 34.5 3530s 382266 202168 572.67987 80 60 598.00000 534.37400 10.6% 34.5 3535s 382762 202498 567.55121 38 96 598.00000 534.37912 10.6% 34.5 3540s 383247 202828 559.14344 44 209 598.00000 534.38615 10.6% 34.5 3545s 383778 203214 infeasible 36 598.00000 534.39377 10.6% 34.5 3550s 384206 203518 580.89159 89 93 598.00000 534.39811 10.6% 34.5 3555s 384581 203773 564.98846 38 118 598.00000 534.40544 10.6% 34.5 3560s 385035 204107 572.57214 57 78 598.00000 534.41016 10.6% 34.5 3565s 385547 204433 588.05531 43 124 598.00000 534.41335 10.6% 34.6 3570s 386046 204806 568.33911 48 103 598.00000 534.41722 10.6% 34.6 3575s H386291 198739 596.0000000 534.42058 10.3% 34.5 3577s 386638 199013 542.21082 33 170 596.00000 534.42777 10.3% 34.5 3580s 387187 199416 584.16232 68 76 596.00000 534.43353 10.3% 34.5 3585s 387703 199784 568.20547 48 19 596.00000 534.44223 10.3% 34.5 3590s 388155 200130 583.58590 41 131 596.00000 534.44973 10.3% 34.5 3595s Cutting planes: Learned: 17 Gomory: 31 Cover: 324 Implied bound: 14 Clique: 16 MIR: 818 GUB cover: 60 Zero half: 356 Mod-K: 1 Explored 388745 nodes (13432197 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 5.960000000000e+02, best bound 5.350000000000e+02, gap 10.2349%