Gurobi 5.0.1 (linux64) logging started Thu Jan 3 11:27:19 2013 Optimize a model with 10402 rows, 10201 columns and 63828 nonzeros Presolve removed 3040 rows and 3756 columns Presolve time: 0.14s Presolved: 7362 rows, 6445 columns, 45290 nonzeros Variable types: 100 continuous, 6345 integer (6345 binary) Root relaxation: objective 4.416941e+02, 715 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 441.69415 0 191 - 441.69415 - - 0s 0 0 452.13854 0 205 - 452.13854 - - 0s 0 0 454.90249 0 203 - 454.90249 - - 0s 0 0 456.97077 0 220 - 456.97077 - - 1s 0 0 457.62681 0 213 - 457.62681 - - 1s 0 0 457.94915 0 226 - 457.94915 - - 1s 0 0 458.14982 0 217 - 458.14982 - - 1s 0 0 458.47482 0 219 - 458.47482 - - 1s 0 0 458.47502 0 222 - 458.47502 - - 1s 0 0 458.47502 0 207 - 458.47502 - - 2s 0 2 458.91127 0 207 - 458.91127 - - 3s 155 148 581.09374 105 117 - 459.86503 - 29.1 5s 601 529 527.56447 29 207 - 462.82275 - 31.8 10s 603 530 542.12277 81 206 - 462.82275 - 31.7 16s 604 531 573.03973 85 203 - 462.82275 - 31.7 25s 605 532 499.92589 37 190 - 462.82275 - 31.6 31s 606 532 678.77087 143 209 - 463.76383 - 31.6 37s 607 533 478.63342 10 200 - 465.55621 - 31.5 46s 608 534 711.93916 175 196 - 468.62934 - 31.5 55s 609 534 527.56447 29 209 - 469.65326 - 31.4 67s 610 535 542.12277 81 217 - 469.88135 - 31.4 73s 612 536 494.42169 22 205 - 471.68775 - 31.3 85s 613 537 613.10515 164 200 - 472.76159 - 31.2 96s 614 538 527.56447 29 218 - 473.07970 - 31.1 103s 616 539 711.93916 175 215 - 473.66298 - 31.0 111s 617 540 573.03973 85 218 - 473.80779 - 31.0 117s 618 540 585.03221 81 219 - 473.90478 - 30.9 123s 619 541 499.92589 37 218 - 474.07597 - 30.9 129s 620 542 678.77087 143 224 - 474.18270 - 30.8 135s 621 542 478.63342 10 219 - 474.20031 - 30.8 141s 623 544 539.77791 79 221 - 474.20534 - 30.7 150s 633 552 485.58282 19 201 - 474.24493 - 46.9 155s 682 585 543.87015 43 180 - 474.24493 - 60.3 160s 905 720 625.60830 150 92 - 474.24493 - 56.2 165s 1085 834 569.27398 104 109 - 474.41054 - 56.8 170s 1347 985 506.98839 33 179 - 475.06894 - 54.7 175s 1612 1150 652.95276 164 99 - 475.06894 - 52.3 180s 1905 1304 535.93872 70 139 - 477.04443 - 51.7 185s 2288 1570 608.70371 195 97 - 477.04443 - 48.5 190s 2639 1919 754.00513 319 50 - 477.04443 - 47.2 195s 2881 2108 493.89279 21 224 - 478.23451 - 48.2 200s 3080 2259 495.54552 24 219 - 478.68541 - 49.9 205s 3400 2579 627.54954 172 85 - 478.68541 - 48.9 210s 3834 2941 569.30692 115 122 - 483.04138 - 47.2 215s 4136 3243 692.50161 202 60 - 483.04138 - 47.4 220s 4572 3628 609.94509 186 67 - 484.40996 - 45.9 225s 4922 3946 529.08399 49 136 - 484.68463 - 45.5 230s 5217 4213 568.85058 117 112 - 484.83164 - 45.3 235s 5539 4502 534.10034 83 117 - 485.52771 - 45.0 240s 5948 4858 600.59893 139 91 - 486.50339 - 44.4 245s 6470 5294 599.44742 91 87 - 488.07470 - 42.8 250s 6710 5520 545.33983 61 160 - 488.07470 - 43.4 255s 7195 5960 512.04468 41 160 - 488.89117 - 41.9 260s 7637 6341 572.06763 75 149 - 488.91858 - 41.3 265s 8057 6738 571.22652 121 110 - 490.69893 - 41.0 270s 8552 7169 893.00819 380 67 - 490.69893 - 40.4 275s 9004 7595 701.43910 266 65 - 490.69893 - 39.8 280s 9442 7969 522.54852 61 171 - 490.86182 - 39.8 285s 9896 8394 597.06551 124 109 - 490.88252 - 39.4 290s 10201 8672 569.41275 127 122 - 491.05225 - 39.2 295s 10649 9082 612.09014 173 92 - 491.07485 - 38.9 300s 11050 9427 528.53295 62 141 - 491.19972 - 38.9 305s 11587 9862 506.80540 38 172 - 491.23337 - 38.4 310s 11818 10063 567.46720 124 91 - 491.23337 - 39.0 315s 12368 10578 665.82965 200 62 - 491.25005 - 38.4 320s 12725 10893 621.65230 196 62 - 491.41181 - 38.6 325s 12961 11095 603.90802 118 110 - 491.44158 - 39.1 330s 13499 11578 609.53915 67 154 - 491.56786 - 38.7 335s 13987 11996 493.39151 20 225 - 491.60818 - 38.4 340s 14284 12285 639.15291 204 53 - 491.60818 - 38.7 345s 14841 12764 640.13422 203 65 - 491.60818 - 38.4 350s 15158 13049 671.61098 179 90 - 491.71790 - 38.7 355s 15388 13247 587.87650 116 139 - 491.77034 - 39.1 360s 15649 13480 528.62969 49 124 - 491.77413 - 39.3 365s 15970 13744 525.37470 54 174 - 491.78066 - 39.4 370s 16404 14092 568.02989 90 128 - 491.78373 - 39.3 375s 16916 14566 infeasible 131 - 491.80116 - 39.0 380s 17224 14851 627.93958 174 76 - 491.80965 - 39.2 385s 17690 15267 623.18844 211 89 - 491.82622 - 39.1 390s 18068 15580 560.13081 57 201 - 491.82671 - 39.1 395s 18530 15996 533.90399 59 147 - 491.85578 - 39.0 400s 18835 16270 592.07801 97 105 - 491.86133 - 39.2 405s 19303 16686 628.61019 245 89 - 491.93462 - 39.0 410s 19674 17012 662.67406 142 122 - 491.95670 - 39.1 415s 20081 17342 597.90605 127 105 - 491.97304 - 39.1 420s 20488 17671 539.31134 68 133 - 491.99642 - 38.8 425s 20985 18086 584.67731 84 122 - 492.01031 - 38.7 430s 21517 18562 558.86941 97 98 - 492.03221 - 38.4 435s 21917 18893 582.05884 111 138 - 492.40203 - 38.5 440s 22117 19060 620.37794 97 140 - 492.40562 - 38.8 445s 22587 19481 555.11965 73 147 - 492.42099 - 38.7 450s 23005 19871 518.97189 32 208 - 492.42099 - 38.7 455s 23339 20187 499.53541 32 203 - 492.43351 - 38.8 460s 23657 20483 682.85114 182 74 - 492.43351 - 38.9 465s 23895 20699 600.93045 140 66 - 492.44285 - 39.1 470s 24336 21082 619.46380 140 70 - 492.49633 - 39.0 475s 24798 21515 553.74877 47 175 - 492.53946 - 39.0 480s 25178 21851 648.26757 148 76 - 492.55946 - 39.0 485s 25567 22210 667.49693 176 75 - 492.56978 - 39.0 490s 25854 22465 566.23421 62 109 - 492.56978 - 39.2 495s 26094 22656 551.52142 67 151 - 492.57985 - 39.4 500s 26354 22876 589.86736 108 142 - 492.63548 - 39.6 505s 26739 23234 526.00821 49 144 - 492.63548 - 39.5 510s 27072 23557 633.87972 215 67 - 492.63548 - 39.5 515s 27275 23720 615.95235 99 148 - 492.65301 - 39.9 520s 27674 24062 518.55703 35 175 - 492.70429 - 39.8 525s 27847 24193 581.82051 38 188 - 492.79214 - 40.1 530s 28057 24403 619.41253 146 104 - 492.79214 - 40.2 535s 28441 24763 551.41722 52 137 - 492.81554 - 40.2 540s 28970 25270 527.28928 60 126 - 492.86872 - 40.0 545s 29154 25438 569.63522 65 109 - 492.88438 - 40.3 550s 29331 25562 520.57970 55 165 - 492.93091 - 40.5 555s 29616 25832 537.51671 80 135 - 492.93091 - 40.6 560s 30088 26283 infeasible 276 - 492.93091 - 40.5 565s 30151 26338 535.17916 54 143 - 492.94397 - 40.9 570s 30603 26635 493.83679 24 179 - 492.95003 - 40.7 575s 30814 26822 554.47344 46 143 - 492.95003 - 40.9 580s 31085 27091 632.49366 184 81 - 492.95003 - 41.0 585s 31400 27340 539.43959 43 137 - 492.95130 - 41.1 590s 31412 27352 568.39438 46 112 - 492.95130 - 41.5 595s 31603 27543 625.12123 149 76 - 492.95130 - 41.7 600s 31913 27831 576.75029 154 91 - 492.95670 - 41.7 605s 32210 28112 531.50056 31 156 - 492.96363 - 41.8 610s 32458 28360 644.03783 159 60 - 492.96363 - 41.8 615s 32792 28667 556.78249 78 141 - 492.98807 - 41.8 620s 33120 28926 578.37374 96 124 - 493.03267 - 41.9 625s 33477 29262 611.31504 137 102 - 493.05024 - 41.9 630s 33624 29374 590.99325 63 138 - 493.06704 - 42.2 635s 33760 29492 521.43215 39 184 - 493.06836 - 42.5 640s 33979 29688 555.07509 65 148 - 493.11110 - 42.6 645s 34315 30006 548.85953 61 159 - 493.12384 - 42.6 650s 34657 30346 702.89259 214 54 - 493.12384 - 42.5 655s 34907 30553 570.23333 58 92 - 493.12384 - 42.6 660s 35277 30872 533.64344 35 158 - 493.15323 - 42.6 665s 35295 30890 552.81136 41 179 - 493.15323 - 43.0 670s 35558 31133 532.28621 36 140 - 493.18602 - 43.1 675s 35953 31505 760.41284 237 23 - 493.18602 - 43.0 680s 36278 31810 621.38245 135 58 - 493.19541 - 42.9 685s H36472 28503 702.0000000 493.19541 29.7% 42.8 686s 36657 28669 592.00667 105 97 702.00000 493.20029 29.7% 42.8 690s 36889 28889 553.56145 87 117 702.00000 493.20269 29.7% 42.9 695s 37120 29087 556.56343 72 128 702.00000 493.21413 29.7% 42.9 700s H37285 26135 663.0000000 493.21413 25.6% 42.7 705s H37314 24986 651.0000000 493.21413 24.2% 42.7 709s 37321 24993 498.24608 27 171 651.00000 493.22948 24.2% 42.7 710s 37341 25013 532.09625 46 201 651.00000 493.22948 24.2% 42.7 716s H37368 23730 640.0000000 493.22948 22.9% 42.7 728s H37395 18285 608.0000000 493.22948 18.9% 42.8 743s 37470 18353 535.00345 50 149 608.00000 493.29050 18.9% 42.8 745s 37730 18566 588.26366 90 161 608.00000 493.29169 18.9% 42.9 750s 38058 18855 591.69966 114 154 608.00000 493.33499 18.9% 42.9 755s 38347 19089 infeasible 90 608.00000 493.38857 18.9% 43.0 760s 38663 19340 546.85980 46 149 608.00000 493.39605 18.8% 43.1 765s 38881 19519 498.15836 32 186 608.00000 493.40398 18.8% 43.2 770s 39093 19703 527.41871 38 188 608.00000 493.42453 18.8% 43.3 775s 39137 19747 586.12445 60 111 608.00000 493.42453 18.8% 43.6 780s 39398 19962 514.72196 31 196 608.00000 493.46582 18.8% 43.7 785s 39767 20281 495.51690 22 193 608.00000 493.49467 18.8% 43.6 790s 40000 20487 603.50000 79 148 608.00000 493.49467 18.8% 43.8 795s 40260 20688 cutoff 83 608.00000 493.52534 18.8% 43.9 800s 40563 20939 573.97694 69 204 608.00000 493.61544 18.8% 43.9 805s 40805 21141 591.32721 185 207 608.00000 493.63137 18.8% 44.0 876s 40807 21142 513.57034 33 205 608.00000 493.63137 18.8% 44.0 883s 40809 21144 579.92933 123 211 608.00000 493.63137 18.8% 44.0 893s 40810 21144 576.21100 68 228 608.00000 493.63137 18.8% 44.0 901s 40812 21146 502.67792 34 224 608.00000 493.63137 18.8% 44.0 914s 40813 21146 517.03160 34 253 608.00000 493.63137 18.8% 44.0 918s 40814 21147 544.76156 84 267 608.00000 493.63137 18.8% 44.0 921s 40816 21148 512.29770 35 268 608.00000 493.63137 18.8% 44.0 929s 40817 21149 586.08941 82 274 608.00000 493.63137 18.8% 44.0 932s 40818 21150 520.85468 43 244 608.00000 493.63137 18.8% 44.0 937s 40819 21150 517.03160 34 261 608.00000 493.63137 18.8% 44.0 940s 40821 21152 520.85468 43 272 608.00000 493.63137 18.8% 44.0 947s 40822 21152 563.02237 66 275 608.00000 493.63137 18.8% 44.0 951s 40824 21154 599.28738 118 247 608.00000 493.63137 18.8% 44.0 957s 40825 21154 512.29770 35 241 608.00000 493.63137 18.8% 44.0 961s 40827 21156 586.08941 82 238 608.00000 493.63137 18.8% 44.0 967s 40828 21156 536.96633 55 242 608.00000 493.63137 18.8% 44.0 971s 40830 21158 586.08941 82 248 608.00000 493.63137 18.8% 44.0 978s 40831 21158 564.75751 109 239 608.00000 493.63137 18.8% 44.0 981s 40832 21159 502.67792 34 242 608.00000 493.63137 18.8% 44.0 985s 40834 21160 563.02237 66 249 608.00000 493.63137 18.8% 44.0 991s 40835 21161 591.32721 185 241 608.00000 493.63137 18.8% 44.0 995s 40837 21162 564.75751 109 252 608.00000 493.63137 18.8% 44.0 1002s 40838 21163 555.89231 65 249 608.00000 493.63137 18.8% 44.0 1006s 40839 21164 579.92933 123 253 608.00000 493.63137 18.8% 44.0 1011s 40841 21165 599.28738 118 253 608.00000 493.63137 18.8% 44.0 1018s 40843 21166 564.75751 109 253 608.00000 493.63137 18.8% 44.0 1020s 40853 21175 508.18505 34 235 608.00000 493.63137 18.8% 44.3 1025s 40893 21202 540.71270 54 147 608.00000 493.63137 18.8% 44.3 1030s 41087 21295 593.62132 151 123 608.00000 493.63137 18.8% 44.4 1035s 41222 21350 508.61026 70 177 608.00000 493.63137 18.8% 44.5 1040s 41241 21363 575.71466 79 164 608.00000 493.63137 18.8% 44.6 1045s 41385 21447 540.38702 101 137 608.00000 497.19919 18.2% 44.7 1050s 41552 21531 538.16797 70 157 608.00000 497.33245 18.2% 44.9 1055s 41708 21619 580.78332 110 161 608.00000 497.38119 18.2% 45.0 1060s 41896 21682 infeasible 49 608.00000 497.99806 18.1% 45.1 1065s 42077 21769 547.00595 61 188 608.00000 498.22036 18.1% 45.3 1070s 42308 21860 501.84573 41 183 608.00000 498.46921 18.0% 45.3 1075s 42557 21997 522.30512 75 218 608.00000 498.57625 18.0% 45.3 1080s 42783 22117 523.99904 58 172 608.00000 498.88858 17.9% 45.4 1085s 42910 22190 557.92847 120 202 608.00000 498.88858 17.9% 45.6 1093s 42963 22202 505.96266 51 207 608.00000 498.90869 17.9% 45.7 1095s 43141 22294 538.48224 69 185 608.00000 499.01896 17.9% 45.8 1100s 43412 22435 537.79582 76 164 608.00000 499.33956 17.9% 45.8 1105s 43572 22514 543.97550 55 166 608.00000 499.40500 17.9% 46.0 1110s 43762 22601 517.68696 54 204 608.00000 499.85653 17.8% 46.1 1115s 44084 22761 infeasible 148 608.00000 499.89550 17.8% 46.0 1120s 44395 22893 infeasible 118 608.00000 500.19690 17.7% 46.1 1125s 44710 23057 513.53382 41 179 608.00000 500.50530 17.7% 46.1 1130s 44957 23188 578.95828 110 144 608.00000 500.61007 17.7% 46.1 1135s 45221 23277 510.62180 43 179 608.00000 500.72132 17.6% 46.2 1140s 45506 23418 558.67933 89 126 608.00000 500.78188 17.6% 46.3 1145s 45867 23596 557.99652 78 182 608.00000 500.85516 17.6% 46.3 1150s 46132 23715 590.89724 92 150 608.00000 500.88210 17.6% 46.4 1155s 46386 23863 599.13220 149 156 608.00000 500.91282 17.6% 46.5 1160s 46674 24000 575.65476 103 162 608.00000 501.06212 17.6% 46.5 1165s 47011 24132 605.38878 93 159 608.00000 501.12480 17.6% 46.5 1170s 47089 24168 504.62188 42 196 608.00000 501.16686 17.6% 46.5 1178s 47169 24202 cutoff 74 608.00000 501.16686 17.6% 46.6 1180s 47352 24292 518.31827 45 182 608.00000 501.26744 17.6% 46.7 1185s 47675 24463 554.67826 94 213 608.00000 501.29721 17.5% 46.7 1190s 48019 24635 534.37459 68 178 608.00000 501.41054 17.5% 46.7 1195s 48212 24724 572.62810 101 120 608.00000 501.42071 17.5% 46.9 1200s 48471 24806 586.95523 70 184 608.00000 501.46344 17.5% 47.1 1205s 48803 24966 556.13967 79 214 608.00000 501.51033 17.5% 47.1 1210s 49082 25111 564.11972 86 142 608.00000 501.55802 17.5% 47.1 1215s 49486 25308 539.12800 86 170 608.00000 501.64226 17.5% 47.1 1220s 49631 25390 592.09250 104 148 608.00000 501.64356 17.5% 47.3 1225s 49775 25446 525.37122 72 191 608.00000 501.67531 17.5% 47.3 1230s 49800 25449 510.24468 47 193 608.00000 501.68323 17.5% 47.3 1235s 49901 25507 545.89918 59 187 608.00000 501.68408 17.5% 47.3 1240s 50162 25643 538.90901 66 129 608.00000 501.69302 17.5% 47.4 1245s 50582 25862 infeasible 52 608.00000 501.75951 17.5% 47.3 1250s 50875 25991 539.36025 77 143 608.00000 501.79296 17.5% 47.4 1255s 51075 26091 597.54694 106 120 608.00000 501.80413 17.5% 47.4 1260s 51364 26210 531.96773 63 209 608.00000 501.88041 17.5% 47.4 1265s 51652 26364 549.55193 53 179 608.00000 501.92135 17.4% 47.5 1270s 51941 26490 506.75038 42 201 608.00000 501.96072 17.4% 47.6 1275s 52244 26630 540.78789 91 174 608.00000 501.97649 17.4% 47.6 1280s 52575 26773 503.74298 43 190 608.00000 502.03281 17.4% 47.6 1285s 52952 26959 566.73754 93 125 608.00000 502.08090 17.4% 47.6 1290s 53257 27110 cutoff 101 608.00000 502.11216 17.4% 47.7 1295s 53492 27196 540.86602 62 169 608.00000 502.15514 17.4% 47.8 1300s 53800 27345 527.30456 78 182 608.00000 502.18945 17.4% 47.8 1305s 54098 27472 517.83245 38 215 608.00000 502.25584 17.4% 47.9 1310s 54341 27617 585.60186 153 96 608.00000 502.25883 17.4% 48.0 1315s 54488 27688 cutoff 82 608.00000 502.27877 17.4% 48.2 1320s 54733 27779 516.48662 65 226 608.00000 502.32075 17.4% 48.2 1325s 55050 27921 503.50419 39 187 608.00000 502.38111 17.4% 48.3 1330s 55294 28037 518.67838 41 217 608.00000 502.41377 17.4% 48.4 1335s 55630 28148 505.09811 52 179 608.00000 502.46506 17.4% 48.4 1340s 55866 28271 558.16400 69 207 608.00000 502.50223 17.4% 48.5 1345s 56186 28427 594.84116 84 186 608.00000 502.54432 17.3% 48.5 1350s 56514 28569 511.43327 51 175 608.00000 502.58395 17.3% 48.5 1355s 56916 28780 534.46137 69 178 608.00000 502.63542 17.3% 48.5 1360s 57286 28975 538.30470 57 155 608.00000 502.65238 17.3% 48.4 1365s 57491 29056 532.57995 83 215 608.00000 502.66521 17.3% 48.6 1370s 57847 29212 cutoff 63 608.00000 502.69435 17.3% 48.5 1375s 58140 29337 507.37230 45 173 608.00000 502.73869 17.3% 48.6 1380s 58418 29456 infeasible 98 608.00000 502.74622 17.3% 48.6 1385s 58758 29617 551.25725 79 164 608.00000 502.77780 17.3% 48.6 1390s 59162 29822 516.58721 49 186 608.00000 502.79287 17.3% 48.5 1395s 59534 30005 526.36617 57 182 608.00000 502.82742 17.3% 48.5 1400s 59829 30141 592.99602 93 131 608.00000 502.83245 17.3% 48.5 1405s 60124 30270 511.37500 49 178 608.00000 502.84169 17.3% 48.6 1410s 60442 30427 573.67341 81 117 608.00000 502.89105 17.3% 48.6 1415s 60736 30568 548.07003 74 188 608.00000 502.93566 17.3% 48.6 1420s 60971 30679 538.43652 52 190 608.00000 502.96951 17.3% 48.7 1428s 61064 30726 601.56937 85 97 608.00000 502.96951 17.3% 48.7 1430s 61343 30861 569.32616 81 142 608.00000 502.97693 17.3% 48.6 1435s 61629 30952 515.77723 59 192 608.00000 502.99013 17.3% 48.7 1440s 61948 31115 597.92859 119 157 608.00000 502.99482 17.3% 48.7 1445s 62275 31269 524.34168 58 208 608.00000 503.01528 17.3% 48.7 1450s 62675 31503 558.79753 76 177 608.00000 503.02538 17.3% 48.6 1455s 63016 31675 599.03764 117 150 608.00000 503.05932 17.3% 48.6 1460s 63411 31854 583.87195 106 173 608.00000 503.07923 17.3% 48.6 1465s 63729 31937 504.59314 46 199 608.00000 503.10191 17.3% 48.6 1470s 64083 32123 516.13435 59 194 608.00000 503.14161 17.2% 48.6 1475s 64408 32259 567.46091 91 185 608.00000 503.17577 17.2% 48.7 1480s 64647 32374 580.15695 76 164 608.00000 503.20172 17.2% 48.6 1498s 64777 32442 572.30630 112 162 608.00000 503.20759 17.2% 48.6 1500s 65033 32557 551.87399 76 166 608.00000 503.22033 17.2% 48.6 1505s 65327 32702 571.40746 74 191 608.00000 503.24772 17.2% 48.7 1510s 65582 32819 559.10667 84 138 608.00000 503.25719 17.2% 48.8 1515s 65865 32946 519.93308 76 200 608.00000 503.30336 17.2% 48.8 1520s 66209 33119 505.66720 43 192 608.00000 503.31720 17.2% 48.8 1525s 66639 33354 545.65731 103 114 608.00000 503.33907 17.2% 48.7 1530s 66989 33508 515.65906 41 217 608.00000 503.39009 17.2% 48.7 1535s 67232 33629 554.25165 75 192 608.00000 503.42380 17.2% 48.8 1540s 67520 33728 512.77355 49 170 608.00000 503.45817 17.2% 48.9 1545s 67782 33825 507.24198 45 205 608.00000 503.47207 17.2% 48.9 1550s 68172 34060 538.59470 63 173 608.00000 503.48699 17.2% 48.8 1555s 68561 34236 586.59520 74 172 608.00000 503.51393 17.2% 48.7 1560s 68774 34332 564.48075 66 228 608.00000 503.53946 17.2% 48.8 1565s 68991 34440 infeasible 104 608.00000 503.54260 17.2% 49.0 1570s 69290 34535 523.41427 66 175 608.00000 503.57335 17.2% 49.0 1575s 69570 34671 563.90475 75 140 608.00000 503.60912 17.2% 49.0 1580s 69821 34774 522.76262 51 89 608.00000 503.63175 17.2% 49.1 1585s 70087 34925 573.67101 91 137 608.00000 503.64938 17.2% 49.2 1590s 70368 35030 531.38787 55 194 608.00000 503.65924 17.2% 49.2 1595s 70679 35159 549.08105 53 151 608.00000 503.67038 17.2% 49.3 1600s 70904 35247 cutoff 119 608.00000 503.67436 17.2% 49.4 1605s 71204 35388 517.26735 48 198 608.00000 503.69821 17.2% 49.4 1610s 71498 35550 584.76930 120 81 608.00000 503.71133 17.2% 49.3 1615s 71686 35639 569.58269 75 142 608.00000 503.71410 17.2% 49.4 1620s 71770 35680 577.54055 88 146 608.00000 503.72228 17.2% 49.6 1625s 72039 35807 512.83727 53 221 608.00000 503.74724 17.1% 49.6 1630s 72294 35898 593.53853 100 161 608.00000 503.75411 17.1% 49.7 1635s 72653 36037 505.67616 48 193 608.00000 503.79370 17.1% 49.6 1640s 72944 36162 541.51625 48 195 608.00000 503.81016 17.1% 49.7 1645s 73269 36308 571.01365 75 117 608.00000 503.81792 17.1% 49.7 1650s 73592 36469 554.42114 76 161 608.00000 503.83854 17.1% 49.7 1655s 73914 36601 509.18962 49 179 608.00000 503.84689 17.1% 49.7 1660s 74284 36772 566.73468 92 169 608.00000 503.85821 17.1% 49.7 1665s 74701 36985 526.77186 59 189 608.00000 503.86289 17.1% 49.7 1670s 74973 37124 550.35636 123 189 608.00000 503.86716 17.1% 49.7 1675s 75327 37289 536.09909 48 207 608.00000 503.88349 17.1% 49.7 1680s 75633 37450 540.07375 79 170 608.00000 503.91091 17.1% 49.7 1685s 75998 37620 548.19166 87 117 608.00000 503.92938 17.1% 49.7 1690s 76290 37745 517.27375 52 212 608.00000 503.95184 17.1% 49.8 1695s 76561 37878 512.85021 42 198 608.00000 503.95767 17.1% 49.8 1700s 76930 38048 505.94921 43 209 608.00000 503.97169 17.1% 49.8 1705s 77232 38201 539.17114 67 207 608.00000 503.97496 17.1% 49.8 1710s 77509 38320 511.98498 55 206 608.00000 503.98305 17.1% 49.9 1715s 77831 38474 606.65451 96 181 608.00000 503.99900 17.1% 49.9 1720s 78045 38560 cutoff 45 608.00000 504.00648 17.1% 50.0 1725s 78349 38696 600.42465 73 148 608.00000 504.01342 17.1% 50.0 1730s 78737 38860 518.29215 50 209 608.00000 504.02490 17.1% 50.0 1735s 79007 38981 524.56407 49 221 608.00000 504.04150 17.1% 50.0 1740s 79270 39100 544.66428 65 205 608.00000 504.07309 17.1% 50.1 1745s 79444 39163 561.23180 100 145 608.00000 504.09244 17.1% 50.2 1750s 79760 39312 507.94278 51 206 608.00000 504.11378 17.1% 50.2 1755s 80080 39464 cutoff 75 608.00000 504.12200 17.1% 50.2 1760s 80320 39573 571.75975 64 200 608.00000 504.13324 17.1% 50.3 1765s 80578 39671 566.00861 79 170 608.00000 504.16274 17.1% 50.4 1770s 80771 39764 525.63227 65 187 608.00000 504.19313 17.1% 50.4 1775s 81071 39904 infeasible 59 608.00000 504.19919 17.1% 50.5 1780s 81277 40014 556.09420 60 177 608.00000 504.20647 17.1% 50.5 1785s 81575 40156 cutoff 119 608.00000 504.21280 17.1% 50.6 1790s 81754 40240 569.57738 103 161 608.00000 504.22083 17.1% 50.6 1795s 81997 40347 603.17640 80 191 608.00000 504.24678 17.1% 50.6 1800s 82256 40444 533.65438 46 190 608.00000 504.28704 17.1% 50.7 1805s 82533 40567 545.04894 64 201 608.00000 504.29859 17.1% 50.7 1810s 82911 40749 521.46446 53 184 608.00000 504.36118 17.0% 50.7 1815s 83241 40916 531.14478 48 229 608.00000 504.36697 17.0% 50.7 1820s 83607 41092 cutoff 104 608.00000 504.37314 17.0% 50.7 1825s 83831 41209 cutoff 82 608.00000 504.38809 17.0% 50.7 1830s 84192 41378 564.04374 62 199 608.00000 504.40661 17.0% 50.7 1835s 84515 41521 534.41510 53 210 608.00000 504.41797 17.0% 50.7 1840s 84796 41655 595.39126 89 122 608.00000 504.43241 17.0% 50.8 1845s 85110 41790 568.09191 88 162 608.00000 504.45622 17.0% 50.8 1850s 85410 41894 554.16137 69 163 608.00000 504.49513 17.0% 50.8 1855s 85699 42022 566.66350 81 135 608.00000 504.51053 17.0% 50.9 1860s 85759 42044 542.13056 63 149 608.00000 504.52392 17.0% 50.8 1871s 85942 42132 533.97850 56 164 608.00000 504.52520 17.0% 50.9 1875s 86281 42256 589.15213 127 151 608.00000 504.53417 17.0% 50.9 1880s 86673 42430 511.55063 49 199 608.00000 504.54569 17.0% 50.8 1885s 86995 42604 504.57960 43 156 608.00000 504.55410 17.0% 50.8 1890s 87323 42748 519.40768 51 157 608.00000 504.56046 17.0% 50.8 1895s 87566 42834 590.71230 101 154 608.00000 504.56219 17.0% 50.9 1900s 87805 42942 553.61441 69 151 608.00000 504.57665 17.0% 51.0 1905s 88112 43083 infeasible 75 608.00000 504.59450 17.0% 51.0 1910s 88407 43203 531.48950 58 233 608.00000 504.61394 17.0% 51.0 1915s 88727 43336 512.38161 50 176 608.00000 504.63361 17.0% 51.0 1920s 89032 43470 571.23881 95 135 608.00000 504.64338 17.0% 51.0 1925s 89434 43660 567.39874 62 185 608.00000 504.65410 17.0% 51.0 1930s 89656 43760 infeasible 89 608.00000 504.66160 17.0% 51.0 1935s 89998 43938 579.82246 105 151 608.00000 504.66662 17.0% 51.0 1940s 90460 44155 531.97983 60 209 608.00000 504.67520 17.0% 51.0 1945s 90750 44254 518.99543 65 193 608.00000 504.68519 17.0% 51.0 1950s H90941 42220 602.0000000 504.68813 16.2% 51.0 1952s 90942 42223 545.86728 97 142 602.00000 504.68813 16.2% 51.0 1969s 90987 42242 528.94273 80 211 602.00000 504.68830 16.2% 51.0 1970s 91281 42416 582.14728 195 99 602.00000 504.69093 16.2% 51.0 1975s 91568 42515 528.63826 61 192 602.00000 504.70831 16.2% 51.0 1980s 91809 42609 512.54349 54 187 602.00000 504.72347 16.2% 51.0 1985s 92027 42724 583.55240 86 156 602.00000 504.73284 16.2% 51.1 1990s 92273 42832 569.77036 86 166 602.00000 504.74046 16.2% 51.1 1995s 92545 42959 580.93071 88 163 602.00000 504.75972 16.2% 51.1 2000s 92852 43089 509.42725 49 172 602.00000 504.77116 16.2% 51.1 2005s 93113 43204 527.20396 71 174 602.00000 504.77773 16.1% 51.2 2010s 93468 43374 525.29439 58 212 602.00000 504.78762 16.1% 51.2 2015s 93631 43439 526.08321 63 208 602.00000 504.78964 16.1% 51.3 2020s 93926 43559 572.22133 94 169 602.00000 504.81056 16.1% 51.3 2025s 94198 43692 cutoff 108 602.00000 504.82136 16.1% 51.3 2030s 94451 43787 578.69619 101 139 602.00000 504.82850 16.1% 51.4 2035s 94729 43894 517.27329 49 192 602.00000 504.83800 16.1% 51.4 2040s 95145 44104 516.37979 59 201 602.00000 504.85524 16.1% 51.4 2045s 95377 44190 507.18539 46 179 602.00000 504.86199 16.1% 51.4 2050s 95688 44336 516.40202 64 145 602.00000 504.89178 16.1% 51.4 2055s 95924 44439 546.58478 75 187 602.00000 504.90540 16.1% 51.5 2060s 96254 44587 529.50096 56 190 602.00000 504.92072 16.1% 51.5 2065s 96530 44704 543.92575 73 184 602.00000 504.93174 16.1% 51.5 2070s 96670 44771 586.04927 81 174 602.00000 504.93772 16.1% 51.7 2075s 97020 44926 563.47769 68 142 602.00000 504.95903 16.1% 51.7 2080s 97374 45101 565.61097 80 160 602.00000 504.96592 16.1% 51.7 2085s 97592 45170 536.81104 72 190 602.00000 505.00061 16.1% 51.7 2090s 97858 45273 552.52010 55 152 602.00000 505.01978 16.1% 51.8 2095s 98100 45395 533.62355 65 200 602.00000 505.02401 16.1% 51.8 2100s 98474 45568 508.13384 46 215 602.00000 505.05056 16.1% 51.8 2105s 98746 45715 576.24663 119 120 602.00000 505.06296 16.1% 51.8 2110s 99000 45828 564.08772 81 157 602.00000 505.07430 16.1% 51.8 2115s 99242 45940 566.58950 59 231 602.00000 505.08121 16.1% 51.9 2120s 99555 46101 515.75724 69 161 602.00000 505.09629 16.1% 51.9 2125s 99793 46205 545.07017 61 198 602.00000 505.09831 16.1% 51.9 2130s 100195 46404 543.29484 70 175 602.00000 505.11299 16.1% 51.9 2135s 100468 46540 565.70284 91 124 602.00000 505.12771 16.1% 51.9 2140s 100786 46687 cutoff 80 602.00000 505.14143 16.1% 51.9 2145s 101177 46878 525.48165 63 179 602.00000 505.15262 16.1% 51.9 2150s 101566 47204 515.79826 52 201 602.00000 505.15737 16.1% 51.9 2155s 101942 47514 513.02501 60 196 602.00000 505.16492 16.1% 51.8 2160s 102112 47663 520.25968 53 197 602.00000 505.16578 16.1% 51.9 2165s 102417 47916 535.29995 67 198 602.00000 505.17101 16.1% 51.9 2170s 102714 48143 539.87972 65 156 602.00000 505.17544 16.1% 51.9 2175s 103016 48355 511.39312 51 197 602.00000 505.18377 16.1% 51.9 2180s 103297 48573 581.12820 108 174 602.00000 505.20840 16.1% 52.0 2185s 103622 48817 540.68793 62 195 602.00000 505.21221 16.1% 52.0 2190s 103854 48994 532.63970 60 212 602.00000 505.22472 16.1% 52.0 2195s 104028 49116 534.03004 52 213 602.00000 505.22751 16.1% 52.1 2200s 104380 49396 561.75185 83 155 602.00000 505.24069 16.1% 52.1 2205s 104685 49617 529.14918 66 147 602.00000 505.24609 16.1% 52.1 2210s 104977 49861 cutoff 77 602.00000 505.25348 16.1% 52.1 2215s 105252 50061 513.09576 53 168 602.00000 505.27249 16.1% 52.1 2220s 105617 50353 524.45213 41 202 602.00000 505.28572 16.1% 52.1 2225s 105914 50571 534.08072 71 209 602.00000 505.29052 16.1% 52.1 2230s 106210 50776 518.73798 64 188 602.00000 505.29539 16.1% 52.2 2235s 106472 50998 579.07905 58 211 602.00000 505.30414 16.1% 52.2 2240s 106814 51249 514.33207 63 206 602.00000 505.32160 16.1% 52.2 2245s 107130 51498 581.62252 114 149 602.00000 505.32600 16.1% 52.2 2250s 107460 51754 592.14706 128 166 602.00000 505.33445 16.1% 52.2 2255s 107804 52046 578.85110 104 165 602.00000 505.34249 16.1% 52.2 2260s 108157 52325 550.43672 69 194 602.00000 505.36320 16.1% 52.2 2265s 108537 52611 527.56106 52 216 602.00000 505.37003 16.1% 52.2 2270s 108789 52785 542.14671 70 156 602.00000 505.37308 16.1% 52.2 2275s 109106 53054 587.50273 92 119 602.00000 505.38746 16.0% 52.2 2280s 109364 53262 cutoff 127 602.00000 505.39108 16.0% 52.3 2285s 109695 53530 587.80460 99 153 602.00000 505.40240 16.0% 52.2 2290s 110022 53756 534.23888 52 178 602.00000 505.42297 16.0% 52.3 2295s 110224 53914 540.00297 75 206 602.00000 505.42695 16.0% 52.3 2300s 110512 54159 531.76750 63 198 602.00000 505.43472 16.0% 52.3 2305s 110781 54378 545.14595 52 179 602.00000 505.44940 16.0% 52.4 2310s 111073 54593 infeasible 69 602.00000 505.46580 16.0% 52.4 2315s 111283 54719 512.64756 50 188 602.00000 505.47347 16.0% 52.5 2320s 111612 54979 513.67186 58 218 602.00000 505.49001 16.0% 52.5 2325s 111807 55144 539.01538 52 209 602.00000 505.49234 16.0% 52.5 2330s 112040 55322 578.67260 80 151 602.00000 505.49886 16.0% 52.6 2335s 112300 55514 594.52906 136 180 602.00000 505.50132 16.0% 52.6 2340s 112497 55655 543.96852 62 223 602.00000 505.50663 16.0% 52.6 2345s 112789 55888 525.44378 62 200 602.00000 505.51526 16.0% 52.6 2350s 113017 56047 592.77646 81 173 602.00000 505.52548 16.0% 52.7 2355s 113278 56253 513.60958 56 196 602.00000 505.53173 16.0% 52.7 2360s 113618 56538 577.28852 85 144 602.00000 505.54219 16.0% 52.7 2365s 113880 56725 549.34685 68 195 602.00000 505.55664 16.0% 52.7 2370s 114190 56952 515.53256 47 221 602.00000 505.57761 16.0% 52.7 2375s 114467 57173 518.67760 56 199 602.00000 505.58167 16.0% 52.8 2380s 114724 57393 576.17541 61 99 602.00000 505.58919 16.0% 52.8 2385s 115101 57692 525.77655 44 201 602.00000 505.60130 16.0% 52.8 2390s 115408 57945 530.04998 76 196 602.00000 505.60518 16.0% 52.8 2395s 115757 58202 infeasible 62 602.00000 505.60815 16.0% 52.8 2400s 115825 58266 565.01617 73 128 602.00000 505.60852 16.0% 52.9 2405s 116120 58484 526.90350 52 169 602.00000 505.61238 16.0% 52.9 2410s 116339 58645 543.77210 93 171 602.00000 505.61898 16.0% 53.0 2415s 116630 58855 516.05054 58 183 602.00000 505.63297 16.0% 53.0 2420s 116968 59134 548.77566 69 152 602.00000 505.63504 16.0% 53.0 2425s 117254 59364 530.44214 69 206 602.00000 505.65281 16.0% 53.0 2430s 117486 59528 592.03379 61 145 602.00000 505.65717 16.0% 53.0 2435s 117720 59703 563.90110 70 139 602.00000 505.66298 16.0% 53.0 2440s 118043 59949 516.92366 49 172 602.00000 505.67775 16.0% 53.1 2445s 118307 60149 576.21768 60 88 602.00000 505.68890 16.0% 53.1 2450s 118540 60327 519.08952 52 200 602.00000 505.69125 16.0% 53.1 2455s 118816 60571 588.55400 108 91 602.00000 505.69125 16.0% 53.1 2460s 119194 60853 539.21639 53 125 602.00000 505.71312 16.0% 53.1 2465s 119508 61120 551.51940 68 134 602.00000 505.71886 16.0% 53.1 2470s 119874 61434 579.42285 99 108 602.00000 505.72303 16.0% 53.0 2475s 120072 61600 578.86290 84 112 602.00000 505.72343 16.0% 53.1 2480s 120301 61752 526.79357 62 201 602.00000 505.73043 16.0% 53.1 2485s 120504 61926 562.38714 55 183 602.00000 505.73367 16.0% 53.2 2490s 120776 62124 582.29841 71 160 602.00000 505.74135 16.0% 53.2 2495s 121040 62308 531.09665 57 198 602.00000 505.75773 16.0% 53.2 2500s 121325 62531 507.30125 38 190 602.00000 505.76321 16.0% 53.3 2505s 121495 62676 566.74265 63 138 602.00000 505.76423 16.0% 53.3 2510s 121846 62921 521.90228 75 186 602.00000 505.78100 16.0% 53.3 2515s 122158 63194 522.73728 54 146 602.00000 505.79147 16.0% 53.3 2520s 122448 63408 565.18992 48 150 602.00000 505.79679 16.0% 53.3 2525s 122626 63505 507.02389 42 205 602.00000 505.80265 16.0% 53.3 2530s 122912 63739 515.13776 44 207 602.00000 505.81142 16.0% 53.4 2535s 123014 63829 524.58844 78 205 602.00000 505.81151 16.0% 53.4 2573s 123103 63884 516.48776 49 178 602.00000 505.81242 16.0% 53.4 2575s 123411 64127 565.29011 83 172 602.00000 505.81662 16.0% 53.4 2580s 123668 64339 580.23511 109 135 602.00000 505.81755 16.0% 53.4 2585s 123984 64581 511.95559 72 194 602.00000 505.82689 16.0% 53.4 2590s 124267 64784 514.56136 46 209 602.00000 505.83219 16.0% 53.4 2595s 124571 65044 509.97365 48 204 602.00000 505.83578 16.0% 53.3 2600s 124880 65280 512.05372 52 191 602.00000 505.84041 16.0% 53.3 2605s 125262 65600 525.13498 53 188 602.00000 505.84902 16.0% 53.3 2610s 125460 65754 564.02391 64 172 602.00000 505.85936 16.0% 53.3 2615s 125697 65906 513.67014 54 184 602.00000 505.86569 16.0% 53.4 2620s 125964 66104 577.73119 62 193 602.00000 505.86837 16.0% 53.4 2625s 126222 66293 595.39236 63 123 602.00000 505.88686 16.0% 53.4 2630s 126509 66536 587.14969 74 168 602.00000 505.89614 16.0% 53.4 2635s 126703 66687 570.73508 89 164 602.00000 505.90296 16.0% 53.5 2640s 127003 66915 597.43952 144 156 602.00000 505.90928 16.0% 53.5 2645s 127351 67174 571.51068 75 202 602.00000 505.91018 16.0% 53.5 2650s 127593 67358 582.36597 64 143 602.00000 505.92202 16.0% 53.5 2655s 127821 67528 570.18802 79 191 602.00000 505.92856 16.0% 53.6 2660s 127997 67636 514.84354 57 190 602.00000 505.93208 16.0% 53.6 2665s 128287 67870 540.54118 73 194 602.00000 505.94105 16.0% 53.6 2670s 128592 68120 533.71230 64 163 602.00000 505.94236 16.0% 53.7 2675s 128841 68311 516.68237 51 198 602.00000 505.95725 16.0% 53.7 2680s 129066 68498 556.42034 75 69 602.00000 505.96155 16.0% 53.7 2685s 129390 68751 554.84316 56 207 602.00000 505.96335 16.0% 53.7 2690s 129683 68979 558.84428 85 186 602.00000 505.96447 16.0% 53.8 2695s 130015 69253 571.76849 98 147 602.00000 505.97334 16.0% 53.8 2700s 130270 69462 587.60056 61 171 602.00000 505.97630 16.0% 53.8 2705s 130501 69618 572.58883 74 186 602.00000 505.98080 16.0% 53.8 2710s 130756 69817 519.64432 49 179 602.00000 505.98378 15.9% 53.8 2715s 131061 70065 530.43004 51 217 602.00000 505.98898 15.9% 53.8 2720s 131393 70326 577.38828 79 138 602.00000 505.99613 15.9% 53.8 2725s 131656 70491 516.65693 40 199 602.00000 506.00883 15.9% 53.9 2730s 131994 70737 596.68428 79 87 602.00000 506.01128 15.9% 53.9 2735s 132303 70988 517.84004 47 166 602.00000 506.01612 15.9% 53.9 2740s 132601 71206 515.89013 61 214 602.00000 506.02367 15.9% 53.9 2745s 132818 71359 532.27225 69 207 602.00000 506.02546 15.9% 53.9 2750s 133180 71662 546.87212 56 165 602.00000 506.02914 15.9% 53.9 2755s 133426 71841 509.47187 40 197 602.00000 506.03868 15.9% 53.9 2760s 133527 71923 549.93527 54 174 602.00000 506.04024 15.9% 54.0 2765s 133723 72069 cutoff 51 602.00000 506.04567 15.9% 54.0 2770s 133842 72155 554.00934 70 173 602.00000 506.05557 15.9% 54.1 2786s 134113 72317 547.33495 69 201 602.00000 506.06027 15.9% 54.0 2790s 134354 72499 595.67313 114 131 602.00000 506.06804 15.9% 54.1 2795s 134597 72680 599.16770 81 148 602.00000 506.08066 15.9% 54.1 2800s 134950 72964 511.30948 55 209 602.00000 506.09475 15.9% 54.1 2805s 135187 73177 573.17236 115 118 602.00000 506.09820 15.9% 54.1 2810s 135600 73511 511.03820 52 214 602.00000 506.11138 15.9% 54.0 2815s 135924 73763 536.25561 53 180 602.00000 506.11641 15.9% 54.0 2820s 136272 74061 552.37748 109 160 602.00000 506.12032 15.9% 54.0 2825s 136503 74230 513.63309 48 165 602.00000 506.12756 15.9% 54.1 2830s 136816 74444 557.79152 78 186 602.00000 506.13799 15.9% 54.1 2835s 137167 74722 575.45715 137 158 602.00000 506.14598 15.9% 54.1 2840s 137467 74936 594.34030 66 119 602.00000 506.15863 15.9% 54.1 2845s 137713 75114 565.45113 79 168 602.00000 506.16578 15.9% 54.1 2850s 138006 75357 558.97436 67 154 602.00000 506.17083 15.9% 54.1 2855s 138427 75709 592.00000 73 170 602.00000 506.17271 15.9% 54.1 2860s 138768 75977 562.31665 66 157 602.00000 506.18102 15.9% 54.0 2865s 139113 76252 507.53017 37 212 602.00000 506.18551 15.9% 54.0 2870s 139418 76506 515.76192 46 171 602.00000 506.19030 15.9% 54.0 2875s 139643 76696 543.33002 65 217 602.00000 506.19556 15.9% 54.0 2880s 139953 76946 524.28903 52 223 602.00000 506.20565 15.9% 54.1 2885s 140324 77262 590.29357 62 119 602.00000 506.21438 15.9% 54.0 2890s 140609 77454 535.50633 46 212 602.00000 506.21908 15.9% 54.1 2895s 140999 77782 580.44300 101 117 602.00000 506.22447 15.9% 54.0 2900s 141230 77964 517.25270 74 164 602.00000 506.23201 15.9% 54.1 2905s 141499 78161 cutoff 85 602.00000 506.23813 15.9% 54.1 2910s 141895 78479 533.45168 67 184 602.00000 506.24815 15.9% 54.1 2915s 142159 78681 585.96379 95 143 602.00000 506.25768 15.9% 54.1 2920s 142451 78912 590.23489 143 142 602.00000 506.25940 15.9% 54.1 2925s 142729 79112 519.08716 62 196 602.00000 506.27133 15.9% 54.1 2930s 142903 79251 510.65917 45 165 602.00000 506.27696 15.9% 54.1 2935s 143195 79500 569.87790 56 200 602.00000 506.28602 15.9% 54.1 2940s 143417 79662 518.91302 47 201 602.00000 506.28940 15.9% 54.2 2945s 143665 79862 549.87773 80 210 602.00000 506.29496 15.9% 54.2 2950s 143920 80057 528.85181 57 194 602.00000 506.29904 15.9% 54.2 2955s 144222 80302 548.90054 78 140 602.00000 506.30672 15.9% 54.2 2960s 144481 80488 525.81714 60 191 602.00000 506.31749 15.9% 54.2 2965s 144783 80725 521.03909 70 219 602.00000 506.31984 15.9% 54.2 2970s 145027 80883 598.17077 82 203 602.00000 506.32050 15.9% 54.3 2975s 145208 81027 580.75650 92 178 602.00000 506.32252 15.9% 54.3 2980s 145530 81277 533.24987 59 208 602.00000 506.34095 15.9% 54.3 2985s 145827 81513 571.40735 55 173 602.00000 506.35221 15.9% 54.3 2990s 146121 81733 527.68104 55 191 602.00000 506.35991 15.9% 54.3 2995s 146448 81990 529.11189 58 189 602.00000 506.36989 15.9% 54.3 3000s 146681 82149 519.25466 52 202 602.00000 506.37419 15.9% 54.4 3005s 147075 82467 568.85851 61 193 602.00000 506.38144 15.9% 54.3 3010s 147407 82743 589.22081 108 165 602.00000 506.38927 15.9% 54.3 3015s 147731 82975 519.38409 54 162 602.00000 506.39330 15.9% 54.3 3020s 148043 83197 555.33759 72 175 602.00000 506.39591 15.9% 54.3 3025s 148410 83471 513.55996 48 191 602.00000 506.40687 15.9% 54.3 3030s 148695 83699 592.85217 80 161 602.00000 506.41030 15.9% 54.3 3035s 149039 83970 509.48206 43 164 602.00000 506.41832 15.9% 54.3 3040s 149214 84111 597.19951 73 173 602.00000 506.41917 15.9% 54.4 3045s 149424 84282 526.92222 64 210 602.00000 506.42364 15.9% 54.4 3050s 149760 84540 560.13460 79 197 602.00000 506.43047 15.9% 54.4 3055s 150032 84755 572.01839 108 115 602.00000 506.43422 15.9% 54.4 3060s 150250 84921 infeasible 87 602.00000 506.43469 15.9% 54.5 3065s 150603 85206 533.60692 53 188 602.00000 506.43947 15.9% 54.4 3070s 150964 85497 592.98897 69 184 602.00000 506.44601 15.9% 54.4 3075s 151295 85729 510.45736 64 207 602.00000 506.45215 15.9% 54.4 3080s 151588 85976 565.99782 74 171 602.00000 506.45937 15.9% 54.4 3085s 151839 86177 551.01477 82 182 602.00000 506.46622 15.9% 54.5 3090s 152078 86339 595.02149 52 158 602.00000 506.46988 15.9% 54.5 3095s 152387 86586 561.56757 77 136 602.00000 506.48041 15.9% 54.5 3100s 152809 86918 infeasible 92 602.00000 506.48547 15.9% 54.5 3105s 153104 87158 580.93428 115 103 602.00000 506.49280 15.9% 54.5 3111s 153357 87350 526.91949 65 228 602.00000 506.50295 15.9% 54.5 3115s 153648 87575 567.01956 92 216 602.00000 506.50912 15.9% 54.5 3120s 153940 87805 586.40470 95 131 602.00000 506.51201 15.9% 54.5 3125s 154212 88033 576.74545 77 218 602.00000 506.51765 15.9% 54.5 3130s 154537 88260 516.46057 70 198 602.00000 506.53072 15.9% 54.5 3135s 154785 88439 513.50613 46 181 602.00000 506.53102 15.9% 54.5 3140s 155082 88676 555.50513 130 137 602.00000 506.53420 15.9% 54.5 3145s 155331 88869 559.86169 60 140 602.00000 506.54153 15.9% 54.6 3150s 155565 89040 509.82655 45 190 602.00000 506.54676 15.9% 54.6 3155s 155773 89214 cutoff 118 602.00000 506.55403 15.9% 54.6 3160s 156042 89395 518.98296 51 177 602.00000 506.56383 15.9% 54.6 3165s 156289 89560 571.31758 97 161 602.00000 506.57632 15.9% 54.7 3170s 156506 89730 565.91719 61 181 602.00000 506.57976 15.9% 54.7 3175s 156752 89907 533.95012 62 215 602.00000 506.58411 15.8% 54.7 3180s 157046 90141 535.82084 69 201 602.00000 506.58550 15.8% 54.7 3185s 157234 90282 586.52597 93 195 602.00000 506.58697 15.8% 54.7 3190s 157489 90487 547.76563 66 200 602.00000 506.59607 15.8% 54.8 3195s 157666 90603 infeasible 55 602.00000 506.60374 15.8% 54.8 3200s 157858 90736 infeasible 105 602.00000 506.60826 15.8% 54.8 3205s 158105 90906 599.54876 72 205 602.00000 506.61610 15.8% 54.8 3210s 158493 91209 526.64926 84 207 602.00000 506.62501 15.8% 54.8 3215s 158782 91428 529.26874 69 223 602.00000 506.63481 15.8% 54.8 3220s 158923 91532 516.58355 55 217 602.00000 506.64350 15.8% 54.9 3225s 159285 91827 517.74712 52 229 602.00000 506.65277 15.8% 54.9 3230s 159506 92008 594.82740 63 185 602.00000 506.65502 15.8% 54.9 3235s 159797 92247 584.18552 92 143 602.00000 506.65700 15.8% 54.9 3240s 160195 92569 533.75428 62 176 602.00000 506.66240 15.8% 54.9 3245s 160484 92770 infeasible 71 602.00000 506.66692 15.8% 54.9 3250s 160690 92923 516.22531 47 196 602.00000 506.67366 15.8% 54.9 3255s 160992 93180 556.79446 92 154 602.00000 506.67889 15.8% 54.9 3260s 161359 93464 573.06418 81 164 602.00000 506.68471 15.8% 54.9 3265s 161648 93702 594.89823 162 100 602.00000 506.68639 15.8% 54.9 3270s 161824 93834 527.05842 60 214 602.00000 506.69025 15.8% 55.0 3275s 162064 94010 552.50594 53 216 602.00000 506.69453 15.8% 55.0 3280s 162347 94240 599.11717 100 147 602.00000 506.70363 15.8% 55.0 3285s 162627 94459 569.35405 91 165 602.00000 506.71362 15.8% 55.1 3290s 162890 94660 539.51086 98 174 602.00000 506.72339 15.8% 55.1 3295s 163165 94911 585.53346 88 177 602.00000 506.72589 15.8% 55.1 3300s 163445 95128 594.88429 148 87 602.00000 506.73429 15.8% 55.1 3305s 163784 95391 536.16117 67 214 602.00000 506.74483 15.8% 55.1 3310s 164031 95593 cutoff 130 602.00000 506.74547 15.8% 55.1 3315s 164233 95751 577.27318 68 128 602.00000 506.75586 15.8% 55.1 3320s 164470 95911 520.99509 56 208 602.00000 506.75938 15.8% 55.1 3325s 164706 96098 524.82048 61 216 602.00000 506.76679 15.8% 55.2 3330s 164911 96258 525.06351 67 200 602.00000 506.76907 15.8% 55.2 3335s 165224 96507 529.89892 51 195 602.00000 506.77090 15.8% 55.2 3340s 165513 96732 531.62262 52 191 602.00000 506.77660 15.8% 55.2 3345s 165724 96887 574.71313 79 160 602.00000 506.78645 15.8% 55.2 3350s 166072 97152 536.92646 44 206 602.00000 506.79466 15.8% 55.2 3355s 166378 97412 539.02795 74 103 602.00000 506.79610 15.8% 55.2 3360s 166771 97726 592.39112 74 167 602.00000 506.80360 15.8% 55.2 3365s 166976 97880 557.97577 99 136 602.00000 506.81348 15.8% 55.2 3370s 167170 98024 infeasible 81 602.00000 506.81845 15.8% 55.3 3375s 167519 98337 515.40728 53 198 602.00000 506.81890 15.8% 55.2 3380s 167746 98484 524.08610 52 196 602.00000 506.82936 15.8% 55.3 3385s 168128 98815 infeasible 121 602.00000 506.83166 15.8% 55.2 3390s 168333 98970 563.03931 95 159 602.00000 506.83315 15.8% 55.3 3395s 168696 99289 578.63871 92 118 602.00000 506.84016 15.8% 55.2 3400s 168965 99491 infeasible 79 602.00000 506.84400 15.8% 55.2 3405s 169286 99745 560.06484 100 193 602.00000 506.85476 15.8% 55.2 3410s 169596 99985 589.91574 78 182 602.00000 506.86066 15.8% 55.2 3415s 169937 100280 588.67848 219 75 602.00000 506.86287 15.8% 55.2 3420s 170291 100555 511.58380 56 180 602.00000 506.86925 15.8% 55.2 3425s 170634 100808 579.28650 85 161 602.00000 506.87575 15.8% 55.2 3430s 170946 101045 593.93448 93 170 602.00000 506.88009 15.8% 55.2 3435s 171175 101216 cutoff 121 602.00000 506.88268 15.8% 55.2 3440s 171511 101481 531.31719 66 188 602.00000 506.89196 15.8% 55.2 3445s 171708 101638 565.46598 67 200 602.00000 506.89547 15.8% 55.3 3450s 172035 101915 581.08521 82 226 602.00000 506.90175 15.8% 55.3 3455s 172239 102072 cutoff 60 602.00000 506.90325 15.8% 55.3 3460s 172510 102226 565.16557 93 159 602.00000 506.90599 15.8% 55.3 3465s 172757 102401 510.19866 46 180 602.00000 506.90892 15.8% 55.3 3470s 173155 102749 532.68032 53 171 602.00000 506.91558 15.8% 55.3 3475s 173383 102928 552.23813 72 169 602.00000 506.91676 15.8% 55.3 3480s 173590 103036 510.33071 55 183 602.00000 506.92475 15.8% 55.3 3485s 173903 103278 521.34967 45 202 602.00000 506.93106 15.8% 55.3 3490s 174178 103482 cutoff 56 602.00000 506.93588 15.8% 55.3 3495s 174346 103597 532.05625 59 190 602.00000 506.93886 15.8% 55.4 3500s 174536 103749 557.83467 65 120 602.00000 506.94669 15.8% 55.4 3505s 174812 103973 538.86262 74 181 602.00000 506.95482 15.8% 55.4 3510s 175038 104138 590.70819 84 131 602.00000 506.96306 15.8% 55.4 3515s 175314 104352 568.70719 80 173 602.00000 506.96456 15.8% 55.4 3520s 175707 104655 556.58644 154 63 602.00000 506.97069 15.8% 55.4 3525s 176031 104903 595.99701 50 198 602.00000 506.97210 15.8% 55.4 3530s 176227 105046 560.87061 102 185 602.00000 506.97524 15.8% 55.4 3535s 176578 105337 594.47268 112 138 602.00000 506.98472 15.8% 55.4 3540s 176879 105571 547.40448 87 188 602.00000 506.98773 15.8% 55.4 3545s 177138 105748 552.43144 68 212 602.00000 506.99026 15.8% 55.5 3550s 177314 105884 585.55621 89 103 602.00000 506.99218 15.8% 55.5 3555s 177638 106094 542.38936 73 201 602.00000 506.99333 15.8% 55.5 3560s 177891 106298 546.78802 61 211 602.00000 506.99420 15.8% 55.5 3565s 178159 106523 574.11876 87 168 602.00000 506.99673 15.8% 55.5 3570s 178422 106700 cutoff 55 602.00000 507.00189 15.8% 55.5 3575s 178640 106851 545.76153 53 213 602.00000 507.00308 15.8% 55.6 3580s 178965 107129 547.21173 73 206 602.00000 507.00412 15.8% 55.5 3585s 179202 107319 584.16643 74 167 602.00000 507.00496 15.8% 55.6 3590s 179503 107550 589.24403 105 159 602.00000 507.01144 15.8% 55.6 3595s Cutting planes: Learned: 45 Gomory: 77 Cover: 13 Implied bound: 26 Clique: 9 MIR: 721 Flow cover: 32 GUB cover: 25 Zero half: 205 Mod-K: 2 Explored 179856 nodes (9995809 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.020000000000e+02, best bound 5.080000000000e+02, gap 15.6146%