Gurobi 5.0.1 (linux64) logging started Sun Dec 30 18:12:29 2012 Optimize a model with 6722 rows, 6561 columns and 41568 nonzeros Presolve removed 1670 rows and 2097 columns Presolve time: 0.10s Presolved: 5052 rows, 4464 columns, 31894 nonzeros Variable types: 80 continuous, 4384 integer (4384 binary) Root relaxation: objective 4.652825e+02, 602 iterations, 0.03 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 465.28255 0 159 - 465.28255 - - 0s 0 0 482.73644 0 179 - 482.73644 - - 0s 0 0 484.35262 0 180 - 484.35262 - - 0s 0 0 484.56856 0 185 - 484.56856 - - 0s 0 0 484.97689 0 158 - 484.97689 - - 0s 0 0 485.08106 0 156 - 485.08106 - - 0s 0 0 485.36983 0 188 - 485.36983 - - 1s 0 0 485.48915 0 189 - 485.48915 - - 1s 0 0 485.53194 0 189 - 485.53194 - - 1s 0 0 485.69883 0 190 - 485.69883 - - 1s 0 0 485.79209 0 179 - 485.79209 - - 1s 0 0 485.80130 0 182 - 485.80130 - - 1s 0 0 485.80130 0 168 - 485.80130 - - 1s 0 0 485.80130 0 169 - 485.80130 - - 1s 0 0 485.80130 0 169 - 485.80130 - - 2s 0 2 485.81238 0 161 - 485.81238 - - 3s 266 220 507.99441 37 118 - 485.83868 - 20.9 5s 604 512 661.03856 144 143 - 485.93436 - 22.3 13s 607 514 673.47363 149 167 - 487.66391 - 22.2 15s 609 515 531.23951 49 145 - 488.06237 - 22.2 23s 612 517 506.66071 30 194 - 488.54177 - 22.1 25s 617 521 488.92876 5 199 - 488.92876 - 21.9 30s 623 525 506.24329 40 206 - 489.06509 - 21.7 35s 628 528 489.28183 14 169 - 489.28183 - 21.5 40s 635 533 527.95529 66 166 - 489.28195 - 21.3 45s 642 539 489.31659 5 166 - 489.31659 - 28.6 50s 648 543 569.20370 73 178 - 489.31938 - 28.3 55s 655 549 489.34030 32 173 - 489.34030 - 31.7 60s 946 729 499.60947 68 123 - 489.34030 - 35.9 65s 1251 903 514.09644 74 110 - 489.79967 - 39.3 70s 1680 1147 517.15571 158 77 - 489.82863 - 37.4 75s 2265 1430 497.70788 63 93 - 489.85950 - 34.7 80s 2884 1955 523.72589 150 89 - 489.87067 - 32.8 85s 3589 2584 528.33874 134 77 - 489.90537 - 30.9 90s 4163 3053 infeasible 186 - 489.93703 - 31.0 95s 4864 3673 635.86330 270 63 - 489.96184 - 30.2 100s 5532 4233 598.70123 285 76 - 490.04738 - 29.8 105s 6225 4806 532.65095 116 70 - 490.05643 - 29.2 110s 6824 5267 495.33742 44 109 - 490.06131 - 29.5 115s 7359 5694 490.81605 41 156 - 490.08459 - 29.5 120s 7842 6114 543.29600 94 101 - 490.12157 - 30.0 125s 8567 6741 529.06055 94 107 - 490.27564 - 29.7 130s 9323 7353 517.76746 78 109 - 490.27933 - 29.2 135s 10138 8044 493.05391 37 166 - 490.30962 - 28.7 140s 10646 8507 602.91914 190 85 - 490.30989 - 28.7 145s 11206 8958 544.13768 86 78 - 490.34197 - 28.9 150s 11745 9424 639.22919 123 89 - 490.45343 - 29.2 155s 12324 9889 infeasible 124 - 490.45685 - 29.2 160s 12924 10413 588.71097 137 84 - 490.46711 - 29.2 165s 13550 10945 527.53826 53 131 - 490.48918 - 29.3 170s 14170 11346 507.13116 65 118 - 490.49727 - 29.4 175s 14781 11867 606.00151 153 67 - 490.51873 - 29.4 180s 15525 12504 infeasible 177 - 490.57615 - 29.2 185s 16202 13092 531.80511 58 136 - 490.59711 - 29.1 190s 16974 13744 519.22367 80 96 - 490.60658 - 29.0 195s 17637 14306 578.90168 103 99 - 490.65440 - 29.0 200s 18299 14852 infeasible 189 - 490.66667 - 29.0 205s 18875 15346 549.33199 69 88 - 490.71648 - 29.1 210s 19384 15768 499.87840 60 113 - 490.73893 - 29.3 215s 20072 16341 579.59244 103 70 - 490.74393 - 29.3 220s 20653 16854 586.09938 114 33 - 490.79893 - 29.3 225s 21310 17418 598.94918 69 120 - 490.80977 - 29.3 230s 21825 17833 520.50564 73 102 - 490.83674 - 29.6 235s 22510 18390 504.88895 55 130 - 490.87807 - 29.5 240s 23098 18880 523.89914 75 96 - 490.88858 - 29.7 245s 23810 19491 548.86286 74 75 - 490.89118 - 29.5 250s 24261 19839 554.16970 54 81 - 490.89716 - 29.8 255s 24766 20205 531.67762 52 114 - 490.91750 - 30.0 260s 25188 20554 547.76076 68 116 - 490.94654 - 30.3 265s 25420 20691 548.47447 59 122 - 490.97963 - 30.8 270s 25848 21000 514.49758 56 146 - 490.98789 - 31.2 275s 26158 21194 infeasible 75 - 491.00000 - 31.6 280s 26542 21478 539.62186 104 92 - 491.02825 - 31.9 285s 26937 21769 526.45072 73 135 - 491.04466 - 32.1 290s 27313 22017 497.91357 49 139 - 491.06446 - 32.4 295s 27703 22332 595.19203 95 98 - 491.07571 - 32.7 300s 28046 22587 709.26136 155 92 - 491.08333 - 33.0 305s 28439 22889 493.07543 45 160 - 491.12194 - 33.3 310s 28878 23264 657.62605 185 47 - 491.14387 - 33.4 315s 29271 23549 575.43734 58 151 - 491.16486 - 33.6 320s 29620 23798 492.08552 46 172 - 491.21520 - 33.9 325s 30029 24119 533.84864 56 113 - 491.25058 - 34.1 330s 30555 24561 551.43631 79 61 - 491.26537 - 34.1 335s 31051 24991 infeasible 46 - 491.26940 - 34.0 340s 31342 25194 552.75824 72 122 - 491.29230 - 34.3 345s 31735 25472 542.87494 71 107 - 491.32316 - 34.5 350s 32318 25895 infeasible 60 - 491.32590 - 34.4 355s 32635 26116 535.69446 50 94 - 491.35523 - 34.7 360s 33077 26472 494.79593 50 136 - 491.35869 - 34.8 365s 33577 26850 511.42615 56 149 - 491.37228 - 34.8 370s 33936 27143 535.93191 44 104 - 491.38209 - 35.0 375s 34299 27351 517.40532 59 134 - 491.38649 - 35.3 380s 34885 27856 645.03709 285 40 - 491.38841 - 35.2 385s 35321 28136 infeasible 53 - 491.39395 - 35.4 390s 35570 28303 598.38205 75 113 - 491.40292 - 35.7 395s 36042 28682 511.51435 62 79 - 491.40759 - 35.7 400s 36473 29002 511.86503 55 145 - 491.42060 - 35.8 405s 37082 29569 497.41124 48 150 - 491.42595 - 35.7 410s 37659 30054 574.68700 94 91 - 491.42853 - 35.7 415s 38537 30743 524.58064 56 127 - 491.42966 - 35.3 420s 39094 31234 602.83856 155 57 - 491.43176 - 35.3 425s 39584 31562 492.83153 48 134 - 491.44239 - 35.4 430s 39913 31827 604.06064 107 79 - 491.46797 - 35.6 435s 40473 32277 611.77337 269 65 - 491.47506 - 35.5 440s 40805 32475 610.00960 203 169 - 491.49882 - 35.6 475s 40809 32478 735.81900 157 170 - 491.49882 - 35.6 480s 40811 32479 553.73423 127 190 - 491.49882 - 35.6 486s 40813 32480 571.06861 149 187 - 491.49882 - 35.6 491s H40814 30856 731.0000000 491.49882 32.8% 35.6 496s 40821 30863 491.49882 47 183 731.00000 491.49882 32.8% 35.7 500s 40910 30922 502.57837 92 127 731.00000 491.49882 32.8% 35.7 505s 41062 31001 562.73688 92 135 731.00000 491.49882 32.8% 35.9 510s 41197 31061 592.45938 96 116 731.00000 491.49882 32.8% 36.2 515s H41331 29560 724.0000000 491.67515 32.1% 36.2 520s H41358 28112 697.0000000 491.75359 29.4% 36.3 524s 41364 28118 532.82818 70 140 697.00000 491.75359 29.4% 36.3 525s H41385 26732 648.0000000 491.75359 24.1% 36.3 531s 41586 26828 561.00743 129 108 648.00000 491.96554 24.1% 36.3 535s 41931 26988 538.67054 107 66 648.00000 492.18930 24.0% 36.3 540s 42276 27178 infeasible 72 648.00000 492.26691 24.0% 36.3 545s H42335 25871 639.0000000 492.28464 23.0% 36.3 554s 42355 25886 594.12770 123 41 639.00000 492.28464 23.0% 36.3 555s 42703 26070 579.18693 154 66 639.00000 492.68485 22.9% 36.3 560s 42947 26180 552.17861 76 138 639.00000 493.16365 22.8% 36.5 565s 43222 26327 583.51980 218 89 639.00000 493.26883 22.8% 36.6 570s 43638 26547 infeasible 67 639.00000 493.30864 22.8% 36.5 575s 43972 26669 575.14749 221 105 639.00000 493.57737 22.8% 36.5 580s 44235 26789 530.56045 57 137 639.00000 493.76764 22.7% 36.7 585s 44515 26957 587.42041 160 72 639.00000 494.00340 22.7% 36.8 590s 44888 27150 607.93595 347 61 639.00000 494.00340 22.7% 36.8 595s 45244 27232 615.21982 92 139 639.00000 494.06834 22.7% 36.9 600s 45526 27368 605.86139 101 120 639.00000 494.19054 22.7% 37.0 605s 45807 27473 599.93390 167 102 639.00000 494.32069 22.6% 37.1 610s 46147 27602 499.24115 57 167 639.00000 494.39903 22.6% 37.2 615s 46458 27739 497.98979 61 154 639.00000 494.50694 22.6% 37.4 620s 46851 27937 635.07140 100 80 639.00000 494.54085 22.6% 37.4 625s 47314 28133 551.67469 75 121 639.00000 494.73639 22.6% 37.4 630s H47515 26898 634.0000000 494.81992 22.0% 37.4 632s 47586 26926 548.38555 74 138 634.00000 494.86087 21.9% 37.6 635s 48017 27139 622.62589 281 69 634.00000 494.89458 21.9% 37.6 640s H48330 26048 633.0000000 494.94405 21.8% 37.7 650s 48762 26269 496.50543 51 161 633.00000 494.99108 21.8% 37.6 655s 49265 26540 582.48887 65 142 633.00000 495.01448 21.8% 37.5 660s 49725 26772 582.73579 107 101 633.00000 495.04645 21.8% 37.5 665s 50142 26995 cutoff 186 633.00000 495.05152 21.8% 37.5 670s 50543 27195 600.38792 187 87 633.00000 495.10350 21.8% 37.6 675s 50899 27293 507.77876 66 165 633.00000 495.16093 21.8% 37.7 680s 51106 27377 567.84056 80 122 633.00000 495.17751 21.8% 37.9 685s H51287 26131 628.0000000 495.19409 21.1% 37.9 692s 51437 26203 506.91063 71 157 628.00000 495.22298 21.1% 37.9 695s 51801 26355 571.02708 81 169 628.00000 495.24508 21.1% 37.9 742s 51805 26358 535.94631 64 142 628.00000 495.24508 21.1% 37.9 751s 51806 26358 557.07675 71 139 628.00000 495.24508 21.1% 37.9 756s 51807 26359 541.91186 67 141 628.00000 495.24508 21.1% 37.9 762s 51808 26360 622.46006 130 167 628.00000 495.24508 21.1% 37.9 765s 51810 26361 597.77055 149 180 628.00000 495.24508 21.1% 37.9 771s 51812 26362 621.23678 136 179 628.00000 495.24508 21.1% 37.9 777s 51814 26364 581.54052 187 186 628.00000 495.24508 21.1% 37.9 781s 51816 26365 608.68541 125 187 628.00000 495.24508 21.1% 37.9 787s 51818 26366 569.53964 84 186 628.00000 495.24508 21.1% 37.9 792s 51822 26371 495.24508 59 151 628.00000 495.24508 21.1% 38.0 795s 51856 26386 497.59675 67 161 628.00000 495.24508 21.1% 38.0 800s 51933 26433 558.14874 105 106 628.00000 495.24508 21.1% 38.1 805s 52092 26487 567.19905 107 138 628.00000 495.24508 21.1% 38.3 810s H52169 25201 617.0000000 495.24508 19.7% 38.3 813s 52209 25228 559.88285 107 97 617.00000 495.24508 19.7% 38.3 815s 52542 25424 563.62249 158 77 617.00000 495.24508 19.7% 38.2 820s 52849 25608 574.98922 304 105 617.00000 495.24508 19.7% 38.1 825s 53131 25732 495.88149 81 170 617.00000 495.24508 19.7% 38.1 830s 53284 25828 606.37384 230 67 617.00000 495.24508 19.7% 38.1 835s 53694 26046 550.84271 274 99 617.00000 495.24508 19.7% 38.0 840s 54156 26285 495.46201 65 185 617.00000 495.24508 19.7% 37.9 845s 54732 26626 604.82097 165 113 617.00000 495.24508 19.7% 37.7 850s 55068 26814 586.33833 143 56 617.00000 495.24508 19.7% 37.8 855s 55252 26896 497.76642 69 145 617.00000 495.24508 19.7% 37.8 860s 55748 27193 558.48120 117 132 617.00000 495.24508 19.7% 37.7 865s 56139 27384 577.69182 110 124 617.00000 495.24508 19.7% 37.7 870s H56172 24594 565.0000000 495.24508 12.3% 37.8 873s 56287 24632 496.04740 79 177 565.00000 495.24508 12.3% 37.8 875s 56587 24768 518.16814 76 125 565.00000 495.24508 12.3% 37.9 880s 56869 24868 542.70470 82 133 565.00000 495.24508 12.3% 38.0 885s 57191 24980 537.45403 70 128 565.00000 495.24508 12.3% 38.2 890s 57548 25109 538.67083 93 118 565.00000 495.24508 12.3% 38.2 895s 57927 25275 499.89085 68 186 565.00000 495.24508 12.3% 38.3 900s 58239 25388 529.29073 93 108 565.00000 495.24508 12.3% 38.4 905s 58676 25529 497.47734 65 140 565.00000 495.24508 12.3% 38.4 910s 59109 25724 520.92605 77 145 565.00000 495.46336 12.3% 38.5 915s 59446 25817 517.05981 71 145 565.00000 495.66492 12.3% 38.6 920s 59899 26038 503.19054 81 169 565.00000 495.87711 12.2% 38.6 925s 60320 26192 500.57478 79 161 565.00000 495.95725 12.2% 38.6 930s 60691 26299 502.40340 75 153 565.00000 496.09243 12.2% 38.7 935s 60978 26341 557.88954 74 123 565.00000 496.27293 12.2% 38.9 940s 61206 26397 553.84520 103 145 565.00000 496.35183 12.2% 39.0 945s 61484 26478 539.23001 120 105 565.00000 496.51497 12.1% 39.1 950s 61905 26660 508.66669 70 119 565.00000 496.62992 12.1% 39.1 955s 62178 26715 552.34515 89 147 565.00000 496.82014 12.1% 39.2 960s 62565 26855 560.83328 75 143 565.00000 496.93812 12.0% 39.3 965s H62571 24663 557.0000000 496.93812 10.8% 39.3 968s 62670 24696 543.22726 77 168 557.00000 497.03218 10.8% 39.3 970s 62705 24709 551.10495 102 183 557.00000 497.03438 10.8% 39.3 977s 62706 24709 554.75615 169 177 557.00000 497.03438 10.8% 39.3 980s 62707 24710 554.34554 89 129 557.00000 497.03438 10.8% 39.3 988s 62708 24711 547.46862 286 171 557.00000 497.03438 10.8% 39.3 991s 62710 24712 554.88890 327 175 557.00000 497.03438 10.8% 39.3 998s 62711 24713 552.03624 105 172 557.00000 497.03438 10.8% 39.3 1000s 62713 24714 515.02708 85 178 557.00000 497.03438 10.8% 39.3 1007s 62714 24715 530.99288 84 154 557.00000 497.03438 10.8% 39.3 1013s 62715 24715 547.46862 286 187 557.00000 497.03438 10.8% 39.3 1016s 62717 24717 515.46620 74 168 557.00000 497.03438 10.8% 39.3 1022s 62718 24717 551.10495 102 171 557.00000 497.03438 10.8% 39.3 1025s 62720 24719 515.02708 85 176 557.00000 497.03438 10.8% 39.3 1031s 62722 24720 554.75615 169 145 557.00000 497.03438 10.8% 39.3 1039s 62723 24721 498.91364 77 181 557.00000 497.03438 10.8% 39.3 1042s 62724 24721 500.71234 77 180 557.00000 497.03438 10.8% 39.3 1045s 62726 24723 554.34554 89 186 557.00000 497.03438 10.8% 39.3 1050s 62728 24724 547.46862 286 182 557.00000 497.03438 10.8% 39.3 1055s 62730 24725 528.32840 86 185 557.00000 497.03438 10.8% 39.3 1060s 62732 24727 554.88890 327 196 557.00000 497.03438 10.8% 39.3 1067s 62734 24728 546.79669 117 190 557.00000 497.03438 10.8% 39.3 1073s 62735 24729 499.62550 72 193 557.00000 497.03438 10.8% 39.3 1076s 62736 24729 554.75615 169 193 557.00000 497.03438 10.8% 39.3 1080s 62749 24740 497.35523 75 180 557.00000 497.03438 10.8% 39.4 1085s 62847 24784 538.72332 93 142 557.00000 497.03438 10.8% 39.5 1090s 62992 24844 532.00866 84 134 557.00000 497.03438 10.8% 39.6 1095s 63237 24962 554.28868 92 131 557.00000 497.03438 10.8% 39.6 1100s 63356 25000 505.52808 93 131 557.00000 497.03438 10.8% 39.7 1105s 63644 25114 548.26062 130 107 557.00000 497.03438 10.8% 39.8 1110s 63918 25210 543.79556 104 127 557.00000 497.03438 10.8% 39.8 1115s 64171 25279 549.85331 100 90 557.00000 497.03438 10.8% 39.9 1120s 64414 25391 549.84890 91 110 557.00000 497.03438 10.8% 39.9 1126s 64566 25426 497.03438 78 194 557.00000 497.03438 10.8% 40.0 1130s 64877 25529 541.54661 108 88 557.00000 497.03438 10.8% 40.1 1135s 65165 25574 501.99673 79 208 557.00000 497.03438 10.8% 40.2 1140s 65477 25688 502.24486 80 179 557.00000 497.03438 10.8% 40.3 1145s 65710 25729 546.46526 80 198 557.00000 497.03438 10.8% 40.4 1150s 65920 25759 499.77274 79 179 557.00000 497.03438 10.8% 40.6 1155s 66150 25793 499.04058 84 161 557.00000 497.03438 10.8% 40.7 1160s 66227 25821 533.97464 88 160 557.00000 497.03438 10.8% 40.8 1166s 66528 25952 525.54941 100 185 557.00000 497.03438 10.8% 40.7 1170s 66799 26014 538.12034 133 82 557.00000 497.03438 10.8% 40.8 1175s 67051 26072 536.95285 80 112 557.00000 497.03438 10.8% 40.9 1180s 67320 26129 infeasible 89 557.00000 497.03438 10.8% 41.1 1185s 67623 26183 511.73283 85 166 557.00000 497.03438 10.8% 41.2 1190s 67981 26309 507.68898 87 150 557.00000 497.21244 10.7% 41.2 1195s 68274 26393 546.86158 116 119 557.00000 497.30225 10.7% 41.3 1200s 68598 26483 cutoff 144 557.00000 497.46917 10.7% 41.4 1205s 68908 26570 511.73950 82 180 557.00000 497.62190 10.7% 41.5 1210s 69088 26599 531.16014 95 126 557.00000 497.69676 10.6% 41.6 1215s 69133 26606 541.43762 85 127 557.00000 497.76613 10.6% 41.7 1220s 69389 26676 554.15922 109 93 557.00000 497.92755 10.6% 41.7 1225s 69736 26729 544.05358 86 156 557.00000 498.02542 10.6% 41.8 1230s 70036 26830 546.65109 88 128 557.00000 498.27561 10.5% 41.9 1235s 70338 26892 504.29446 82 182 557.00000 498.75341 10.5% 42.0 1240s 70618 26956 502.80492 86 153 557.00000 498.92610 10.4% 42.1 1245s 70951 27040 512.05525 80 157 557.00000 499.06124 10.4% 42.2 1250s 71287 27120 544.24108 84 165 557.00000 499.25743 10.4% 42.3 1255s 71544 27144 501.95089 83 157 557.00000 499.40755 10.3% 42.3 1260s 71844 27207 544.00073 88 123 557.00000 499.65992 10.3% 42.4 1265s 72203 27296 552.21272 79 167 557.00000 499.86406 10.3% 42.4 1270s 72456 27304 511.90823 84 180 557.00000 500.15218 10.2% 42.6 1275s 72836 27439 cutoff 90 557.00000 500.33318 10.2% 42.6 1280s 73119 27475 513.42949 82 195 557.00000 500.52348 10.1% 42.7 1285s 73373 27526 552.77859 94 136 557.00000 500.62667 10.1% 42.8 1290s 73700 27526 531.90603 82 66 557.00000 500.76000 10.1% 42.9 1295s 74037 27653 536.67932 86 155 557.00000 500.82617 10.1% 43.0 1300s 74392 27768 536.60739 100 77 557.00000 501.13184 10.0% 43.0 1305s 74867 27938 547.92180 89 152 557.00000 501.26661 10.0% 43.0 1310s 74960 27956 553.21215 103 136 557.00000 501.31659 10.0% 43.1 1315s 74987 27947 544.01681 87 112 557.00000 501.32291 10.0% 43.1 1320s 75001 27952 553.21612 91 102 557.00000 501.32291 10.0% 43.1 1325s 75017 27950 550.54653 90 114 557.00000 501.32791 10.0% 43.1 1330s 75030 27948 538.19552 83 146 557.00000 501.33135 10.0% 43.1 1335s 75038 27954 548.99797 91 72 557.00000 501.33135 10.0% 43.1 1340s 75050 27954 550.60117 96 140 557.00000 501.33135 10.0% 43.1 1345s 75057 27958 555.09506 103 86 557.00000 501.33135 10.0% 43.1 1350s 75067 27958 555.29328 108 62 557.00000 501.33135 10.0% 43.1 1355s 75080 27954 548.17810 84 130 557.00000 501.36909 10.0% 43.1 1360s 75086 27958 551.13740 90 129 557.00000 501.36909 10.0% 43.1 1365s 75096 27956 544.48591 88 142 557.00000 501.37628 10.0% 43.1 1373s 75184 27967 552.62435 108 85 557.00000 501.39581 10.0% 43.1 1375s 75410 27991 512.65141 97 121 557.00000 501.52033 10.0% 43.3 1380s 75674 28009 508.88234 95 106 557.00000 501.57749 10.0% 43.4 1385s 75996 28072 553.50376 103 87 557.00000 501.81224 9.91% 43.5 1390s 76387 28174 505.99814 88 157 557.00000 502.06968 9.86% 43.5 1395s 76731 28237 529.26647 80 134 557.00000 502.15475 9.85% 43.6 1400s 76997 28287 536.14077 84 150 557.00000 502.22356 9.83% 43.7 1405s 77364 28370 547.68053 89 78 557.00000 502.38051 9.81% 43.7 1410s 77759 28473 549.18932 94 116 557.00000 502.57422 9.77% 43.8 1415s 78135 28574 519.27685 91 176 557.00000 502.85076 9.72% 43.8 1420s 78499 28670 528.90207 90 117 557.00000 502.91007 9.71% 43.8 1425s 78980 28859 543.39722 157 77 557.00000 503.05528 9.68% 43.8 1430s 79248 28869 553.77503 86 122 557.00000 503.24966 9.65% 43.9 1435s 79548 28921 510.86319 81 172 557.00000 503.40750 9.62% 44.0 1440s 79915 29001 513.95231 80 160 557.00000 503.64671 9.58% 44.0 1445s 80218 29031 507.63225 89 157 557.00000 503.90282 9.53% 44.1 1450s 80533 29081 548.26856 88 137 557.00000 504.07486 9.50% 44.2 1455s 80912 29180 546.14823 88 109 557.00000 504.23686 9.47% 44.3 1460s 81317 29326 cutoff 115 557.00000 504.28552 9.46% 44.3 1465s 81632 29420 547.14836 103 142 557.00000 504.28552 9.46% 44.3 1470s 81987 29454 518.47974 92 169 557.00000 504.40276 9.44% 44.3 1475s 82379 29589 542.91251 78 124 557.00000 504.54014 9.42% 44.4 1480s 82746 29647 550.07023 90 115 557.00000 504.63289 9.40% 44.4 1485s 83023 29695 520.99428 88 120 557.00000 504.73437 9.38% 44.5 1490s 83287 29740 544.81420 103 104 557.00000 504.83407 9.37% 44.6 1495s 83634 29812 cutoff 91 557.00000 504.99916 9.34% 44.6 1500s 83882 29856 546.04830 89 144 557.00000 505.22330 9.30% 44.7 1505s 84197 29880 553.84699 94 137 557.00000 505.30116 9.28% 44.8 1510s 84371 29888 528.50595 89 187 557.00000 505.50539 9.24% 44.8 1531s 84503 29876 547.07778 96 74 557.00000 505.55634 9.24% 44.9 1535s 84758 29865 555.23060 94 110 557.00000 505.82144 9.19% 45.0 1540s 85095 29896 cutoff 135 557.00000 505.98323 9.16% 45.1 1545s 85151 29901 512.21401 87 178 557.00000 506.01435 9.15% 45.1 1552s 85295 29914 527.75476 84 112 557.00000 506.07748 9.14% 45.1 1555s 85605 29958 535.47064 103 148 557.00000 506.15226 9.13% 45.2 1560s 85918 30007 552.03252 90 112 557.00000 506.24834 9.11% 45.3 1565s 86236 29995 540.11027 79 155 557.00000 506.43376 9.08% 45.3 1570s 86632 30141 546.06909 91 82 557.00000 506.52088 9.06% 45.3 1575s 87074 30253 547.11575 86 132 557.00000 506.67766 9.03% 45.3 1580s 87395 30303 543.38340 87 164 557.00000 506.79048 9.01% 45.4 1585s 87693 30349 537.66305 90 108 557.00000 506.87787 9.00% 45.5 1590s 88206 30553 551.64050 101 62 557.00000 506.88011 9.00% 45.4 1595s 88597 30624 545.12198 92 126 557.00000 506.88011 9.00% 45.4 1600s 89010 30760 528.50959 85 151 557.00000 506.88011 9.00% 45.5 1605s 89330 30811 549.40675 82 91 557.00000 507.02895 8.97% 45.5 1610s 89693 30845 cutoff 102 557.00000 507.22969 8.94% 45.6 1615s 90042 30867 543.63035 103 111 557.00000 507.39943 8.90% 45.6 1620s 90396 30932 532.70822 87 147 557.00000 507.63635 8.86% 45.6 1625s 90751 30982 550.62963 94 151 557.00000 507.77666 8.84% 45.7 1630s 91110 30994 550.74427 106 122 557.00000 507.87870 8.82% 45.7 1635s 91450 31033 525.23221 88 143 557.00000 508.03395 8.79% 45.8 1640s 91782 31109 552.47516 114 55 557.00000 508.12679 8.77% 45.8 1645s 91982 31111 543.81420 96 102 557.00000 508.26585 8.75% 45.9 1650s 92244 31122 535.50792 95 167 557.00000 508.43650 8.72% 46.0 1655s 92522 31126 531.44003 89 163 557.00000 508.67242 8.68% 46.1 1660s 92793 31137 cutoff 91 557.00000 508.80274 8.65% 46.1 1665s 93183 31227 531.37792 81 177 557.00000 508.97031 8.62% 46.2 1670s 93659 31373 550.38762 112 95 557.00000 509.00460 8.62% 46.1 1675s 94062 31464 545.24404 90 92 557.00000 509.10995 8.60% 46.1 1680s 94451 31464 555.15666 102 150 557.00000 509.25138 8.57% 46.2 1685s 94760 31487 542.06146 90 68 557.00000 509.42630 8.54% 46.2 1690s 95075 31512 553.87310 95 177 557.00000 509.66230 8.50% 46.3 1695s 95471 31595 infeasible 106 557.00000 509.81103 8.47% 46.3 1700s 95906 31701 547.62849 93 125 557.00000 509.95937 8.45% 46.3 1705s 96254 31763 548.67839 146 64 557.00000 510.15378 8.41% 46.3 1710s 96659 31807 cutoff 92 557.00000 510.30439 8.38% 46.3 1715s 97046 31916 512.16235 84 141 557.00000 510.47558 8.35% 46.4 1720s 97349 31954 547.70527 81 117 557.00000 510.69535 8.31% 46.4 1725s 97656 31946 547.50952 85 90 557.00000 510.86077 8.28% 46.5 1730s 98007 32008 549.65999 96 177 557.00000 510.99391 8.26% 46.6 1735s 98384 32052 555.85165 93 127 557.00000 511.21093 8.22% 46.6 1740s 98802 32129 536.85324 87 138 557.00000 511.43472 8.18% 46.6 1745s 99070 32120 infeasible 97 557.00000 511.60605 8.15% 46.7 1750s 99425 32159 545.87897 140 63 557.00000 511.72494 8.13% 46.7 1755s 99729 32193 cutoff 115 557.00000 511.90212 8.10% 46.7 1760s 100092 32246 523.24144 84 178 557.00000 512.04042 8.07% 46.8 1765s 100480 32287 infeasible 90 557.00000 512.14269 8.05% 46.8 1770s 100759 32276 547.82693 109 111 557.00000 512.31209 8.02% 46.9 1775s 101096 32313 534.90371 88 154 557.00000 512.56550 7.98% 46.9 1780s 101443 32299 546.13234 85 59 557.00000 512.74345 7.95% 47.0 1785s 101835 32382 522.62743 80 120 557.00000 512.89353 7.92% 47.0 1790s 102072 32392 540.64051 85 142 557.00000 513.02591 7.89% 47.0 1795s 102350 32366 544.27119 100 148 557.00000 513.20775 7.86% 47.1 1800s 102795 32416 520.55366 85 154 557.00000 513.35855 7.84% 47.1 1805s 103172 32465 535.35346 102 126 557.00000 513.72332 7.77% 47.1 1810s 103543 32520 554.07842 87 139 557.00000 514.00468 7.72% 47.1 1815s 103828 32545 552.59753 98 119 557.00000 514.22963 7.68% 47.2 1820s 104172 32590 553.81839 95 149 557.00000 514.35113 7.66% 47.2 1825s 104524 32628 536.06369 82 165 557.00000 514.49702 7.63% 47.3 1830s 104861 32673 531.61918 95 143 557.00000 514.63882 7.61% 47.3 1835s 105254 32655 cutoff 93 557.00000 514.76481 7.58% 47.3 1840s 105643 32623 cutoff 104 557.00000 514.76481 7.58% 47.4 1845s 105981 32612 cutoff 102 557.00000 514.76481 7.58% 47.4 1850s 106367 32642 533.78557 85 165 557.00000 514.76481 7.58% 47.4 1855s 106760 32700 533.72952 81 133 557.00000 514.76481 7.58% 47.4 1860s 107173 32793 546.66693 97 97 557.00000 515.01060 7.54% 47.4 1865s 107562 32834 538.21432 90 121 557.00000 515.05868 7.53% 47.5 1870s 107860 32839 536.89066 90 131 557.00000 515.05868 7.53% 47.5 1875s 108183 32854 cutoff 86 557.00000 515.05868 7.53% 47.6 1880s 108524 32902 550.91650 99 102 557.00000 515.19697 7.51% 47.6 1885s H108723 31474 556.0000000 515.26905 7.33% 47.6 1908s 108812 31462 530.50321 83 147 556.00000 515.38484 7.30% 47.7 1910s 109224 31504 532.03978 85 153 556.00000 515.61533 7.26% 47.7 1915s 109637 31606 cutoff 93 556.00000 515.84126 7.22% 47.7 1920s 109965 31672 544.16406 94 158 556.00000 516.06619 7.18% 47.7 1925s 110363 31728 547.32520 103 155 556.00000 516.14869 7.17% 47.7 1930s 110778 31777 545.31471 84 88 556.00000 516.33157 7.13% 47.7 1935s 111121 31776 529.66305 90 107 556.00000 516.56689 7.09% 47.8 1940s 111521 31875 551.73485 116 115 556.00000 516.78478 7.05% 47.8 1945s 111748 31792 540.83468 87 116 556.00000 516.88477 7.04% 47.9 1950s 111949 31731 522.90311 85 158 556.00000 516.98438 7.02% 48.0 1955s 112199 31695 528.16253 89 166 556.00000 517.21940 6.97% 48.1 1960s 112414 31709 infeasible 95 556.00000 517.43638 6.94% 48.1 1965s 112777 31762 542.92354 86 140 556.00000 517.61826 6.90% 48.1 1970s 113073 31737 519.74222 80 163 556.00000 517.86337 6.86% 48.2 1975s 113372 31743 cutoff 77 556.00000 518.14505 6.81% 48.2 1980s 113732 31815 539.30046 90 92 556.00000 518.32193 6.78% 48.3 1985s 114053 31818 532.61544 91 129 556.00000 518.50155 6.74% 48.3 1990s 114390 31847 554.06453 94 77 556.00000 518.85287 6.68% 48.3 1995s 114740 31862 554.40194 87 141 556.00000 519.28202 6.60% 48.4 2000s 115078 31905 549.76779 99 138 556.00000 519.48421 6.57% 48.4 2005s 115463 31960 cutoff 100 556.00000 519.75000 6.52% 48.4 2010s 115957 32026 542.00438 82 159 556.00000 519.82808 6.51% 48.4 2015s 116385 32081 539.00488 85 130 556.00000 519.82808 6.51% 48.4 2020s 116846 32146 543.15386 95 150 556.00000 519.82808 6.51% 48.4 2025s 117248 32170 534.82493 88 144 556.00000 519.82808 6.51% 48.4 2030s 117720 32331 551.27302 95 102 556.00000 519.84608 6.50% 48.4 2035s 118122 32366 539.46401 90 164 556.00000 520.02382 6.47% 48.4 2040s 118460 32389 553.17598 109 124 556.00000 520.20350 6.44% 48.4 2045s 118753 32444 cutoff 109 556.00000 520.34703 6.41% 48.5 2050s 119080 32440 544.17768 107 138 556.00000 520.61626 6.36% 48.5 2055s 119493 32527 527.93401 89 161 556.00000 520.87302 6.32% 48.5 2060s 119859 32587 536.46866 85 165 556.00000 521.00784 6.29% 48.5 2065s 120410 32730 539.46190 84 117 556.00000 521.00784 6.29% 48.5 2070s 120906 32851 549.39821 89 110 556.00000 521.00784 6.29% 48.4 2075s 121082 32909 551.71665 90 112 556.00000 521.00784 6.29% 48.4 2090s 121463 33013 547.43698 133 102 556.00000 521.00784 6.29% 48.4 2095s 121964 33160 544.68603 89 124 556.00000 521.00784 6.29% 48.4 2100s 122501 33289 541.64868 144 89 556.00000 521.02734 6.29% 48.3 2106s 122805 33335 552.26061 88 115 556.00000 521.16823 6.26% 48.3 2110s 123193 33358 cutoff 93 556.00000 521.32263 6.24% 48.3 2115s 123582 33410 cutoff 99 556.00000 521.62208 6.18% 48.3 2120s 123966 33471 547.63533 91 124 556.00000 521.78976 6.15% 48.3 2125s 124314 33456 545.51494 89 98 556.00000 521.91406 6.13% 48.4 2130s 124739 33577 543.11564 84 147 556.00000 522.05207 6.11% 48.4 2135s 125060 33567 550.75026 113 91 556.00000 522.27736 6.07% 48.4 2140s 125451 33607 cutoff 95 556.00000 522.53718 6.02% 48.4 2145s 125778 33634 550.37686 94 131 556.00000 522.68153 5.99% 48.5 2150s 126089 33580 cutoff 111 556.00000 522.95974 5.94% 48.5 2155s 126496 33659 cutoff 89 556.00000 523.21222 5.90% 48.5 2160s 126897 33704 cutoff 96 556.00000 523.34703 5.87% 48.5 2165s 127252 33735 534.56942 92 112 556.00000 523.62961 5.82% 48.5 2170s 127736 33825 544.35663 168 118 556.00000 523.88959 5.78% 48.5 2175s 128137 33863 539.91467 113 123 556.00000 524.06991 5.74% 48.5 2180s 128553 33977 546.96807 103 141 556.00000 524.19740 5.72% 48.5 2185s 128934 33982 cutoff 109 556.00000 524.45642 5.67% 48.5 2190s 129263 33983 547.87798 91 153 556.00000 524.67965 5.63% 48.6 2195s 129657 34021 549.39304 99 114 556.00000 524.82808 5.61% 48.6 2200s 130103 34118 550.23724 92 97 556.00000 524.82808 5.61% 48.6 2205s 130500 34147 cutoff 99 556.00000 524.82808 5.61% 48.6 2210s 130903 34224 552.25515 147 54 556.00000 524.82808 5.61% 48.6 2215s 131286 34219 538.96114 90 161 556.00000 524.82808 5.61% 48.6 2220s 131636 34239 cutoff 82 556.00000 524.95453 5.58% 48.7 2225s 131970 34226 553.37222 98 69 556.00000 525.14116 5.55% 48.7 2230s 132361 34268 552.24841 99 115 556.00000 525.35714 5.51% 48.7 2235s 132702 34298 546.86923 115 93 556.00000 525.55587 5.48% 48.7 2241s 133024 34294 552.46810 92 123 556.00000 525.75165 5.44% 48.7 2245s 133457 34475 552.55578 86 94 556.00000 525.97417 5.40% 48.7 2250s 133821 34629 553.67401 90 131 556.00000 526.12461 5.37% 48.7 2255s 134139 34708 infeasible 87 556.00000 526.37443 5.33% 48.8 2260s 134595 34933 549.12573 95 124 556.00000 526.55499 5.30% 48.7 2265s 134894 35025 538.87800 87 116 556.00000 526.70079 5.27% 48.8 2270s 135290 35183 554.13106 93 156 556.00000 526.93563 5.23% 48.8 2275s 135661 35333 554.01639 103 144 556.00000 527.09531 5.20% 48.8 2280s 136024 35437 535.17710 86 156 556.00000 527.38338 5.15% 48.9 2285s 136404 35606 547.12912 80 88 556.00000 527.54094 5.12% 48.9 2290s 136831 35821 539.75275 122 114 556.00000 527.75132 5.08% 48.9 2295s 137224 35975 528.50000 83 150 556.00000 527.96656 5.04% 48.9 2300s 137628 36148 542.14636 93 116 556.00000 528.05859 5.03% 48.9 2305s 138010 36287 cutoff 158 556.00000 528.16833 5.01% 48.9 2310s 138431 36456 542.67746 90 126 556.00000 528.32649 4.98% 48.9 2315s 138864 36694 550.29360 90 129 556.00000 528.50000 4.95% 48.9 2320s 139222 36801 549.12565 92 148 556.00000 528.64707 4.92% 48.9 2325s 139647 37015 543.16541 110 113 556.00000 528.78698 4.89% 48.9 2330s 140090 37216 553.70836 90 162 556.00000 528.92930 4.87% 48.9 2335s 140485 37390 547.31802 108 99 556.00000 529.05792 4.85% 48.9 2340s 140971 37717 551.44320 86 125 556.00000 529.12608 4.83% 48.9 2345s 141440 37972 544.89408 93 139 556.00000 529.20599 4.82% 48.8 2350s 141851 38145 546.88581 128 106 556.00000 529.30048 4.80% 48.8 2355s H141872 32217 551.0000000 529.30928 3.94% 48.8 2376s 142137 32289 535.30046 95 92 551.00000 529.38383 3.92% 48.9 2380s 142489 32408 547.04972 109 124 551.00000 529.55367 3.89% 48.9 2385s 142861 32531 534.12151 88 125 551.00000 529.68887 3.87% 48.9 2390s 143223 32731 547.46363 101 130 551.00000 529.74969 3.86% 48.9 2395s 143732 33018 infeasible 91 551.00000 529.83210 3.84% 48.8 2400s 144194 33296 546.31327 104 161 551.00000 529.93702 3.82% 48.8 2405s 144586 33410 535.57057 93 84 551.00000 530.07610 3.80% 48.8 2410s 145138 33748 545.11460 94 137 551.00000 530.15563 3.78% 48.8 2415s 145639 34040 536.14937 83 137 551.00000 530.26157 3.76% 48.7 2420s 146079 34213 547.12963 92 155 551.00000 530.33979 3.75% 48.7 2425s 146612 34536 533.99666 93 125 551.00000 530.41468 3.74% 48.7 2430s 147133 34761 548.46847 89 103 551.00000 530.53102 3.71% 48.6 2435s 147557 34941 544.93440 93 141 551.00000 530.65983 3.69% 48.6 2440s 148019 35178 537.88701 93 109 551.00000 530.73024 3.68% 48.6 2445s 148585 35512 541.99938 105 71 551.00000 530.81852 3.66% 48.5 2450s 149172 35874 534.99543 114 103 551.00000 530.88759 3.65% 48.5 2455s 149695 36191 537.63690 112 79 551.00000 530.95824 3.64% 48.4 2460s 150274 36585 535.47975 82 120 551.00000 531.00312 3.63% 48.4 2465s 150951 37078 534.86633 102 80 551.00000 531.05714 3.62% 48.2 2470s 151575 37527 cutoff 126 551.00000 531.11990 3.61% 48.2 2475s 152142 37825 540.13994 147 114 551.00000 531.16327 3.60% 48.1 2480s 152695 38203 549.24870 81 152 551.00000 531.19285 3.59% 48.0 2485s 153109 38457 539.52642 104 98 551.00000 531.21891 3.59% 48.0 2490s 153594 38693 cutoff 90 551.00000 531.27005 3.58% 48.0 2495s 154104 38906 532.28877 89 113 551.00000 531.34157 3.57% 47.9 2500s 154550 39078 539.82035 92 144 551.00000 531.40971 3.56% 47.9 2505s 155040 39317 537.75546 123 109 551.00000 531.47115 3.54% 47.9 2510s 155569 39592 532.79240 89 122 551.00000 531.55352 3.53% 47.9 2515s 156130 39916 537.75000 88 140 551.00000 531.60393 3.52% 47.8 2520s 156708 40250 cutoff 97 551.00000 531.63063 3.52% 47.7 2525s 157234 40564 534.12912 81 70 551.00000 531.67709 3.51% 47.7 2530s 157807 40960 cutoff 121 551.00000 531.70401 3.50% 47.6 2535s 158297 41199 536.32104 87 144 551.00000 531.75027 3.49% 47.6 2540s 158886 41532 539.47834 111 111 551.00000 531.80120 3.48% 47.5 2545s 159410 41773 545.33440 91 163 551.00000 531.83611 3.48% 47.5 2550s 159892 42018 544.84550 95 124 551.00000 531.87405 3.47% 47.5 2555s 160530 42419 cutoff 116 551.00000 531.90628 3.47% 47.4 2560s 161115 42774 536.00533 90 84 551.00000 531.96585 3.45% 47.3 2565s 161675 43102 cutoff 97 551.00000 531.99422 3.45% 47.3 2570s 162256 43427 533.80331 87 132 551.00000 532.01335 3.45% 47.2 2575s 162885 43855 cutoff 95 551.00000 532.04218 3.44% 47.2 2580s 163305 44103 538.35823 107 127 551.00000 532.07912 3.43% 47.1 2585s 163868 44453 cutoff 103 551.00000 532.11556 3.43% 47.1 2590s 164450 44814 cutoff 118 551.00000 532.15399 3.42% 47.0 2595s 165049 45197 549.64121 125 116 551.00000 532.16327 3.42% 46.9 2600s 165683 45577 540.94441 88 127 551.00000 532.19793 3.41% 46.9 2605s 166398 46099 infeasible 180 551.00000 532.21935 3.41% 46.8 2610s 166939 46416 547.89238 91 95 551.00000 532.25162 3.40% 46.7 2615s 167578 46810 cutoff 105 551.00000 532.27121 3.40% 46.6 2620s 168221 47204 536.86281 91 128 551.00000 532.29766 3.39% 46.6 2625s 168831 47589 539.96613 87 99 551.00000 532.33428 3.39% 46.5 2630s 169442 47946 infeasible 81 551.00000 532.36612 3.38% 46.5 2635s 170079 48336 536.58233 156 121 551.00000 532.38786 3.38% 46.4 2640s 170696 48692 547.07205 149 48 551.00000 532.40675 3.37% 46.3 2645s 171419 49117 549.46913 99 71 551.00000 532.43204 3.37% 46.2 2650s 172107 49614 540.30185 116 123 551.00000 532.46185 3.36% 46.1 2655s 172707 49961 537.22818 95 102 551.00000 532.48236 3.36% 46.1 2660s 173351 50364 537.18395 87 152 551.00000 532.50003 3.36% 46.0 2665s 173848 50649 535.03287 91 183 551.00000 532.52475 3.35% 45.9 2670s 174442 51002 533.43453 89 122 551.00000 532.55070 3.35% 45.9 2675s 175041 51314 cutoff 98 551.00000 532.57462 3.34% 45.8 2680s 175805 51860 539.02382 91 90 551.00000 532.60425 3.34% 45.7 2685s 176367 52180 540.03480 138 67 551.00000 532.63141 3.33% 45.7 2690s 176972 52559 546.01650 112 102 551.00000 532.64754 3.33% 45.6 2695s 177561 52877 543.80901 109 118 551.00000 532.66608 3.33% 45.6 2700s 178231 53321 535.90030 156 105 551.00000 532.68531 3.32% 45.5 2705s 178856 53733 544.50573 93 120 551.00000 532.71135 3.32% 45.4 2710s 179447 54134 546.69017 90 80 551.00000 532.73234 3.32% 45.4 2715s 180034 54449 540.07541 118 53 551.00000 532.75951 3.31% 45.3 2720s 180599 54742 540.01747 97 109 551.00000 532.77412 3.31% 45.3 2725s 181154 54955 548.95348 103 113 551.00000 532.81190 3.30% 45.3 2730s 181730 55268 532.84982 92 83 551.00000 532.84021 3.30% 45.2 2735s 182320 55604 cutoff 104 551.00000 532.86031 3.29% 45.2 2740s 182924 55893 537.00000 96 51 551.00000 532.89390 3.29% 45.1 2745s 183497 56172 536.91999 116 99 551.00000 532.90734 3.28% 45.1 2750s 183929 56416 540.72137 93 109 551.00000 532.91671 3.28% 45.1 2755s 184555 56779 cutoff 122 551.00000 532.93232 3.28% 45.0 2760s 185173 57079 538.16921 112 120 551.00000 532.95230 3.28% 44.9 2765s 185721 57360 545.45391 101 125 551.00000 532.97716 3.27% 44.9 2770s 186363 57743 533.52609 94 105 551.00000 532.99152 3.27% 44.9 2775s H187034 52679 549.0000000 533.01008 2.91% 44.8 2780s 187035 52682 538.82051 104 111 549.00000 533.01008 2.91% 44.8 2802s 187305 52792 540.16955 125 110 549.00000 533.03058 2.91% 44.8 2805s 187909 53044 536.39546 87 113 549.00000 533.04737 2.91% 44.7 2810s 188573 53381 cutoff 142 549.00000 533.06494 2.90% 44.7 2815s 189256 53752 546.55152 110 140 549.00000 533.07882 2.90% 44.6 2820s 189895 54095 538.40891 90 107 549.00000 533.09060 2.90% 44.5 2825s 190445 54345 542.61628 115 147 549.00000 533.10762 2.89% 44.5 2830s 191063 54613 540.08228 108 68 549.00000 533.12373 2.89% 44.5 2835s 191781 55069 535.31876 143 88 549.00000 533.13364 2.89% 44.4 2840s 192546 55595 536.13234 96 55 549.00000 533.14368 2.89% 44.3 2845s 193312 56133 535.74242 99 76 549.00000 533.16327 2.88% 44.2 2850s 193828 56441 538.83374 103 141 549.00000 533.16502 2.88% 44.2 2855s 194236 56686 534.59491 94 122 549.00000 533.17240 2.88% 44.1 2860s 194788 56875 539.94960 103 130 549.00000 533.19638 2.88% 44.1 2865s 195430 57236 542.41702 105 110 549.00000 533.20861 2.88% 44.1 2870s 196073 57550 540.97055 119 115 549.00000 533.21825 2.87% 44.0 2875s 196726 57867 537.40597 120 111 549.00000 533.23733 2.87% 44.0 2880s 197382 58280 543.33447 100 61 549.00000 533.25150 2.87% 43.9 2885s 198049 58631 545.42728 105 118 549.00000 533.27336 2.86% 43.9 2890s 198703 58962 537.46756 126 67 549.00000 533.28679 2.86% 43.8 2895s 199431 59308 545.51628 94 97 549.00000 533.31362 2.86% 43.7 2900s 200025 59556 538.18151 87 87 549.00000 533.33292 2.85% 43.7 2905s 200673 59921 cutoff 88 549.00000 533.34902 2.85% 43.7 2910s 201379 60266 540.61110 91 116 549.00000 533.37382 2.85% 43.6 2915s 202022 60567 540.36305 96 148 549.00000 533.39349 2.84% 43.5 2920s 202752 60954 infeasible 95 549.00000 533.41337 2.84% 43.5 2925s 203383 61248 543.40449 122 98 549.00000 533.43664 2.83% 43.4 2930s 203941 61555 cutoff 123 549.00000 533.44488 2.83% 43.4 2935s 204367 61729 542.61352 98 103 549.00000 533.45608 2.83% 43.4 2940s 205013 62077 537.79632 94 90 549.00000 533.46686 2.83% 43.3 2945s 205600 62292 535.13233 110 72 549.00000 533.48544 2.83% 43.3 2950s 206198 62530 534.66804 102 90 549.00000 533.49875 2.82% 43.3 2955s 207016 62919 545.34879 91 136 549.00000 533.51079 2.82% 43.2 2960s 207583 63176 539.98240 112 70 549.00000 533.52248 2.82% 43.1 2965s 208270 63512 cutoff 102 549.00000 533.53542 2.82% 43.1 2970s 208860 63792 cutoff 114 549.00000 533.55125 2.81% 43.1 2975s 209533 64145 547.58450 89 130 549.00000 533.56997 2.81% 43.0 2980s 210276 64548 534.89977 96 81 549.00000 533.59480 2.81% 42.9 2985s 210894 64902 cutoff 100 549.00000 533.60566 2.80% 42.9 2990s 211601 65252 540.10818 87 82 549.00000 533.62176 2.80% 42.8 2995s 212159 65516 infeasible 92 549.00000 533.63692 2.80% 42.8 3000s 212813 65926 541.74198 107 119 549.00000 533.64752 2.80% 42.8 3005s 213358 66136 535.09574 88 151 549.00000 533.65920 2.79% 42.7 3010s 213953 66382 543.92355 100 126 549.00000 533.67801 2.79% 42.7 3015s 214385 66607 545.31881 93 90 549.00000 533.68744 2.79% 42.7 3020s 215031 66887 537.74466 104 95 549.00000 533.69608 2.79% 42.7 3025s 215639 67106 536.64403 97 119 549.00000 533.71362 2.78% 42.6 3030s 216265 67395 538.88701 98 77 549.00000 533.73024 2.78% 42.6 3035s 216830 67602 540.68632 88 107 549.00000 533.74628 2.78% 42.6 3040s 217464 67930 546.82124 97 122 549.00000 533.75953 2.78% 42.5 3045s 218145 68298 536.91269 84 104 549.00000 533.77495 2.77% 42.5 3050s 218726 68574 540.06281 117 75 549.00000 533.79015 2.77% 42.5 3055s 219254 68714 547.88889 89 96 549.00000 533.80625 2.77% 42.4 3060s 219850 68925 546.60200 111 94 549.00000 533.83365 2.76% 42.4 3065s 220462 69203 540.02274 84 114 549.00000 533.84738 2.76% 42.4 3070s 220864 69415 538.90912 87 102 549.00000 533.85251 2.76% 42.4 3091s 221331 69664 536.06588 92 80 549.00000 533.86216 2.76% 42.3 3095s 221961 69945 cutoff 88 549.00000 533.87831 2.75% 42.3 3100s 222507 70194 543.79604 114 57 549.00000 533.89121 2.75% 42.3 3105s 223283 70481 cutoff 114 549.00000 533.90334 2.75% 42.2 3110s 223936 70760 535.02561 87 106 549.00000 533.91830 2.75% 42.2 3115s 224577 70935 540.07743 92 143 549.00000 533.93579 2.74% 42.1 3120s 225031 71148 536.34141 81 118 549.00000 533.94199 2.74% 42.1 3125s 225597 71329 539.18993 90 61 549.00000 533.95293 2.74% 42.1 3130s 226252 71667 541.38732 105 69 549.00000 533.97122 2.74% 42.0 3135s 226860 71914 539.50512 102 80 549.00000 533.98385 2.74% 42.0 3140s 227528 72280 540.06395 109 102 549.00000 533.99822 2.73% 42.0 3145s 228144 72587 538.22924 136 133 549.00000 534.00675 2.73% 41.9 3150s 228752 72911 cutoff 97 549.00000 534.01517 2.73% 41.9 3155s 229310 73128 536.29518 98 130 549.00000 534.02586 2.73% 41.9 3160s 229922 73383 539.99907 93 82 549.00000 534.03920 2.73% 41.9 3165s 230476 73557 537.75758 89 111 549.00000 534.06032 2.72% 41.8 3170s 231110 73836 545.72630 138 82 549.00000 534.07273 2.72% 41.8 3175s 231770 74132 cutoff 96 549.00000 534.07912 2.72% 41.8 3180s 232365 74489 infeasible 86 549.00000 534.08369 2.72% 41.7 3185s 233066 74819 cutoff 82 549.00000 534.09906 2.71% 41.7 3190s 233685 75089 cutoff 112 549.00000 534.11405 2.71% 41.7 3195s 234352 75436 542.04376 115 99 549.00000 534.12652 2.71% 41.6 3200s 234801 75603 542.45426 123 75 549.00000 534.13077 2.71% 41.6 3205s 235488 76057 cutoff 83 549.00000 534.13668 2.71% 41.5 3210s 236167 76352 544.49191 103 63 549.00000 534.15109 2.70% 41.5 3215s 236874 76771 535.81101 109 65 549.00000 534.15750 2.70% 41.4 3220s 237460 77084 535.83152 101 83 549.00000 534.16873 2.70% 41.4 3225s 238090 77335 cutoff 116 549.00000 534.18111 2.70% 41.4 3230s 238766 77655 543.70177 96 69 549.00000 534.19413 2.70% 41.3 3235s 239498 78063 534.48467 86 117 549.00000 534.20273 2.70% 41.3 3240s 240123 78344 543.60059 143 124 549.00000 534.21218 2.69% 41.3 3245s 240875 78786 cutoff 147 549.00000 534.21818 2.69% 41.2 3250s 241556 79040 536.43897 85 144 549.00000 534.23165 2.69% 41.2 3255s 242205 79348 534.65572 92 145 549.00000 534.24150 2.69% 41.1 3260s 242814 79664 cutoff 96 549.00000 534.25218 2.69% 41.1 3265s 243373 79970 535.17351 94 157 549.00000 534.25798 2.69% 41.1 3270s 244083 80386 536.39901 111 132 549.00000 534.26580 2.68% 41.0 3275s 244762 80679 537.32353 93 138 549.00000 534.27396 2.68% 41.0 3280s 245134 80830 536.38329 107 73 549.00000 534.28415 2.68% 41.0 3285s 245798 81150 547.64276 84 146 549.00000 534.29682 2.68% 40.9 3290s 246565 81527 537.65549 107 77 549.00000 534.30494 2.68% 40.9 3295s 247228 81845 541.75150 113 101 549.00000 534.31351 2.68% 40.8 3300s 247923 82235 540.99181 95 130 549.00000 534.32282 2.67% 40.8 3305s 248620 82616 536.98665 131 59 549.00000 534.33208 2.67% 40.7 3310s 249188 82826 infeasible 111 549.00000 534.34219 2.67% 40.7 3315s 249783 82982 542.83813 111 70 549.00000 534.35786 2.67% 40.7 3320s 250414 83242 538.02383 113 95 549.00000 534.37339 2.66% 40.7 3325s 251208 83638 540.50946 90 76 549.00000 534.38229 2.66% 40.6 3330s 251953 84026 544.21115 114 133 549.00000 534.39505 2.66% 40.6 3335s 252588 84328 545.49567 93 118 549.00000 534.40638 2.66% 40.5 3340s 253248 84653 538.83637 112 98 549.00000 534.41487 2.66% 40.5 3345s 253907 84979 538.84466 119 102 549.00000 534.42463 2.65% 40.5 3350s 254576 85318 537.20656 81 115 549.00000 534.44103 2.65% 40.4 3355s 255203 85596 540.94286 124 59 549.00000 534.45147 2.65% 40.4 3361s 255691 85769 cutoff 105 549.00000 534.45863 2.65% 40.4 3365s 256258 85957 537.29260 104 121 549.00000 534.46685 2.65% 40.3 3370s 256912 86262 544.81800 107 135 549.00000 534.47821 2.65% 40.3 3375s 257593 86550 cutoff 99 549.00000 534.49232 2.64% 40.3 3380s 258334 86948 538.77312 127 65 549.00000 534.49887 2.64% 40.2 3385s 259022 87246 539.56717 94 77 549.00000 534.50981 2.64% 40.2 3390s 259591 87457 540.61947 101 123 549.00000 534.52064 2.64% 40.2 3395s 260239 87717 cutoff 119 549.00000 534.53339 2.64% 40.1 3400s 260801 87935 cutoff 99 549.00000 534.54322 2.63% 40.1 3405s 261449 88216 534.82182 88 122 549.00000 534.55217 2.63% 40.1 3410s 262034 88468 infeasible 92 549.00000 534.56512 2.63% 40.1 3415s 262659 88706 536.27840 91 84 549.00000 534.57419 2.63% 40.1 3420s 263314 88950 cutoff 86 549.00000 534.59063 2.62% 40.0 3425s 263884 89203 cutoff 108 549.00000 534.60084 2.62% 40.0 3430s 264484 89518 542.34240 95 114 549.00000 534.60730 2.62% 40.0 3435s 265207 89828 cutoff 90 549.00000 534.61978 2.62% 40.0 3440s 265613 89989 539.56686 111 81 549.00000 534.62777 2.62% 40.0 3445s 266258 90309 537.12827 138 108 549.00000 534.63541 2.62% 39.9 3450s 266938 90676 537.54377 91 126 549.00000 534.64271 2.62% 39.9 3455s 267534 90953 537.24523 93 146 549.00000 534.64893 2.61% 39.9 3460s 268131 91223 541.30448 100 95 549.00000 534.65818 2.61% 39.9 3465s 268686 91420 infeasible 100 549.00000 534.66847 2.61% 39.9 3470s 269358 91751 537.50049 100 116 549.00000 534.68089 2.61% 39.8 3475s 269975 92019 535.87184 103 49 549.00000 534.69128 2.61% 39.8 3480s 270629 92306 545.00553 86 95 549.00000 534.70410 2.60% 39.8 3485s 271144 92452 cutoff 94 549.00000 534.71310 2.60% 39.8 3490s 271805 92773 cutoff 130 549.00000 534.72161 2.60% 39.8 3495s 272417 93006 542.89855 97 76 549.00000 534.73124 2.60% 39.7 3500s 273003 93251 539.89615 91 112 549.00000 534.73843 2.60% 39.7 3505s 273595 93466 547.39750 92 131 549.00000 534.74959 2.60% 39.7 3510s 274127 93647 541.85601 98 136 549.00000 534.76390 2.59% 39.7 3515s 274796 93892 547.09809 107 104 549.00000 534.76949 2.59% 39.7 3520s 275383 94120 543.71298 125 54 549.00000 534.77930 2.59% 39.7 3525s 275735 94243 cutoff 101 549.00000 534.78461 2.59% 39.7 3530s 276450 94575 538.51425 119 132 549.00000 534.79694 2.59% 39.6 3535s 277102 94851 541.85024 116 100 549.00000 534.81051 2.58% 39.6 3540s 277680 95058 540.41515 109 139 549.00000 534.82170 2.58% 39.6 3545s 278241 95233 542.90484 105 104 549.00000 534.83344 2.58% 39.6 3550s 278963 95566 540.25911 105 54 549.00000 534.83965 2.58% 39.6 3555s 279552 95783 537.60309 93 140 549.00000 534.85220 2.58% 39.6 3560s 280127 95982 536.29336 91 115 549.00000 534.86213 2.58% 39.6 3565s 280719 96175 536.81609 88 138 549.00000 534.87251 2.57% 39.5 3570s 281330 96390 538.80732 97 136 549.00000 534.88441 2.57% 39.5 3575s 282075 96685 542.64327 117 88 549.00000 534.89361 2.57% 39.5 3580s 282736 96939 542.51847 145 91 549.00000 534.90464 2.57% 39.5 3585s Cutting planes: Learned: 31 Gomory: 55 Cover: 385 Implied bound: 41 Clique: 10 MIR: 415 Flow cover: 11 GUB cover: 23 Zero half: 184 Mod-K: 5 Explored 283152 nodes (11171355 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 5.490000000000e+02, best bound 5.350000000000e+02, gap 2.5501%