ILOG CPLEX 10.200, licensed to "arizona-tempe, az", options: e m b q p=8 FPgen-t 06/06/2005 - Bertacco, Fischetti, Lodi 09/16/2005 - Achterberg, Berthold applying MIP presolve... Selected objective sense: MINIMIZE Selected objective name: obj Selected RHS name: rhs Selected bound name: bnd Tried aggregator 3 times. MIP Presolve eliminated 1529 rows and 30641 columns. MIP Presolve modified 2708 coefficients. Aggregator did 754 substitutions. Reduced MIP has 19446 rows, 17343 columns, and 179287 nonzeros. presolving objective offset = 0.00223696 (restat: 0) Problem: atlanta-ip.mps Max iter Stage 1: 10000 Max iter Stage 2: 2000 Min change: 20 Initial Presolve: Yes Imported 19446 rows and 17343 columns Objective sense: Minimize Problem is MIP: Yes Initial Algorithm: Auto 16167 integer variables (16152 of which are binary and 15 are general integer) 1176 continuous variables Solving relaxed problem...0- 0 -1 0 81.2576 299.383 done obj=81.2554 + 0.00223696 = 81.2576 Rounding solution...done Stage 1... improved distance by 0percent 1- 1 173.748 0 99.0973 34.1803 improved distance by 0.109531percent 1- 2 19.0308 0 104.736 13.6152 improved distance by 0.684721percent 1- 3 13.0308 0 104.736 13.6152 1- 4 13.8901 0 104.953 13.8719 1- 5 16.2193 0 105.87 14.9912 improved distance by 0.926601percent 1- 6 12.0743 0 105 7.70239 improved distance by 0.58167percent 1- 7 7.02327 0 104.623 7.55331 1- 8 7.02327 0 104.623 7.55331 1- 9 447.581 1 107.77 9.7357 improved distance by 0.956067percent 1- 10 6.71472 1 109.513 6.92164 improved distance by 0.976387percent 1- 11 6.55617 1 108.488 6.66262 1- 12 10.024 1 115.091 9.46565 1- 13 9.43545 1 115.773 9.1209 1- 14 9.11652 1 115.702 9.0613 1- 15 22.3268 1 116.799 8.37558 1- 16 15.3268 1 117.252 8.38051 1- 17 7.99818 1 114.017 6.45273 improved distance by 0.976369percent 1- 18 6.40124 1 113.446 5.94963 1- 19 6.4335 1 113.446 5.94963 s iter delta rst obj fractionality incumbent improved distance by 0.926728percent 1- 20 5.93221 1 113.308 5.93221 1- 21 14.0685 1 114.97 8.01453 1- 22 6.44922 1 113.287 6.18825 1- 23 7.24243 1 113.275 5.7157 1- 24 6.4335 1 113.446 5.75608 1- 25 6.17721 1 113.308 5.71472 improved distance by 0.963338percent 1- 26 5.71472 1 113.308 5.71472 1- 27 473.451 2 113.645 6.03493 1- 28 7.25764 2 113.502 5.84007 1- 29 32.0926 2 119.629 6.25695 improved distance by 0.447666percent 1- 30 2.55829 2 125.143 1.7324 improved distance by 0.0995287percent 1- 31 0.254623 2 128.099 0.254623 1- 32 1 2 145.191 0.04 improved distance by 0.157095percent 1- 33 0.04 2 145.191 0.04 1- 34 453.022 3 145.258 0.0623333 1- 35 0.0623333 3 145.258 0.0623333 1- 36 1.02233 3 145.258 0.0623333 1- 37 485.115 4 145.496 0.115146 1- 38 0.115146 4 145.496 0.115146 improved distance by 0.558333percent 1- 39 0.0223333 4 154.079 0.0223333 s iter delta rst obj fractionality incumbent 1- 40 493.022 5 154.079 0.0223333 1- 41 0.0223333 5 154.079 0.0223333 1- 42 481.022 6 154.079 0.0223333 1- 43 0.0223333 6 154.079 0.0223333 1- 44 446.017 7 154.063 0.547398 improved distance by 0.761194percent 1- 45 0.017 7 154.063 0.017 1- 46 490.017 8 154.063 0.017 1- 47 0.017 8 154.063 0.017 1- 48 471.981 9 155.669 1.8378 1- 49 2.07608 9 155.669 0.552083 1- 50 1.07608 9 155.669 0.552083 1- 51 0.552083 9 155.669 0.552083 1- 52 1.07608 9 155.669 0.552083 1- 53 480.24 10 156.163 0.716417 1- 54 0.716417 10 156.163 0.716417 1- 55 1.24042 10 156.163 0.716417 1- 56 431.775 11 156.338 0.774667 1- 57 2 11 156.338 0.774667 1- 58 2 11 156.338 0.774667 1- 59 0.774667 11 156.338 0.774667 s iter delta rst obj fractionality incumbent 1- 60 438.769 12 157.646 1.98017 1- 61 1.54408 12 157.646 1.98017 1- 62 3 12 157.646 1.64683 1- 63 2.24042 12 157.646 1.64683 1- 64 1.6765 12 157.646 1.64683 1- 65 1.21075 12 157.646 1.64683 improved distance by 0percent 1- 66 0 12 172.014 1.55431e-15 Binary variables didn't change Total stage 1 restarts: 12 Solution with obj=172.012 + 0.00223696 = 172.014 found Writing MIP start values to file atlanta-ip.mst Solution (only non-zero entries are reported): obj = 172.014 x5 = 1 x10 = 1 x16 = 1 x23 = 1 x27 = 1 x35 = 1 x41 = 1 x47 = 1 x53 = 1 x59 = 1 x64 = 1 x70 = 1 x76 = 1 x83 = 1 x89 = 1 x95 = 1 x101 = 1 x107 = 1 x113 = 1 x119 = 1 x125 = 1 x131 = 1 x133 = 1 x138 = 1 x148 = 1 x160 = 1 x174 = 1 x180 = 1 x184 = 1 x190 = 1 x191 = 1 x195 = 1 x197 = 1 x208 = 1 x210 = 1 x218 = 1 x231 = 1 x242 = 1 x248 = 1 x260 = 1 x270 = 1 x271 = 1 x272 = 1 x273 = 1 x276 = 1 x302 = 1 x307 = 1 x317 = 1 x324 = 1 x331 = 1 x333 = 1 x335 = 1 x348 = 1 x352 = 1 x358 = 1 x362 = 1 x366 = 1 x370 = 1 x381 = 1 x383 = 1 x392 = 1 x409 = 1 x414 = 1 x426 = 1 x429 = 1 x432 = 1 x433 = 1 x439 = 1 x440 = 1 x449 = 1 x452 = 1 x465 = 1 x466 = 1 x475 = 1 x492 = 1 x493 = 1 x496 = 1 x497 = 1 x505 = 1 x509 = 1 x510 = 1 x513 = 1 x516 = 1 x528 = 1 x531 = 1 x536 = 1 x539 = 1 x540 = 1 x547 = 1 x551 = 1 x559 = 1 x564 = 1 x568 = 1 x572 = 1 x585 = 1 x590 = 1 x595 = 1 x602 = 1 x606 = 1 x608 = 1 x617 = 1 x622 = 1 x630 = 1 x635 = 1 x647 = 1 x650 = 1 x655 = 1 x657 = 1 x660 = 1 x674 = 1 x681 = 1 x688 = 1 x692 = 1 x701 = 1 x704 = 1 x710 = 1 x711 = 1 x716 = 1 x718 = 1 x726 = 1 x741 = 1 x746 = 1 x750 = 1 x751 = 1 x755 = 1 x756 = 1 x759 = 1 x766 = 1 x767 = 1 x771 = 1 x773 = 1 x779 = 1 x801 = 1 x806 = 1 x816 = 1 x822 = 1 x827 = 1 x831 = 1 x840 = 1 x845 = 1 x855 = 1 x862 = 1 x865 = 1 x873 = 1 x884 = 1 x885 = 1 x886 = 1 x897 = 1 x906 = 1 x907 = 1 x908 = 1 x917 = 1 x918 = 1 x920 = 1 x926 = 1 x927 = 1 x931 = 1 x937 = 1 x942 = 1 x949 = 1 x983 = 1 x989 = 1 x1049 = 1 x1120 = 1 x1140 = 1 x1143 = 1 x1144 = 1 x1148 = 1 x1161 = 1 x1164 = 1 x1169 = 1 x1221 = 1 x1228 = 1 x1229 = 1 x1236 = 1 x1253 = 1 x1258 = 1 x1266 = 1 x1270 = 1 x1274 = 1 x1277 = 1 x1279 = 1 x1300 = 1 x1305 = 1 x1338 = 1 x1406 = 1 x1410 = 1 x1413 = 1 x1543 = 1 x1556 = 1 x1561 = 1 x1574 = 1 x1577 = 1 x1580 = 1 x1581 = 1 x1631 = 1 x1635 = 1 x1638 = 1 x1640 = 1 x1641 = 1 x1649 = 1 x1652 = 1 x1655 = 1 x1656 = 1 x1677 = 1 x1745 = 1 x1757 = 1 x1766 = 1 x1773 = 1 x1774 = 1 x1776 = 1 x1777 = 1 x1781 = 1 x1784 = 1 x1896 = 1 x1897 = 1 x1910 = 1 x1913 = 1 x1918 = 1 x1930 = 1 x1931 = 1 x1932 = 1 x1936 = 1 x1938 = 1 x2073 = 1 x2096 = 1 x2097 = 1 x2109 = 1 x2150 = 1 x2159 = 1 x2199 = 1 x2200 = 1 x2237 = 1 x2302 = 1 x2303 = 1 x2315 = 1 x2317 = 1 x2365 = 1 x2374 = 1 x2392 = 1 x2393 = 1 x2519 = 1 x2538 = 1 x2539 = 1 x2540 = 1 x2541 = 1 x2566 = 1 x2611 = 1 x2616 = 1 x2626 = 1 x2627 = 1 x2630 = 1 x2650 = 1 x2663 = 1 x2802 = 1 x2849 = 1 x2852 = 1 x2855 = 1 x2873 = 1 x2874 = 1 x2875 = 1 x2928 = 1 x2929 = 1 x2935 = 1 x2936 = 1 x2988 = 1 x2990 = 1 x3009 = 1 x3010 = 1 x3013 = 1 x3016 = 1 x3017 = 1 x3019 = 1 x3027 = 1 x3052 = 1 x3057 = 1 x3061 = 1 x3086 = 1 x3092 = 1 x3094 = 1 x3101 = 1 x3102 = 1 x3119 = 1 x3124 = 1 x3127 = 1 x3129 = 1 x3148 = 1 x3151 = 1 x3152 = 1 x3163 = 1 x3183 = 1 x3184 = 1 x3189 = 1 x3222 = 1 x3226 = 1 x3228 = 1 x3247 = 1 x3248 = 1 x3265 = 1 x3275 = 1 x3278 = 1 x3281 = 1 x3314 = 1 x3386 = 1 x3422 = 1 x3513 = 1 x3516 = 1 x3554 = 1 x3570 = 1 x3574 = 1 x3653 = 1 x3659 = 1 x3661 = 1 x3701 = 1 x3705 = 1 x3706 = 1 x3713 = 1 x3758 = 1 x3759 = 1 x3768 = 1 x3771 = 1 x3797 = 1 x3798 = 1 x3810 = 1 x3824 = 1 x3825 = 1 x3828 = 1 x3844 = 1 x3926 = 1 x3940 = 1 x3955 = 1 x4126 = 1 x4127 = 1 x4130 = 1 x4131 = 1 x4137 = 1 x4140 = 1 x4145 = 1 x4160 = 1 x4166 = 1 x4343 = 1 x4344 = 1 x4359 = 1 x4395 = 1 x4418 = 1 x4421 = 1 x4431 = 1 x4433 = 1 x4436 = 1 x4447 = 1 x4499 = 1 x4500 = 1 x4633 = 1 x4634 = 1 x4646 = 1 x4648 = 1 x4681 = 1 x4709 = 1 x4723 = 1 x4777 = 1 x4778 = 1 x4779 = 1 x4780 = 1 x4791 = 1 x4792 = 1 x4793 = 1 x4797 = 1 x4817 = 1 x4823 = 1 x4825 = 1 x4837 = 1 x4899 = 1 x4900 = 1 x4947 = 1 x4999 = 1 x5000 = 1 x5003 = 1 x5008 = 1 x5025 = 1 x5041 = 1 x5042 = 1 x5046 = 1 x5059 = 1 x5126 = 1 x5129 = 1 x5145 = 1 x5211 = 1 x5249 = 1 x5282 = 1 x5283 = 1 x5284 = 1 x5350 = 1 x5351 = 1 x5354 = 1 x5355 = 1 x5358 = 1 x5416 = 1 x5420 = 1 x5449 = 1 x5457 = 1 x5486 = 1 x5487 = 1 x5489 = 1 x5491 = 1 x5555 = 1 x5593 = 1 x5602 = 1 x5603 = 1 x5610 = 1 x5619 = 1 x5645 = 1 x5648 = 1 x5649 = 1 x5657 = 1 x5680 = 1 x5681 = 1 x5693 = 1 x5721 = 1 x5754 = 1 x5755 = 1 x5759 = 1 x5794 = 1 x5826 = 1 x5829 = 1 x5831 = 1 x5834 = 1 x5835 = 1 x5889 = 1 x5892 = 1 x5924 = 1 x5940 = 1 x5944 = 1 x6049 = 1 x6061 = 1 x6081 = 1 x6082 = 1 x6087 = 1 x6094 = 1 x6098 = 1 x6099 = 1 x6105 = 1 x6146 = 1 x6147 = 1 x6158 = 1 x6189 = 1 x6251 = 1 x6299 = 1 x6304 = 1 x6315 = 1 x6316 = 1 x6321 = 1 x6322 = 1 x6414 = 1 x6426 = 1 x6439 = 1 x6447 = 1 x6448 = 1 x6453 = 1 x6460 = 1 x6465 = 1 x6466 = 1 x6472 = 1 x6473 = 1 x6573 = 1 x6574 = 1 x6579 = 1 x6580 = 1 x6658 = 1 x6663 = 1 x6695 = 1 x6696 = 1 x6723 = 1 x6771 = 1 x6772 = 1 x6776 = 1 x6777 = 1 x6789 = 1 x6791 = 1 x6813 = 1 x6814 = 1 x6821 = 1 x6824 = 1 x6833 = 1 x6847 = 1 x7005 = 1 x7006 = 1 x7096 = 1 x7113 = 1 x7128 = 1 x7131 = 1 x7134 = 1 x7147 = 1 x7270 = 1 x7339 = 1 x7340 = 1 x7341 = 1 x7344 = 1 x7345 = 1 x7394 = 1 x7395 = 1 x7437 = 1 x7442 = 1 x7473 = 1 x7480 = 1 x7511 = 1 x7582 = 1 x7587 = 1 x7588 = 1 x7645 = 1 x7687 = 1 x7754 = 1 x7789 = 1 x7790 = 1 x7795 = 1 x7805 = 1 x7806 = 1 x7813 = 1 x7829 = 1 x7831 = 1 x7832 = 1 x7837 = 1 x7866 = 1 x7871 = 1 x7905 = 1 x7938 = 1 x7941 = 1 x7975 = 1 x7993 = 1 x7997 = 1 x8109 = 1 x8123 = 1 x8142 = 1 x8143 = 1 x8150 = 1 x8155 = 1 x8157 = 1 x8159 = 1 x8171 = 1 x8172 = 1 x8174 = 1 x8175 = 1 x8183 = 1 x8184 = 1 x8198 = 1 x8232 = 1 x8347 = 1 x8352 = 1 x8370 = 1 x8457 = 1 x8471 = 1 x8484 = 1 x8492 = 1 x8493 = 1 x8499 = 1 x8506 = 1 x8519 = 1 x8593 = 1 x8631 = 1 x8714 = 1 x8719 = 1 x8805 = 1 x8806 = 1 x8818 = 1 x8820 = 1 x8830 = 1 x8831 = 1 x8834 = 1 x8835 = 1 x8866 = 1 x8882 = 1 x9021 = 1 x9022 = 1 x9027 = 1 x9028 = 1 x9122 = 1 x9141 = 1 x9161 = 1 x9166 = 1 x9176 = 1 x9314 = 1 x9320 = 1 x9321 = 1 x9387 = 1 x9388 = 1 x9389 = 1 x9443 = 1 x9444 = 1 x9490 = 1 x9494 = 1 x9525 = 1 x9529 = 1 x9542 = 1 x9545 = 1 x9548 = 1 x9562 = 1 x9591 = 1 x9600 = 1 x9632 = 1 x9635 = 1 x9646 = 1 x9649 = 1 x9652 = 1 x9695 = 1 x9733 = 1 x9826 = 1 x9859 = 1 x9860 = 1 x9864 = 1 x9897 = 1 x9932 = 1 x9979 = 1 x9980 = 1 x9985 = 1 x10004 = 1 x10007 = 1 x10038 = 1 x10054 = 1 x10058 = 1 x10157 = 1 x10169 = 1 x10189 = 1 x10190 = 1 x10195 = 1 x10202 = 1 x10257 = 1 x10258 = 1 x10269 = 1 x10395 = 1 x10400 = 1 x10418 = 1 x10498 = 1 x10510 = 1 x10514 = 1 x10517 = 1 x10521 = 1 x10523 = 1 x10524 = 1 x10527 = 1 x10528 = 1 x10531 = 1 x10532 = 1 x10537 = 1 x10544 = 1 x10555 = 1 x10556 = 1 x10557 = 1 x10621 = 1 x10636 = 1 x10637 = 1 x10644 = 1 x10645 = 1 x10657 = 1 x10735 = 1 x10740 = 1 x10743 = 1 x10744 = 1 x10775 = 1 x10797 = 1 x10835 = 1 x10836 = 1 x10848 = 1 x10850 = 1 x10858 = 1 x10859 = 1 x10883 = 1 x10890 = 1 x10904 = 1 x10917 = 1 x10918 = 1 x11047 = 1 x11048 = 1 x11136 = 1 x11153 = 1 x11156 = 1 x11157 = 1 x11173 = 1 x11175 = 1 x11187 = 1 x11338 = 1 x11407 = 1 x11408 = 1 x11409 = 1 x11451 = 1 x11452 = 1 x11491 = 1 x11492 = 1 x11497 = 1 x11523 = 1 x11528 = 1 x11557 = 1 x11567 = 1 x11570 = 1 x11575 = 1 x11579 = 1 x11582 = 1 x11583 = 1 x11586 = 1 x11588 = 1 x11589 = 1 x11594 = 1 x11595 = 1 x11623 = 1 x11628 = 1 x11637 = 1 x11640 = 1 x11643 = 1 x11684 = 1 x11686 = 1 x11687 = 1 x11690 = 1 x11719 = 1 x11810 = 1 x11842 = 1 x11844 = 1 x11845 = 1 x11874 = 1 x11907 = 1 x11930 = 1 x11931 = 1 x12009 = 1 x12017 = 1 x12019 = 1 x12021 = 1 x12024 = 1 x12025 = 1 x12103 = 1 x12116 = 1 x12128 = 1 x12147 = 1 x12150 = 1 x12151 = 1 x12159 = 1 x12228 = 1 x12293 = 1 x12335 = 1 x12338 = 1 x12339 = 1 x12349 = 1 x12351 = 1 x12354 = 1 x12359 = 1 x12364 = 1 x12433 = 1 x12445 = 1 x12458 = 1 x12469 = 1 x12477 = 1 x12478 = 1 x12483 = 1 x12487 = 1 x12489 = 1 x12582 = 1 x12616 = 1 x12687 = 1 x12690 = 1 x12691 = 1 x12701 = 1 x12718 = 1 x12720 = 1 x12723 = 1 x12724 = 1 x12727 = 1 x12730 = 1 x12735 = 1 x12749 = 1 x12751 = 1 x12790 = 1 x12791 = 1 x12794 = 1 x12795 = 1 x12801 = 1 x12803 = 1 x12805 = 1 x12837 = 1 x12846 = 1 x12860 = 1 x12970 = 1 x12971 = 1 x12984 = 1 x12985 = 1 x13030 = 1 x13068 = 1 x13081 = 1 x13091 = 1 x13092 = 1 x13093 = 1 x13105 = 1 x13119 = 1 x13141 = 1 x13150 = 1 x13246 = 1 x13282 = 1 x13313 = 1 x13314 = 1 x13315 = 1 x13367 = 1 x13368 = 1 x13413 = 1 x13417 = 1 x13447 = 1 x13454 = 1 x13483 = 1 x13512 = 1 x13525 = 1 x13540 = 1 x13541 = 1 x13552 = 1 x13558 = 1 x13559 = 1 x13560 = 1 x13647 = 1 x13648 = 1 x13650 = 1 x13719 = 1 x13720 = 1 x13721 = 1 x13743 = 1 x13763 = 1 x13764 = 1 x13769 = 1 x13781 = 1 x13796 = 1 x13797 = 1 x13875 = 1 x13910 = 1 x13915 = 1 x13947 = 1 x13948 = 1 x13949 = 1 x13996 = 1 x14012 = 1 x14013 = 1 x14018 = 1 x14026 = 1 x14044 = 1 x14048 = 1 x14110 = 1 x14122 = 1 x14141 = 1 x14144 = 1 x14147 = 1 x14148 = 1 x14159 = 1 x14164 = 1 x14174 = 1 x14177 = 1 x14180 = 1 x14181 = 1 x14227 = 1 x14228 = 1 x14230 = 1 x14233 = 1 x14235 = 1 x14245 = 1 x14248 = 1 x14251 = 1 x14252 = 1 x14348 = 1 x14357 = 1 x14371 = 1 x14456 = 1 x14473 = 1 x14474 = 1 x14475 = 1 x14479 = 1 x14481 = 1 x14489 = 1 x14490 = 1 x14493 = 1 x14498 = 1 x14508 = 1 x14512 = 1 x14514 = 1 x14591 = 1 x14628 = 1 x14706 = 1 x14715 = 1 x14748 = 1 x14749 = 1 x14774 = 1 x14798 = 1 x14801 = 1 x14816 = 1 x14817 = 1 x14818 = 1 x14820 = 1 x14823 = 1 x14824 = 1 x14837 = 1 x14840 = 1 x14846 = 1 x14847 = 1 x14862 = 1 x14870 = 1 x14886 = 1 x14901 = 1 x14902 = 1 x15022 = 1 x15025 = 1 x15040 = 1 x15045 = 1 x15048 = 1 x15049 = 1 x15053 = 1 x15054 = 1 x15089 = 1 x15132 = 1 x15151 = 1 x15169 = 1 x15174 = 1 x15184 = 1 x15311 = 1 x15347 = 1 x15381 = 1 x15382 = 1 x15429 = 1 x15430 = 1 x15472 = 1 x15476 = 1 x15503 = 1 x15505 = 1 x15509 = 1 x15539 = 1 x15567 = 1 x15578 = 1 x15579 = 1 x15580 = 1 x15585 = 1 x15588 = 1 x15591 = 1 x15605 = 1 x15609 = 1 x15698 = 1 x15718 = 1 x15719 = 1 x15720 = 1 x15721 = 1 x15764 = 1 x15786 = 1 x15803 = 1 x15806 = 1 x15809 = 1 x15822 = 1 x15887 = 1 x15903 = 1 x15904 = 1 x15914 = 1 x15946 = 1 x15947 = 1 x15950 = 1 x15986 = 1 x16001 = 1 x16006 = 1 x16008 = 1 x16087 = 1 x16102 = 1 x16111 = 1 x16112 = 1 x16118 = 1 x16119 = 1 x16122 = 1 x16127 = 1 x16128 = 1 x16132 = 1 x16187 = 1 x16188 = 1 x16201 = 1 x16231 = 1 x16310 = 1 x16317 = 1 x16331 = 1 x16428 = 1 x16443 = 1 x16452 = 1 x16460 = 1 x16461 = 1 x16465 = 1 x16474 = 1 x16483 = 1 x16598 = 1 x16671 = 1 x16676 = 1 x16677 = 1 x16679 = 1 x16713 = 1 x16714 = 1 x16742 = 1 x16775 = 1 x16776 = 1 x16784 = 1 x16786 = 1 x16830 = 1 x16847 = 1 x16970 = 1 x16971 = 1 x17055 = 1 x17070 = 1 x17077 = 1 x17078 = 1 x17079 = 1 x17088 = 1 x17089 = 1 x17093 = 1 x17102 = 1 x17109 = 1 x17110 = 1 x17111 = 1 x17120 = 1 x17121 = 1 x17126 = 1 x17135 = 1 x17142 = 1 x17143 = 1 x17144 = 1 x17266 = 1 x17298 = 1 x17299 = 1 x17300 = 1 x17352 = 1 x17353 = 1 x17356 = 1 x17357 = 1 x17360 = 1 x17400 = 1 x17405 = 1 x17432 = 1 x17466 = 1 x17491 = 1 x17505 = 1 x17530 = 1 x17536 = 1 x17619 = 1 x17686 = 1 x17704 = 1 x17741 = 1 x17807 = 1 x17827 = 1 x17858 = 1 x17859 = 1 x17864 = 1 x17895 = 1 x17929 = 1 x17934 = 1 x17965 = 1 x18008 = 1 x18011 = 1 x18040 = 1 x18058 = 1 x18071 = 1 x18072 = 1 x18078 = 1 x18089 = 1 x18090 = 1 x18091 = 1 x18138 = 1 x18139 = 1 x18156 = 1 x18250 = 1 x18259 = 1 x18269 = 1 x18356 = 1 x18374 = 1 x18380 = 1 x18388 = 1 x18389 = 1 x18395 = 1 x18406 = 1 x18412 = 1 x18503 = 1 x18579 = 1 x18588 = 1 x18619 = 1 x18620 = 1 x18689 = 1 x18694 = 1 x18696 = 1 x18736 = 1 x18890 = 1 x18967 = 1 x18988 = 1 x19003 = 1 x19008 = 1 x19020 = 1 x19167 = 1 x19179 = 1 x19180 = 1 x19201 = 1 x19225 = 1 x19228 = 1 x19231 = 1 x19236 = 1 x19239 = 1 x19249 = 1 x19250 = 1 x19251 = 1 x19290 = 1 x19295 = 1 x19314 = 1 x19315 = 1 x19324 = 1 x19331 = 1 x19338 = 1 x19339 = 1 x19360 = 1 x19383 = 1 x19384 = 1 x19387 = 1 x19390 = 1 x19393 = 1 x19396 = 1 x19401 = 1 x19428 = 1 x19434 = 1 x19525 = 1 x19596 = 1 x19612 = 1 x19613 = 1 x19616 = 1 x19655 = 1 x19725 = 1 x19750 = 1 x19777 = 1 x19780 = 1 x19781 = 1 x19784 = 1 x19785 = 1 x19786 = 1 x19787 = 1 x19790 = 1 x19828 = 1 x19863 = 1 x19868 = 1 x19900 = 1 x19951 = 1 x19954 = 1 x19985 = 1 x20005 = 1 x20008 = 1 x20156 = 1 x20165 = 1 x20177 = 1 x20251 = 1 x20272 = 1 x20274 = 1 x20276 = 1 x20277 = 1 x20280 = 1 x20281 = 1 x20289 = 1 x20294 = 1 x20304 = 1 x20305 = 1 x20306 = 1 x20308 = 1 x20310 = 1 x20406 = 1 x20487 = 1 x20496 = 1 x20513 = 1 x20514 = 1 x20530 = 1 x20531 = 1 x20653 = 1 x20867 = 1 x20888 = 1 x20904 = 1 x20909 = 1 x20921 = 1 x21081 = 1 x21157 = 1 x21158 = 1 x21171 = 1 x21217 = 1 x21222 = 1 x21253 = 1 x21260 = 1 x21291 = 1 x21302 = 1 x21303 = 1 x21320 = 1 x21334 = 1 x21362 = 1 x21368 = 1 x21459 = 1 x21462 = 1 x21466 = 1 x21474 = 1 x21479 = 1 x21492 = 1 x21541 = 1 x21563 = 1 x21604 = 1 x21671 = 1 x21672 = 1 x21702 = 1 x21737 = 1 x21738 = 1 x21743 = 1 x21778 = 1 x21794 = 1 x21795 = 1 x21815 = 1 x21820 = 1 x21854 = 1 x21902 = 1 x21905 = 1 x21938 = 1 x21960 = 1 x21964 = 1 x22061 = 1 x22069 = 1 x22075 = 1 x22076 = 1 x22087 = 1 x22103 = 1 x22104 = 1 x22110 = 1 x22121 = 1 x22176 = 1 x22177 = 1 x22183 = 1 x22184 = 1 x22194 = 1 x22290 = 1 x22311 = 1 x22317 = 1 x22324 = 1 x22325 = 1 x22331 = 1 x22342 = 1 x22346 = 1 x22347 = 1 x22355 = 1 x22473 = 1 x22519 = 1 x22528 = 1 x22564 = 1 x22565 = 1 x22620 = 1 x22623 = 1 x22640 = 1 x22641 = 1 x22661 = 1 x22681 = 1 x22844 = 1 x22845 = 1 x22902 = 1 x22925 = 1 x22941 = 1 x22946 = 1 x22960 = 1 x23121 = 1 x23194 = 1 x23195 = 1 x23196 = 1 x23215 = 1 x23216 = 1 x23230 = 1 x23231 = 1 x23270 = 1 x23275 = 1 x23288 = 1 x23289 = 1 x23298 = 1 x23299 = 1 x23306 = 1 x23313 = 1 x23333 = 1 x23334 = 1 x23337 = 1 x23344 = 1 x23373 = 1 x23387 = 1 x23416 = 1 x23422 = 1 x23519 = 1 x23594 = 1 x23616 = 1 x23657 = 1 x23756 = 1 x23791 = 1 x23792 = 1 x23797 = 1 x23834 = 1 x23871 = 1 x23876 = 1 x23910 = 1 x23959 = 1 x23962 = 1 x23963 = 1 x23964 = 1 x23965 = 1 x23966 = 1 x23995 = 1 x24017 = 1 x24020 = 1 x24124 = 1 x24133 = 1 x24151 = 1 x24168 = 1 x24169 = 1 x24175 = 1 x24186 = 1 x24189 = 1 x24190 = 1 x24245 = 1 x24246 = 1 x24263 = 1 x24264 = 1 x24265 = 1 x24274 = 1 x24275 = 1 x24278 = 1 x24405 = 1 x24414 = 1 x24428 = 1 x24570 = 1 x24579 = 1 x24615 = 1 x24616 = 1 x24693 = 1 x24694 = 1 x24703 = 1 x24705 = 1 x24744 = 1 x24764 = 1 x24924 = 1 x24925 = 1 x25010 = 1 x25033 = 1 x25049 = 1 x25054 = 1 x25068 = 1 x25211 = 1 x25212 = 1 x25217 = 1 x25230 = 1 x25277 = 1 x25278 = 1 x25301 = 1 x25364 = 1 x25369 = 1 x25398 = 1 x25405 = 1 x25434 = 1 x25448 = 1 x25449 = 1 x25456 = 1 x25461 = 1 x25475 = 1 x25502 = 1 x25508 = 1 x25596 = 1 x25597 = 1 x25599 = 1 x25670 = 1 x25690 = 1 x25719 = 1 x25720 = 1 x25730 = 1 x25802 = 1 x25825 = 1 x25858 = 1 x25859 = 1 x25864 = 1 x25894 = 1 x25920 = 1 x25921 = 1 x25929 = 1 x25934 = 1 x25966 = 1 x26015 = 1 x26018 = 1 x26048 = 1 x26068 = 1 x26072 = 1 x26159 = 1 x26169 = 1 x26201 = 1 x26202 = 1 x26208 = 1 x26217 = 1 x26266 = 1 x26267 = 1 x26283 = 1 x26412 = 1 x26413 = 1 x26419 = 1 x26430 = 1 x26444 = 1 x26529 = 1 x26548 = 1 x26554 = 1 x26561 = 1 x26562 = 1 x26568 = 1 x26577 = 1 x26581 = 1 x26582 = 1 x26590 = 1 x26702 = 1 x26739 = 1 x26757 = 1 x26914 = 1 x26915 = 1 x26969 = 1 x26990 = 1 x27006 = 1 x27011 = 1 x27015 = 1 x27016 = 1 x27023 = 1 x27178 = 1 x27247 = 1 x27248 = 1 x27249 = 1 x27301 = 1 x27302 = 1 x27310 = 1 x27315 = 1 x27328 = 1 x27331 = 1 x27336 = 1 x27344 = 1 x27351 = 1 x27380 = 1 x27407 = 1 x27421 = 1 x27448 = 1 x27454 = 1 x27545 = 1 x27557 = 1 x27560 = 1 x27565 = 1 x27616 = 1 x27636 = 1 x27675 = 1 x27768 = 1 x27802 = 1 x27803 = 1 x27808 = 1 x27842 = 1 x27877 = 1 x27882 = 1 x27883 = 1 x27884 = 1 x27914 = 1 x27915 = 1 x27916 = 1 x27959 = 1 x27962 = 1 x27963 = 1 x27966 = 1 x27968 = 1 x27993 = 1 x28002 = 1 x28003 = 1 x28013 = 1 x28017 = 1 x28112 = 1 x28122 = 1 x28154 = 1 x28155 = 1 x28161 = 1 x28172 = 1 x28223 = 1 x28224 = 1 x28241 = 1 x28376 = 1 x28385 = 1 x28401 = 1 x28492 = 1 x28511 = 1 x28517 = 1 x28524 = 1 x28525 = 1 x28531 = 1 x28542 = 1 x28544 = 1 x28545 = 1 x28553 = 1 x28652 = 1 x28653 = 1 x28658 = 1 x28659 = 1 x28660 = 1 x28737 = 1 x28746 = 1 x28781 = 1 x28782 = 1 x28837 = 1 x28840 = 1 x28857 = 1 x28858 = 1 x28879 = 1 x28880 = 1 x28886 = 1 x28889 = 1 x28915 = 1 x28916 = 1 x28919 = 1 x28922 = 1 x28936 = 1 x28952 = 1 x28957 = 1 x28969 = 1 x29126 = 1 x29129 = 1 x29130 = 1 x29195 = 1 x29196 = 1 x29197 = 1 x29248 = 1 x29249 = 1 x29281 = 1 x29286 = 1 x29313 = 1 x29314 = 1 x29317 = 1 x29324 = 1 x29355 = 1 x29384 = 1 x29393 = 1 x29394 = 1 x29398 = 1 x29415 = 1 x29416 = 1 x29427 = 1 x29433 = 1 x29530 = 1 x29605 = 1 x29627 = 1 x29668 = 1 x29767 = 1 x29802 = 1 x29803 = 1 x29808 = 1 x29830 = 1 x29831 = 1 x29834 = 1 x29845 = 1 x29847 = 1 x29848 = 1 x29853 = 1 x29883 = 1 x29888 = 1 x29923 = 1 x29980 = 1 x29983 = 1 x30016 = 1 x30034 = 1 x30040 = 1 x30041 = 1 x30043 = 1 x30046 = 1 x30047 = 1 x30146 = 1 x30158 = 1 x30176 = 1 x30185 = 1 x30188 = 1 x30189 = 1 x30192 = 1 x30193 = 1 x30199 = 1 x30210 = 1 x30267 = 1 x30268 = 1 x30285 = 1 x30429 = 1 x30438 = 1 x30452 = 1 x30558 = 1 x30579 = 1 x30583 = 1 x30592 = 1 x30593 = 1 x30599 = 1 x30610 = 1 x30614 = 1 x30615 = 1 x30619 = 1 x30749 = 1 x30832 = 1 x30841 = 1 x30877 = 1 x30878 = 1 x30962 = 1 x30963 = 1 x30971 = 1 x30973 = 1 x31019 = 1 x31039 = 1 x31206 = 1 x31207 = 1 x33192 = 1 x33193 = 1 x33194 = 1 x33195 = 1 x33196 = 1 x33197 = 1 x33198 = 1 x33199 = 1 x33200 = 1 x33201 = 1 x33202 = 1 x33203 = 99986 x33204 = 1 x33205 = 1 x33206 = 1 x33301 = 1 x33303 = 1 x33315 = 1 x33328 = 1 x33330 = 1 x33360 = 1 x33361 = 1 x33362 = 1 x33363 = 1 x33366 = 1 x33372 = 1 x33385 = 1 x33388 = 1 x33400 = 1 x33420 = 1 x33464 = 1 x33479 = 1 x33481 = 1 x33484 = 1 x33486 = 1 x33488 = 1 x33492 = 1 x33495 = 1 x33498 = 1 x33499 = 1 x33500 = 1 x33503 = 1 x33506 = 1 x33507 = 1 x33512 = 1 x33514 = 1 x33523 = 1 x33524 = 1 x33531 = 1 x33539 = 1 x33541 = 1 x33556 = 1 x33563 = 1 x33570 = 1 x33579 = 1 x33584 = 1 x33586 = 1 x33600 = 1 x33604 = 1 x33624 = 1 x33628 = 1 x33629 = 1 x33632 = 1 x33634 = 1 x33636 = 1 x33645 = 1 x33650 = 1 x33657 = 1 x33659 = 1 x33661 = 1 x33663 = 1 x33665 = 1 x33671 = 1 x33678 = 1 x33686 = 1 x33692 = 1 x33695 = 1 x33697 = 1 x33699 = 1 x33700 = 1 x33706 = 1 x33709 = 1 x33716 = 1 x33722 = 1 x33728 = 1 x33732 = 1 x33742 = 1 x33748 = 1 x33750 = 1 x33753 = 1 x33762 = 1 x33763 = 1 x33764 = 1 x33768 = 1 x33770 = 1 x33771 = 1 x33773 = 1 x33788 = 1 x33795 = 1 x33797 = 1 x33800 = 1 x33801 = 1 x33802 = 1 x33852 = 1 x33854 = 1 x33856 = 1 x33858 = 1 x33860 = 1 x33866 = 1 x33870 = 1 x33874 = 1 x33877 = 1 x33882 = 1 x33935 = 1 x33940 = 1 x33941 = 1 x33943 = 1 x33946 = 1 x33950 = 1 x33953 = 1 x33955 = 1 x33959 = 1 x33960 = 1 x33961 = 1 x33962 = 1 x33964 = 1 x33970 = 1 x33974 = 1 x33978 = 1 x33979 = 1 x33984 = 1 x33985 = 1 x33991 = 1 x33995 = 1 x33997 = 1 x34000 = 1 x34003 = 1 x34004 = 1 x34005 = 1 x34010 = 1 x34011 = 1 x34012 = 1 x34014 = 1 x34021 = 1 x34024 = 1 x34028 = 1 x34030 = 1 x34038 = 1 x34040 = 1 x34042 = 1 x34046 = 1 x34048 = 1 x34555 = 1 x36075 = 1 x37131 = 1 x38158 = 1 x39061 = 1 x40969 = 1 Feasible FOUND in 66 iterations! First sol: obj=172.0141878815201 time=23 iter=66 restarts=12 stage=1 22.18user 0.10system 0:22.40elapsed 99%CPU (0avgtext+0avgdata 0maxresident)k 96inputs+14216outputs (0major+44887minor)pagefaults 0swaps