\ Equation counts \ Total E G L N X C B \ 5004 251 2886 1867 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 1297 1057 240 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 15762 15654 108 0 \ Maximize obj: 251266.666666667 + 0 b1 + 0 b2 + 0 b3 + 0 b4 + 0 b5 + 0 b6 + 0 b7 + 0 b8 + 0 b9 + 0 b10 + 0 b11 + 0 b12 + 0 b13 + 0 b14 + 0 b15 + 0 b16 + 0 b17 + 0 b18 + 0 b19 + 0 b20 + 0 b21 + 0 b22 + 0 b23 + 0 b24 + 0 b25 + 0 b26 + 0 b27 + 0 b28 + 0 b29 + 0 b30 + 0 b31 + 0 b32 + 0 b33 + 0 b34 + 0 b35 + 0 b36 + 0 b37 + 0 b38 + 0 b39 + 0 b40 + 0 b41 + 0 b42 + 0 b43 + 0 b44 + 0 b45 + 0 b46 + 0 b47 + 0 b48 + 0 b49 + 0 b50 + 0 b51 + 0 b52 + 0 b53 + 0 b54 + 0 b55 + 0 b56 + 0 b57 + 0 b58 + 0 b59 + 0 b60 + 0 b61 + 0 b62 + 0 b63 + 0 b64 + 0 b65 + 0 b66 + 0 b67 + 0 b68 + 0 b69 + 0 b70 + 0 b71 + 0 b72 + 0 b73 + 0 b74 + 0 b75 + 0 b76 + 0 b77 + 0 b78 + 0 b79 + 0 b80 + 0 b81 + 0 b82 + 0 b83 + 0 b84 + 0 b85 + 0 b86 + 0 b87 + 0 b88 + 0 b89 + 0 b90 + 0 b91 + 0 b92 + 0 b93 + 0 b94 + 0 b95 + 0 b96 + 0 b97 + 0 b98 + 0 b99 + 0 b100 + 0 b101 + 0 b102 + 0 b103 + 0 b104 + 0 b105 + 0 b106 + 0 b107 + 0 b108 + 0 b109 + 0 b110 + 0 b111 + 0 b112 + 0 b113 + 0 b114 + 0 b115 + 0 b116 + 0 b117 + 0 b118 + 0 b119 + 0 b120 + 0 b121 + 0 b122 + 0 b123 + 0 b124 + 0 b125 + 0 b126 + 0 b127 + 0 b128 + 0 b129 + 0 b130 + 0 b131 + 0 b132 + 0 b133 + 0 b134 + 0 b135 + 0 b136 + 0 b137 + 0 b138 + 0 b139 + 0 b140 + 0 b141 + 0 b142 + 0 b143 + 0 b144 + 0 b145 + 0 b146 + 0 b147 + 0 b148 + 0 b149 + 0 b150 + 0 b151 + 0 b152 + 0 b153 + 0 b154 + 0 b155 + 0 b156 + 0 b157 + 0 b158 + 0 b159 + 0 b160 + 0 b161 + 0 b162 + 0 b163 + 0 b164 + 0 b165 + 0 b166 + 0 b167 + 0 b168 + 0 b169 + 0 b170 + 0 b171 + 0 b172 + 0 b173 + 0 b174 + 0 b175 + 0 b176 + 0 b177 + 0 b178 + 0 b179 + 0 b180 + 0 b181 + 0 b182 + 0 b183 + 0 b184 + 0 b185 + 0 b186 + 0 b187 + 0 b188 + 0 b189 + 0 b190 + 0 b191 + 0 b192 + 0 b193 + 0 b194 + 0 b195 + 0 b196 + 0 b197 + 0 b198 + 0 b199 + 0 b200 + 0 b201 + 0 b202 + 0 b203 + 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0 x407 + 0 x408 + 0 x409 + 0 x410 + 0 x411 + 0 x412 + 0 x413 + 0 x414 + 0 x415 - 1.13e3 x416 - 1.13e3 x417 - 1.13e3 x418 - 1.13e3 x419 - 1.13e3 x420 - 1.13e3 x421 - 1.13e3 x422 - 1.13e3 x423 - 1.13e3 x424 - 1.13e3 x425 - 1.13e3 x426 - 1.13e3 x427 - 1.13e3 x428 - 1.13e3 x429 - 1.13e3 x430 - 1.13e3 x431 - 1.13e3 x432 - 1.13e3 x433 - 1.13e3 x434 - 1.13e3 x435 - 1.13e3 x436 - 1.13e3 x437 - 1.13e3 x438 - 1.13e3 x439 - 1.13e3 x440 - 1.13e3 x441 - 1.13e3 x442 - 1.13e3 x443 - 1.13e3 x444 - 1.13e3 x445 - 1.13e3 x446 - 1.13e3 x447 - 1.13e3 x448 - 1.13e3 x449 - 1.13e3 x450 - 1.13e3 x451 - 1.13e3 x452 - 1.13e3 x453 - 1.13e3 x454 - 1.13e3 x455 - 1.13e3 x456 - 1.13e3 x457 - 1.13e3 x458 - 1.13e3 x459 - 1.13e3 x460 - 1.13e3 x461 - 1.13e3 x462 - 1.13e3 x463 - 1.13e3 x464 - 1.13e3 x465 - 1.13e3 x466 - 1.13e3 x467 - 1.13e3 x468 - 1.13e3 x469 - 1.13e3 x470 - 1.13e3 x471 - 1.13e3 x472 - 1.13e3 x473 - 1.13e3 x474 - 1.13e3 x475 - 1.13e3 x476 - 1.13e3 x477 - 1.13e3 x478 - 1.13e3 x479 - 1.13e3 x480 - 1.13e3 x481 - 1.13e3 x482 - 1.13e3 x483 - 1.13e3 x484 - 1.13e3 x485 - 1.13e3 x486 - 1.13e3 x487 - 1.13e3 x488 - 1.13e3 x489 - 1.13e3 x490 - 1.13e3 x491 - 1.13e3 x492 - 1.13e3 x493 - 1.13e3 x494 - 1.13e3 x495 - 1.13e3 x496 - 1.13e3 x497 - 1.13e3 x498 - 1.13e3 x499 - 1.13e3 x500 - 1.13e3 x501 - 1.13e3 x502 - 1.13e3 x503 - 1.13e3 x504 - 1.13e3 x505 - 1.13e3 x506 - 1.13e3 x507 - 1.13e3 x508 - 1.13e3 x509 - 1.13e3 x510 - 1.13e3 x511 - 1.13e3 x512 - 1.13e3 x513 - 1.13e3 x514 - 1.13e3 x515 - 1.13e3 x516 - 1.13e3 x517 - 1.13e3 x518 - 1.13e3 x519 - 1.13e3 x520 - 1.13e3 x521 - 1.13e3 x522 - 1.13e3 x523 - 1.13e3 x524 - 1.13e3 x525 - 1.13e3 x526 - 1.13e3 x527 - 1.13e3 x528 - 1.13e3 x529 - 1.13e3 x530 - 1.13e3 x531 - 1.13e3 x532 - 1.13e3 x533 - 1.13e3 x534 - 1.13e3 x535 - 1.13e3 x536 - 1.13e3 x537 - 1.13e3 x538 - 1.13e3 x539 - 1.13e3 x540 - 1.13e3 x541 - 1.13e3 x542 - 1.13e3 x543 - 1.13e3 x544 - 1.13e3 x545 - 1.13e3 x546 - 1.13e3 x547 - 1.13e3 x548 - 1.13e3 x549 - 1.13e3 x550 - 1574 x551 - 1574 x552 - 1574 x553 - 1574 x554 - 1574 x555 - 1574 x556 - 1574 x557 - 1574 x558 - 1574 x559 - 1574 x560 - 1671 x561 - 1671 x562 - 1671 x563 - 1671 x564 - 1671 x565 - 1574 x566 - 1574 x567 - 1574 x568 - 1574 x569 - 1574 x570 - 1574 x571 - 1574 x572 - 1574 x573 - 1574 x574 - 1574 x575 - 1.15e3 x576 - 1.15e3 x577 - 1.15e3 x578 - 1.15e3 x579 - 1.15e3 x580 - 1.13e3 x581 - 1.13e3 x582 - 1.13e3 x583 - 1.13e3 x584 - 1.13e3 x585 - 1.13e3 x586 - 1.13e3 x587 - 1.13e3 x588 - 1.13e3 x589 - 1.13e3 x590 - 1.13e3 x591 - 1.13e3 x592 - 1.13e3 x593 - 1.13e3 x594 - 1.13e3 x595 - 1.13e3 x596 - 1.13e3 x597 - 1.13e3 x598 - 1.13e3 x599 - 1.13e3 x600 - 1.13e3 x601 - 1.13e3 x602 - 1.13e3 x603 - 1.13e3 x604 - 1.13e3 x605 - 1.13e3 x606 - 1.13e3 x607 - 1.13e3 x608 - 1.13e3 x609 - 1.13e3 x610 - 1.15e3 x611 - 1.15e3 x612 - 1.15e3 x613 - 1.15e3 x614 - 1.15e3 x615 - 1622.5 x616 - 1622.5 x617 - 1622.5 x618 - 1622.5 x619 - 1622.5 x620 + 2e3 x621 + 2e3 x622 + 2e3 x623 + 2e3 x624 + 2e3 x625 + 2e3 x626 + 2e3 x627 + 2e3 x628 + 2e3 x629 + 2e3 x630 + 2e3 x631 + 2e3 x632 + 2e3 x633 + 2e3 x634 + 2e3 x635 + 2e3 x636 + 2e3 x637 - 7e3 x638 - 7e3 x639 - 7e3 x640 - 7e3 x641 - 7e3 x642 - 7e3 x643 - 7e3 x644 - 7e3 x645 - 7e3 x646 - 7e3 x647 - 7e3 x648 - 7e3 x649 - 7e3 x650 - 7e3 x651 - 7e3 x652 - 7e3 x653 - 7e3 x654 + 0 x655 + 0 x656 + 0 x657 + 0 x658 + 0 x659 + 0 x660 + 0 x661 + 0 x662 + 0 x663 + 0 x664 + 0 x665 + 0 x666 + 0 x667 + 0 x668 + 0 x669 + 0 x670 + 0 x671 + 0 x672 + 0 x673 + 0 x674 + 0 x675 + 0 x676 + 0 x677 + 0 x678 + 0 x679 + 0 x680 + 0 x681 + 0 x682 + 0 x683 + 0 x684 + 0 x685 + 0 x686 + 0 x687 + 0 x688 + 0 x689 + 0 x690 + 0 x691 + 0 x692 + 0 x693 + 0 x694 + 0 x695 + 0 x696 + 0 x697 + 0 x698 + 0 x699 + 0 x700 + 0 x701 + 0 x702 + 0 x703 + 0 x704 + 0 x705 + 0 x706 + 0 x707 + 0 x708 + 0 x709 + 0 x710 + 0 x711 + 0 x712 + 0 x713 + 0 x714 + 0 x715 + 0 x716 + 0 x717 + 0 x718 + 0 x719 + 0 x720 + 0 x721 + 0 x722 + 0 x723 + 0 x724 + 0 x725 + 0 x726 + 0 x727 + 0 x728 + 0 x729 + 0 x730 + 0 x731 + 0 x732 + 0 x733 + 0 x734 + 0 x735 + 0 x736 + 0 x737 + 0 x738 + 0 x739 + 0 x740 + 0 x741 + 0 x742 + 0 x743 + 0 x744 + 0 x745 + 0 x746 + 0 x747 + 0 x748 + 0 x749 + 0 x750 + 0 x751 + 0 x752 + 0 x753 + 0 x754 + 0 x755 + 0 x756 + 0 x757 + 0 x758 + 0 x759 + 0 x760 + 0 x761 + 0 x762 + 0 x763 + 0 x764 + 0 x765 + 0 x766 + 0 x767 + 0 x768 + 0 x769 + 0 x770 + 0 x771 + 0 x772 + 0 x773 + 0 x774 + 0 x775 + 0 x776 + 0 x777 + 0 x778 + 0 x779 + 0 x780 + 0 x781 + 0 x782 + 0 x783 + 0 x784 + 0 x785 + 0 x786 + 0 x787 + 0 x788 + 0 x789 + 0 x790 + 0 x791 + 0 x792 + 0 x793 + 0 x794 + 0 x795 + 0 x796 + 0 x797 + 0 x798 + 0 x799 + 0 x800 + 0 x801 + 0 x802 + 0 x803 + 0 x804 + 0 x805 + 0 x806 + 0 x807 + 0 x808 + 0 x809 + 0 x810 + 0 x811 + 0 x812 + 0 x813 + 0 x814 + 0 x815 + 0 x816 + 0 x817 + 0 x818 + 0 x819 + 0 x820 + 0 x821 + 0 x822 + 0 x823 + 0 x824 + 0 x825 + 0 x826 + 0 x827 + 0 x828 + 0 x829 + 0 x830 + 0 x831 + 0 x832 + 0 x833 + 0 x834 + 0 x835 + 0 x836 + 0 x837 + 0 x838 + 0 x839 + 0 x840 + 0 x841 + 0 x842 + 0 x843 + 0 x844 + 0 x845 + 0 x846 + 0 x847 + 0 x848 + 0 x849 + 0 x850 + 0 x851 + 0 x852 + 0 x853 + 0 x854 + 0 x855 + 0 x856 + 0 x857 + 0 x858 + 0 x859 + 0 x860 + 0 x861 + 0 x862 + 0 x863 + 0 x864 + 0 x865 + 0 x866 + 0 x867 + 0 x868 + 0 x869 + 0 x870 + 0 x871 + 0 x872 + 0 x873 + 0 x874 + 0 x875 + 0 x876 + 0 x877 + 0 x878 + 0 x879 + 0 x880 + 0 x881 + 0 x882 + 0 x883 + 0 x884 + 0 x885 + 0 x886 + 0 x887 + 0 x888 + 0 x889 + 0 x890 + 0 x891 + 0 x892 + 0 x893 + 0 x894 + 0 x895 + 0 x896 + 0 x897 + 0 x898 + 0 x899 + 0 x900 + 0 x901 + 0 x902 + 0 x903 + 0 x904 + 0 x905 + 0 x906 + 0 x907 + 0 x908 + 0 x909 + 0 x910 + 0 x911 + 0 x912 + 0 x913 + 0 x914 + 0 x915 + 0 x916 + 0 x917 + 0 x918 + 0 x919 + 0 x920 + 0 x921 + 0 x922 + 0 x923 + 0 x924 + 0 x925 + 0 x926 + 0 x927 + 0 x928 + 0 x929 + 0 x930 + 0 x931 + 0 x932 + 0 x933 + 0 x934 + 0 x935 + 0 x936 + 0 x937 + 0 x938 + 0 x939 + 0 x940 + 0 x941 + 0 x942 + 0 x943 + 0 x944 + 0 x945 + 0 x946 + 0 x947 + 0 x948 + 0 x949 + 0 x950 + 0 x951 + 0 x952 + 0 x953 + 0 x954 + 0 x955 + 0 x956 + 0 x957 + 0 x958 + 0 x959 + 0 x960 + 0 x961 + 0 x962 + 0 x963 + 0 x964 + 0 x965 + 0 x966 + 0 x967 + 0 x968 + 0 x969 + 0 x970 + 0 x971 + 0 x972 + 0 x973 + 0 x974 + 0 x975 + 0 x976 + 0 x977 + 0 x978 + 0 x979 + 0 x980 + 0 x981 + 0 x982 + 0 x983 + 0 x984 + 0 x985 + 0 x986 + 0 x987 + 0 x988 + 0 x989 + 0 x990 + 0 x991 + 0 x992 + 0 x993 + 0 x994 + 0 x995 + 0 x996 + 0 x997 + 0 x998 + 0 x999 + 0 x1000 + 0 x1001 + 0 x1002 + 0 x1003 + 0 x1004 + 0 x1005 + 0 x1006 + 0 x1007 + 0 x1008 + 0 x1009 + 0 x1010 + 0 x1011 + 0 x1012 + 0 x1013 + 0 x1014 + 0 x1015 + 0 x1016 + 0 x1017 + 0 x1018 + 0 x1019 + 0 x1020 + 0 x1021 + 0 x1022 + 0 x1023 + 0 x1024 + 0 x1025 + 0 x1026 + 0 x1027 + 0 x1028 + 0 x1029 + 0 x1030 + 0 x1031 + 0 x1032 + 0 x1033 + 0 x1034 + 0 x1035 + 0 x1036 + 0 x1037 + 0 x1038 + 0 x1039 + 0 x1040 + 0 x1041 + 0 x1042 + 0 x1043 + 0 x1044 + 0 x1045 + 0 x1046 + 0 x1047 + 0 x1048 + 0 x1049 + 0 x1050 + 0 x1051 + 0 x1052 + 0 x1053 + 0 x1054 + 0 x1055 + 0 x1056 + 0 x1057 + 0 x1058 + 0 x1059 + 0 x1060 + 0 x1061 + 0 x1062 + 0 x1063 + 0 x1064 + 0 x1065 + 0 x1066 + 0 x1067 + 0 x1068 + 0 x1069 + 0 x1070 + 0 x1071 + 0 x1072 + 0 x1073 + 0 x1074 + 0 x1075 + 0 x1076 + 0 x1077 + 0 x1078 + 0 x1079 + 0 x1080 + 0 x1081 + 0 x1082 + 0 x1083 + 0 x1084 + 0 x1085 + 0 x1086 + 0 x1087 + 0 x1088 + 0 x1089 + 0 x1090 + 0 x1091 + 0 x1092 + 0 x1093 + 0 x1094 + 0 x1095 + 0 x1096 + 0 x1097 + 0 x1098 + 0 x1099 + 0 x1100 + 0 x1101 + 0 x1102 + 0 x1103 + 0 x1104 + 0 x1105 + 0 x1106 + 0 x1107 + 0 x1108 + 0 x1109 + 0 x1110 + 0 x1111 + 0 x1112 + 0 x1113 + 0 x1114 + 0 x1115 + 0 x1116 + 0 x1117 + 0 x1118 + 0 x1119 + 0 x1120 + 0 x1121 + 0 x1122 + 0 x1123 + 0 x1124 + 0 x1125 + 0 x1126 + 0 x1127 + 0 x1128 + 0 x1129 + 0 x1130 + 0 x1131 + 0 x1132 + 0 x1133 + 0 x1134 + 0 x1135 + 0 x1136 + 0 x1137 + 0 x1138 + 0 x1139 + 0 x1140 + 0 x1141 + 0 x1142 + 0 x1143 + 0 x1144 + 0 x1145 + 0 x1146 + 0 x1147 + 0 x1148 + 0 x1149 + 0 x1150 + 0 x1151 + 0 x1152 + 0 x1153 + 0 x1154 + 0 x1155 + 0 x1156 + 0 x1157 + 0 x1158 + 0 x1159 + 0 x1160 + 0 x1161 + 0 x1162 + 0 x1163 + 0 x1164 - 5.83333333333333e-2 x1165 - 5.83333333333333e-2 x1166 - 5.83333333333333e-2 x1167 - 5.83333333333333e-2 x1168 - 5.83333333333333e-2 x1169 - 5.83333333333333e-2 x1170 - 5.83333333333333e-2 x1171 - 5.83333333333333e-2 x1172 - 5.83333333333333e-2 x1173 - 5.83333333333333e-2 x1174 - 5.83333333333333e-2 x1175 - 5.83333333333333e-2 x1176 - 5.83333333333333e-2 x1177 - 5.83333333333333e-2 x1178 - 5.83333333333333e-2 x1179 - 5.83333333333333e-2 x1180 - 5.83333333333333e-2 x1181 - 5.83333333333333e-2 x1182 - 5.83333333333333e-2 x1183 - 5.83333333333333e-2 x1184 - 5.83333333333333e-2 x1185 - 5.83333333333333e-2 x1186 - 5.83333333333333e-2 x1187 - 5.83333333333333e-2 x1188 - 5.83333333333333e-2 x1189 - 5.83333333333333e-2 x1190 - 5.83333333333333e-2 x1191 - 5.83333333333333e-2 x1192 - 5.83333333333333e-2 x1193 - 5.83333333333333e-2 x1194 - 5.83333333333333e-2 x1195 - 5.83333333333333e-2 x1196 - 5.83333333333333e-2 x1197 - 5.83333333333333e-2 x1198 - 5.83333333333333e-2 x1199 + 0 x1200 + 0 x1201 + 0 x1202 + 0 x1203 + 0 x1204 + 0 x1205 + 0 x1206 + 0 x1207 + 0 x1208 + 0 x1209 + 0 x1210 + 0 x1211 + 0 x1212 + 0 x1213 + 0 x1214 + 0 x1215 + 0 x1216 + 0 x1217 + 0 x1218 + 0 x1219 + 0 x1220 + 0 x1221 + 0 x1222 + 0 x1223 + 0 x1224 + 0 x1225 + 0 x1226 + 0 x1227 + 0 x1228 + 0 x1229 + 0 x1230 + 0 x1231 + 0 x1232 + 0 x1233 + 0 x1234 + 0 x1235 + 0 x1236 + 0 x1237 + 0 x1238 + 0 x1239 + 0 x1240 + 0 x1241 + 0 x1242 + 0 x1243 + 0 x1244 - 1e3 x1245 - 1e3 x1246 - 1e3 x1247 - 1e3 x1248 - 1e3 x1249 - 1e3 x1250 - 1e3 x1251 - 1e3 x1252 + 0 x1253 + 0 x1254 + 0 x1255 + 0 x1256 + 0 x1257 + 0 x1258 + 0 x1259 + 0 x1260 + 0 x1261 + 0 x1262 + 0 x1263 + 0 x1264 + 0 x1265 + 0 x1266 + 0 x1267 + 0 x1268 + 0 x1269 + 0 x1270 + 0 x1271 + 0 x1272 + 0 x1273 + 0 x1274 + 0 x1275 + 0 x1276 + 0 x1277 + 0 x1278 + 0 x1279 + 0 x1280 + 0 x1281 + 0 x1282 + 0 x1283 + 0 x1284 + 0 x1285 + 0 x1286 + 0 x1287 + 0 x1288 + 0 x1289 + 0 x1290 + 0 x1291 + 0 x1292 + 0 x1293 + 0 x1294 + 0 x1295 + 0 x1296 + 0 x1297 Subject To e1: b1 + b6 + b11 <= 1 e2: b2 + b7 + b12 <= 1 e3: b3 + b8 + b13 <= 1 e4: b4 + b9 + b14 <= 1 e5: b5 + b10 + b15 <= 1 e6: b16 + b21 + b26 <= 1 e7: b17 + b22 + b27 <= 1 e8: b18 + b23 + b28 <= 1 e9: b19 + b24 + b29 <= 1 e10: b20 + b25 + b30 <= 1 e11: b31 + b36 + b41 <= 1 e12: b32 + b37 + b42 <= 1 e13: b33 + b38 + b43 <= 1 e14: b34 + b39 + b44 <= 1 e15: b35 + b40 + b45 <= 1 e16: b46 + b51 + b56 <= 1 e17: b47 + b52 + b57 <= 1 e18: b48 + b53 + b58 <= 1 e19: b49 + b54 + b59 <= 1 e20: b50 + b55 + b60 <= 1 e21: b61 + b66 + b71 <= 1 e22: b62 + b67 + b72 <= 1 e23: b63 + b68 + b73 <= 1 e24: b64 + b69 + b74 <= 1 e25: b65 + b70 + b75 <= 1 e26: b76 + b81 + b86 <= 1 e27: b77 + b82 + b87 <= 1 e28: b78 + b83 + b88 <= 1 e29: b79 + b84 + b89 <= 1 e30: b80 + b85 + b90 <= 1 e31: b91 + b96 + b101 <= 1 e32: b92 + b97 + b102 <= 1 e33: b93 + b98 + b103 <= 1 e34: b94 + b99 + b104 <= 1 e35: b95 + b100 + b105 <= 1 e36: b106 + b111 + b116 <= 1 e37: b107 + b112 + b117 <= 1 e38: b108 + b113 + b118 <= 1 e39: b109 + b114 + b119 <= 1 e40: b110 + b115 + b120 <= 1 e41: b121 + b126 + b131 <= 1 e42: b122 + b127 + b132 <= 1 e43: b123 + b128 + b133 <= 1 e44: b124 + b129 + b134 <= 1 e45: b125 + b130 + b135 <= 1 e46: b136 + b141 <= 1 e47: b137 + b142 <= 1 e48: b138 + b143 <= 1 e49: b139 + b144 <= 1 e50: b140 + b145 <= 1 e51: b146 <= 1 e52: b147 <= 1 e53: b148 <= 1 e54: b149 <= 1 e55: b150 <= 1 e56: b151 + b156 <= 1 e57: b152 + b157 <= 1 e58: b153 + b158 <= 1 e59: b154 + b159 <= 1 e60: b155 + b160 <= 1 e61: b161 <= 1 e62: b162 <= 1 e63: b163 <= 1 e64: b164 <= 1 e65: b165 <= 1 e66: b166 + b171 + b176 <= 1 e67: b167 + b172 + b177 <= 1 e68: b168 + b173 + b178 <= 1 e69: b169 + b174 + b179 <= 1 e70: b170 + b175 + b180 <= 1 e71: b181 + b186 + b191 <= 1 e72: b182 + b187 + b192 <= 1 e73: b183 + b188 + b193 <= 1 e74: b184 + b189 + b194 <= 1 e75: b185 + b190 + b195 <= 1 e76: b196 <= 1 e77: b197 <= 1 e78: b198 <= 1 e79: b199 <= 1 e80: b200 <= 1 e81: b201 <= 1 e82: b202 <= 1 e83: b203 <= 1 e84: b204 <= 1 e85: b205 <= 1 e86: b1 + b6 + b11 + b16 + b21 + b26 + b31 + b36 + b41 + b46 + b51 + b56 + b61 + b66 + b71 + b76 + b81 + b86 + b91 + b96 + b101 + b106 + b111 + b116 + b121 + b126 + b131 + b136 + b141 + b146 + b151 + b156 + b161 + b166 + b171 + b176 + b181 + b186 + b191 + b196 + b201 <= 4 e87: b2 + b7 + b12 + b17 + b22 + b27 + b32 + b37 + b42 + b47 + b52 + b57 + b62 + b67 + b72 + b77 + b82 + b87 + b92 + b97 + b102 + b107 + b112 + b117 + b122 + b127 + b132 + b137 + b142 + b147 + b152 + b157 + b162 + b167 + b172 + b177 + b182 + b187 + b192 + b197 + b202 <= 4 e88: b3 + b8 + b13 + b18 + b23 + b28 + b33 + b38 + b43 + b48 + b53 + b58 + b63 + b68 + b73 + b78 + b83 + b88 + b93 + b98 + b103 + b108 + b113 + b118 + b123 + b128 + b133 + b138 + b143 + b148 + b153 + b158 + b163 + b168 + b173 + b178 + b183 + b188 + b193 + b198 + b203 <= 4 e89: b4 + b9 + b14 + b19 + b24 + b29 + b34 + b39 + b44 + b49 + b54 + b59 + b64 + b69 + b74 + b79 + b84 + b89 + b94 + b99 + b104 + b109 + b114 + b119 + b124 + b129 + b134 + b139 + b144 + b149 + b154 + b159 + b164 + b169 + b174 + b179 + b184 + b189 + b194 + b199 + b204 <= 4 e90: b5 + b10 + b15 + b20 + b25 + b30 + b35 + b40 + b45 + b50 + b55 + b60 + b65 + b70 + b75 + b80 + b85 + b90 + b95 + b100 + b105 + b110 + b115 + b120 + b125 + b130 + b135 + b140 + b145 + b150 + b155 + b160 + b165 + b170 + b175 + b180 + b185 + b190 + b195 + b200 + b205 <= 4 e91: b1 + b2 + b6 + b7 + b11 + b12 + x206 <= 2 e92: b2 + b3 + b7 + b8 + b12 + b13 + x207 <= 2 e93: b3 + b4 + b8 + b9 + b13 + b14 + x208 <= 2 e94: b4 + b5 + b9 + b10 + b14 + b15 + x209 <= 2 e95: b16 + b17 + b21 + b22 + b26 + b27 + x211 <= 2 e96: b17 + b18 + b22 + b23 + b27 + b28 + x212 <= 2 e97: b18 + b19 + b23 + b24 + b28 + b29 + x213 <= 2 e98: b19 + b20 + b24 + b25 + b29 + b30 + x214 <= 2 e99: b31 + b32 + b36 + b37 + b41 + b42 + x216 <= 2 e100: b32 + b33 + b37 + b38 + b42 + b43 + x217 <= 2 e101: b33 + b34 + b38 + b39 + b43 + b44 + x218 <= 2 e102: b34 + b35 + b39 + b40 + b44 + b45 + x219 <= 2 e103: b46 + b47 + b51 + b52 + b56 + b57 + x221 <= 2 e104: b47 + b48 + b52 + b53 + b57 + b58 + x222 <= 2 e105: b48 + b49 + b53 + b54 + b58 + b59 + x223 <= 2 e106: b49 + b50 + b54 + b55 + b59 + b60 + x224 <= 2 e107: b61 + b62 + b66 + b67 + b71 + b72 + x226 <= 2 e108: b62 + b63 + b67 + b68 + b72 + b73 + x227 <= 2 e109: b63 + b64 + b68 + b69 + b73 + b74 + x228 <= 2 e110: b64 + b65 + b69 + b70 + b74 + b75 + x229 <= 2 e111: b76 + b77 + b81 + b82 + b86 + b87 + x231 <= 2 e112: b77 + b78 + b82 + b83 + b87 + b88 + x232 <= 2 e113: b78 + b79 + b83 + b84 + b88 + b89 + x233 <= 2 e114: b79 + b80 + b84 + b85 + b89 + b90 + x234 <= 2 e115: b91 + b92 + b96 + b97 + b101 + b102 + x236 <= 2 e116: b92 + b93 + b97 + b98 + b102 + b103 + x237 <= 2 e117: b93 + b94 + b98 + b99 + b103 + b104 + x238 <= 2 e118: b94 + b95 + b99 + b100 + b104 + b105 + x239 <= 2 e119: b106 + b107 + b111 + b112 + b116 + b117 + x241 <= 2 e120: b107 + b108 + b112 + b113 + b117 + b118 + x242 <= 2 e121: b108 + b109 + b113 + b114 + b118 + b119 + x243 <= 2 e122: b109 + b110 + b114 + b115 + b119 + b120 + x244 <= 2 e123: b121 + b122 + b126 + b127 + b131 + b132 + x246 <= 2 e124: b122 + b123 + b127 + b128 + b132 + b133 + x247 <= 2 e125: b123 + b124 + b128 + b129 + b133 + b134 + x248 <= 2 e126: b124 + b125 + b129 + b130 + b134 + b135 + x249 <= 2 e127: b136 + b137 + b141 + b142 + x251 <= 2 e128: b137 + b138 + b142 + b143 + x252 <= 2 e129: b138 + b139 + b143 + b144 + x253 <= 2 e130: b139 + b140 + b144 + b145 + x254 <= 2 e131: b146 + b147 + x256 <= 2 e132: b147 + b148 + x257 <= 2 e133: b148 + b149 + x258 <= 2 e134: b149 + b150 + x259 <= 2 e135: b151 + b152 + b156 + b157 + x261 <= 2 e136: b152 + b153 + b157 + b158 + x262 <= 2 e137: b153 + b154 + b158 + b159 + x263 <= 2 e138: b154 + b155 + b159 + b160 + x264 <= 2 e139: b161 + b162 + x266 <= 2 e140: b162 + b163 + x267 <= 2 e141: b163 + b164 + x268 <= 2 e142: b164 + b165 + x269 <= 2 e143: b166 + b167 + b171 + b172 + b176 + b177 + x271 <= 2 e144: b167 + b168 + b172 + b173 + b177 + b178 + x272 <= 2 e145: b168 + b169 + b173 + b174 + b178 + b179 + x273 <= 2 e146: b169 + b170 + b174 + b175 + b179 + b180 + x274 <= 2 e147: b181 + b182 + b186 + b187 + b191 + b192 + x276 <= 2 e148: b182 + b183 + b187 + b188 + b192 + b193 + x277 <= 2 e149: b183 + b184 + b188 + b189 + b193 + b194 + x278 <= 2 e150: b184 + b185 + b189 + b190 + b194 + b195 + x279 <= 2 e151: b196 + b197 + x281 <= 2 e152: b197 + b198 + x282 <= 2 e153: b198 + b199 + x283 <= 2 e154: b199 + b200 + x284 <= 2 e155: b201 + b202 + x286 <= 2 e156: b202 + b203 + x287 <= 2 e157: b203 + b204 + x288 <= 2 e158: b204 + b205 + x289 <= 2 e159: - b1 + b2 - b6 + b7 - b11 + b12 + x206 >= 0 e160: - b2 + b3 - b7 + b8 - b12 + b13 + x207 >= 0 e161: - b3 + b4 - b8 + b9 - b13 + b14 + x208 >= 0 e162: - b4 + b5 - b9 + b10 - b14 + b15 + x209 >= 0 e163: - b16 + b17 - b21 + b22 - b26 + b27 + x211 >= 0 e164: - b17 + b18 - b22 + b23 - b27 + b28 + x212 >= 0 e165: - b18 + b19 - b23 + b24 - b28 + b29 + x213 >= 0 e166: - b19 + b20 - b24 + b25 - b29 + b30 + x214 >= 0 e167: - b31 + b32 - b36 + b37 - b41 + b42 + x216 >= 0 e168: - b32 + b33 - b37 + b38 - b42 + b43 + x217 >= 0 e169: - b33 + b34 - b38 + b39 - b43 + b44 + x218 >= 0 e170: - b34 + b35 - b39 + b40 - b44 + b45 + x219 >= 0 e171: - b46 + b47 - b51 + b52 - b56 + b57 + x221 >= 0 e172: - b47 + b48 - b52 + b53 - b57 + b58 + x222 >= 0 e173: - b48 + b49 - b53 + b54 - b58 + b59 + x223 >= 0 e174: - b49 + b50 - b54 + b55 - b59 + b60 + x224 >= 0 e175: - b61 + b62 - b66 + b67 - b71 + b72 + x226 >= 0 e176: - b62 + b63 - b67 + b68 - b72 + b73 + x227 >= 0 e177: - b63 + b64 - b68 + b69 - b73 + b74 + x228 >= 0 e178: - b64 + b65 - b69 + b70 - b74 + b75 + x229 >= 0 e179: - b76 + b77 - b81 + b82 - b86 + b87 + x231 >= 0 e180: - b77 + b78 - b82 + b83 - b87 + b88 + x232 >= 0 e181: - b78 + b79 - b83 + b84 - b88 + b89 + x233 >= 0 e182: - b79 + b80 - b84 + b85 - b89 + b90 + x234 >= 0 e183: - b91 + b92 - b96 + b97 - b101 + b102 + x236 >= 0 e184: - b92 + b93 - b97 + b98 - b102 + b103 + x237 >= 0 e185: - b93 + b94 - b98 + b99 - b103 + b104 + x238 >= 0 e186: - b94 + b95 - b99 + b100 - b104 + b105 + x239 >= 0 e187: - b106 + b107 - b111 + b112 - b116 + b117 + x241 >= 0 e188: - b107 + b108 - b112 + b113 - b117 + b118 + x242 >= 0 e189: - b108 + b109 - b113 + b114 - b118 + b119 + x243 >= 0 e190: - b109 + b110 - b114 + b115 - b119 + b120 + x244 >= 0 e191: - b121 + b122 - b126 + b127 - b131 + b132 + x246 >= 0 e192: - b122 + b123 - b127 + b128 - b132 + b133 + x247 >= 0 e193: - b123 + b124 - b128 + b129 - b133 + b134 + x248 >= 0 e194: - b124 + b125 - b129 + b130 - b134 + b135 + x249 >= 0 e195: - b136 + b137 - b141 + b142 + x251 >= 0 e196: - b137 + b138 - b142 + b143 + x252 >= 0 e197: - b138 + b139 - b143 + b144 + x253 >= 0 e198: - b139 + b140 - b144 + b145 + x254 >= 0 e199: - b146 + b147 + x256 >= 0 e200: - b147 + b148 + x257 >= 0 e201: - b148 + b149 + x258 >= 0 e202: - b149 + b150 + x259 >= 0 e203: - b151 + b152 - b156 + b157 + x261 >= 0 e204: - b152 + b153 - b157 + b158 + x262 >= 0 e205: - b153 + b154 - b158 + b159 + x263 >= 0 e206: - b154 + b155 - b159 + b160 + x264 >= 0 e207: - b161 + b162 + x266 >= 0 e208: - b162 + b163 + x267 >= 0 e209: - b163 + b164 + x268 >= 0 e210: - b164 + b165 + x269 >= 0 e211: - b166 + b167 - b171 + b172 - b176 + b177 + x271 >= 0 e212: - b167 + b168 - b172 + b173 - b177 + b178 + x272 >= 0 e213: - b168 + b169 - b173 + b174 - b178 + b179 + x273 >= 0 e214: - b169 + b170 - b174 + b175 - b179 + b180 + x274 >= 0 e215: - b181 + b182 - b186 + b187 - b191 + b192 + x276 >= 0 e216: - b182 + b183 - b187 + b188 - b192 + b193 + x277 >= 0 e217: - b183 + b184 - b188 + b189 - b193 + b194 + x278 >= 0 e218: - b184 + b185 - b189 + b190 - b194 + b195 + x279 >= 0 e219: - b196 + b197 + x281 >= 0 e220: - b197 + b198 + x282 >= 0 e221: - b198 + b199 + x283 >= 0 e222: - b199 + b200 + x284 >= 0 e223: - b201 + b202 + x286 >= 0 e224: - b202 + b203 + x287 >= 0 e225: - b203 + b204 + x288 >= 0 e226: - b204 + b205 + x289 >= 0 e227: - b5 - b10 - b15 + x210 >= 0 e228: - b20 - b25 - b30 + x215 >= 0 e229: - b35 - b40 - b45 + x220 >= 0 e230: - b50 - b55 - b60 + x225 >= 0 e231: - b65 - b70 - b75 + x230 >= 0 e232: - b80 - b85 - b90 + x235 >= 0 e233: - b95 - b100 - b105 + x240 >= 0 e234: - b110 - b115 - b120 + x245 >= 0 e235: - b125 - b130 - b135 + x250 >= 0 e236: - b140 - b145 + x255 >= 0 e237: - b150 + x260 >= 0 e238: - b155 - b160 + x265 >= 0 e239: - b165 + x270 >= 0 e240: - b170 - b175 - b180 + x275 >= 0 e241: - b185 - b190 - b195 + x280 >= 0 e242: - b200 + x285 >= 0 e243: - b205 + x290 >= 0 e244: x206 + x207 + x208 + x209 + x210 = 1 e245: x211 + x212 + x213 + x214 + x215 = 1 e246: x216 + x217 + x218 + x219 + x220 = 1 e247: x221 + x222 + x223 + x224 + x225 = 1 e248: x226 + x227 + x228 + x229 + x230 = 1 e249: x231 + x232 + x233 + x234 + x235 = 1 e250: x236 + x237 + x238 + x239 + x240 = 1 e251: x241 + x242 + x243 + x244 + x245 = 1 e252: x246 + x247 + x248 + x249 + x250 = 1 e253: x251 + x252 + x253 + x254 + x255 = 1 e254: x256 + x257 + x258 + x259 + x260 = 1 e255: x261 + x262 + x263 + x264 + x265 = 1 e256: x266 + x267 + x268 + x269 + x270 = 1 e257: x271 + x272 + x273 + x274 + x275 = 1 e258: x276 + x277 + x278 + x279 + x280 = 1 e259: x281 + x282 + x283 + x284 + x285 = 1 e260: x286 + x287 + x288 + x289 + x290 = 1 e261: x416 + 5e3 x655 - 5e3 x860 <= 0 e262: x417 + 5e3 x656 - 5e3 x861 <= 0 e263: x418 + 5e3 x657 - 5e3 x862 <= 0 e264: x419 + 5e3 x658 - 5e3 x863 <= 0 e265: x420 + 5e3 x659 - 5e3 x864 <= 0 e266: x421 + 5e3 x660 - 5e3 x865 <= 0 e267: x422 + 5e3 x661 - 5e3 x866 <= 0 e268: x423 + 5e3 x662 - 5e3 x867 <= 0 e269: x424 + 5e3 x663 - 5e3 x868 <= 0 e270: x425 + 5e3 x664 - 5e3 x869 <= 0 e271: x426 + 5e3 x665 - 5e3 x870 <= 0 e272: x427 + 5e3 x666 - 5e3 x871 <= 0 e273: x428 + 5e3 x667 - 5e3 x872 <= 0 e274: x429 + 5e3 x668 - 5e3 x873 <= 0 e275: x430 + 5e3 x669 - 5e3 x874 <= 0 e276: x431 + 5e3 x670 - 5e3 x875 <= 0 e277: x432 + 5e3 x671 - 5e3 x876 <= 0 e278: x433 + 5e3 x672 - 5e3 x877 <= 0 e279: x434 + 5e3 x673 - 5e3 x878 <= 0 e280: x435 + 5e3 x674 - 5e3 x879 <= 0 e281: x436 + 5e3 x675 - 5e3 x880 <= 0 e282: x437 + 5e3 x676 - 5e3 x881 <= 0 e283: x438 + 5e3 x677 - 5e3 x882 <= 0 e284: x439 + 5e3 x678 - 5e3 x883 <= 0 e285: x440 + 5e3 x679 - 5e3 x884 <= 0 e286: x441 + 5e3 x680 - 5e3 x885 <= 0 e287: x442 + 5e3 x681 - 5e3 x886 <= 0 e288: x443 + 5e3 x682 - 5e3 x887 <= 0 e289: x444 + 5e3 x683 - 5e3 x888 <= 0 e290: x445 + 5e3 x684 - 5e3 x889 <= 0 e291: x446 + 5e3 x685 - 5e3 x890 <= 0 e292: x447 + 5e3 x686 - 5e3 x891 <= 0 e293: x448 + 5e3 x687 - 5e3 x892 <= 0 e294: x449 + 5e3 x688 - 5e3 x893 <= 0 e295: x450 + 5e3 x689 - 5e3 x894 <= 0 e296: x451 + 5e3 x690 - 5e3 x895 <= 0 e297: x452 + 5e3 x691 - 5e3 x896 <= 0 e298: x453 + 5e3 x692 - 5e3 x897 <= 0 e299: x454 + 5e3 x693 - 5e3 x898 <= 0 e300: x455 + 5e3 x694 - 5e3 x899 <= 0 e301: x456 + 5e3 x695 - 5e3 x900 <= 0 e302: x457 + 5e3 x696 - 5e3 x901 <= 0 e303: x458 + 5e3 x697 - 5e3 x902 <= 0 e304: x459 + 5e3 x698 - 5e3 x903 <= 0 e305: x460 + 5e3 x699 - 5e3 x904 <= 0 e306: x461 + 5e3 x700 - 5e3 x905 <= 0 e307: x462 + 5e3 x701 - 5e3 x906 <= 0 e308: x463 + 5e3 x702 - 5e3 x907 <= 0 e309: x464 + 5e3 x703 - 5e3 x908 <= 0 e310: x465 + 5e3 x704 - 5e3 x909 <= 0 e311: x466 + 5e3 x705 - 5e3 x910 <= 0 e312: x467 + 5e3 x706 - 5e3 x911 <= 0 e313: x468 + 5e3 x707 - 5e3 x912 <= 0 e314: x469 + 5e3 x708 - 5e3 x913 <= 0 e315: x470 + 5e3 x709 - 5e3 x914 <= 0 e316: x471 + 5e3 x710 - 5e3 x915 <= 0 e317: x472 + 5e3 x711 - 5e3 x916 <= 0 e318: x473 + 5e3 x712 - 5e3 x917 <= 0 e319: x474 + 5e3 x713 - 5e3 x918 <= 0 e320: x475 + 5e3 x714 - 5e3 x919 <= 0 e321: x476 + 5e3 x715 - 5e3 x920 <= 0 e322: x477 + 5e3 x716 - 5e3 x921 <= 0 e323: x478 + 5e3 x717 - 5e3 x922 <= 0 e324: x479 + 5e3 x718 - 5e3 x923 <= 0 e325: x480 + 5e3 x719 - 5e3 x924 <= 0 e326: x481 + 5e3 x720 - 5e3 x925 <= 0 e327: x482 + 5e3 x721 - 5e3 x926 <= 0 e328: x483 + 5e3 x722 - 5e3 x927 <= 0 e329: x484 + 5e3 x723 - 5e3 x928 <= 0 e330: x485 + 5e3 x724 - 5e3 x929 <= 0 e331: x486 + 5e3 x725 - 5e3 x930 <= 0 e332: x487 + 5e3 x726 - 5e3 x931 <= 0 e333: x488 + 5e3 x727 - 5e3 x932 <= 0 e334: x489 + 5e3 x728 - 5e3 x933 <= 0 e335: x490 + 5e3 x729 - 5e3 x934 <= 0 e336: x491 + 5e3 x730 - 5e3 x935 <= 0 e337: x492 + 5e3 x731 - 5e3 x936 <= 0 e338: x493 + 5e3 x732 - 5e3 x937 <= 0 e339: x494 + 5e3 x733 - 5e3 x938 <= 0 e340: x495 + 5e3 x734 - 5e3 x939 <= 0 e341: x496 + 5e3 x735 - 5e3 x940 <= 0 e342: x497 + 5e3 x736 - 5e3 x941 <= 0 e343: x498 + 5e3 x737 - 5e3 x942 <= 0 e344: x499 + 5e3 x738 - 5e3 x943 <= 0 e345: x500 + 5e3 x739 - 5e3 x944 <= 0 e346: x501 + 5e3 x740 - 5e3 x945 <= 0 e347: x502 + 5e3 x741 - 5e3 x946 <= 0 e348: x503 + 5e3 x742 - 5e3 x947 <= 0 e349: x504 + 5e3 x743 - 5e3 x948 <= 0 e350: x505 + 5e3 x744 - 5e3 x949 <= 0 e351: x506 + 5e3 x745 - 5e3 x950 <= 0 e352: x507 + 5e3 x746 - 5e3 x951 <= 0 e353: x508 + 5e3 x747 - 5e3 x952 <= 0 e354: x509 + 5e3 x748 - 5e3 x953 <= 0 e355: x510 + 5e3 x749 - 5e3 x954 <= 0 e356: x511 + 5e3 x750 - 5e3 x955 <= 0 e357: x512 + 5e3 x751 - 5e3 x956 <= 0 e358: x513 + 5e3 x752 - 5e3 x957 <= 0 e359: x514 + 5e3 x753 - 5e3 x958 <= 0 e360: x515 + 5e3 x754 - 5e3 x959 <= 0 e361: x516 + 5e3 x755 - 5e3 x960 <= 0 e362: x517 + 5e3 x756 - 5e3 x961 <= 0 e363: x518 + 5e3 x757 - 5e3 x962 <= 0 e364: x519 + 5e3 x758 - 5e3 x963 <= 0 e365: x520 + 5e3 x759 - 5e3 x964 <= 0 e366: x521 + 5e3 x760 - 5e3 x965 <= 0 e367: x522 + 5e3 x761 - 5e3 x966 <= 0 e368: x523 + 5e3 x762 - 5e3 x967 <= 0 e369: x524 + 5e3 x763 - 5e3 x968 <= 0 e370: x525 + 5e3 x764 - 5e3 x969 <= 0 e371: x526 + 5e3 x765 - 5e3 x970 <= 0 e372: x527 + 5e3 x766 - 5e3 x971 <= 0 e373: x528 + 5e3 x767 - 5e3 x972 <= 0 e374: x529 + 5e3 x768 - 5e3 x973 <= 0 e375: x530 + 5e3 x769 - 5e3 x974 <= 0 e376: x531 + 5e3 x770 - 5e3 x975 <= 0 e377: x532 + 5e3 x771 - 5e3 x976 <= 0 e378: x533 + 5e3 x772 - 5e3 x977 <= 0 e379: x534 + 5e3 x773 - 5e3 x978 <= 0 e380: x535 + 5e3 x774 - 5e3 x979 <= 0 e381: x536 + 5e3 x775 - 5e3 x980 <= 0 e382: x537 + 5e3 x776 - 5e3 x981 <= 0 e383: x538 + 5e3 x777 - 5e3 x982 <= 0 e384: x539 + 5e3 x778 - 5e3 x983 <= 0 e385: x540 + 5e3 x779 - 5e3 x984 <= 0 e386: x541 + 5e3 x780 - 5e3 x985 <= 0 e387: x542 + 5e3 x781 - 5e3 x986 <= 0 e388: x543 + 5e3 x782 - 5e3 x987 <= 0 e389: x544 + 5e3 x783 - 5e3 x988 <= 0 e390: x545 + 5e3 x784 - 5e3 x989 <= 0 e391: x546 + 5e3 x785 - 5e3 x990 <= 0 e392: x547 + 5e3 x786 - 5e3 x991 <= 0 e393: x548 + 5e3 x787 - 5e3 x992 <= 0 e394: x549 + 5e3 x788 - 5e3 x993 <= 0 e395: x550 + 5e3 x789 - 5e3 x994 <= 0 e396: x551 + 5e3 x790 - 5e3 x995 <= 0 e397: x552 + 5e3 x791 - 5e3 x996 <= 0 e398: x553 + 5e3 x792 - 5e3 x997 <= 0 e399: x554 + 5e3 x793 - 5e3 x998 <= 0 e400: x555 + 5e3 x794 - 5e3 x999 <= 0 e401: x556 + 5e3 x795 - 5e3 x1000 <= 0 e402: x557 + 5e3 x796 - 5e3 x1001 <= 0 e403: x558 + 5e3 x797 - 5e3 x1002 <= 0 e404: x559 + 5e3 x798 - 5e3 x1003 <= 0 e405: x560 + 5e3 x799 - 5e3 x1004 <= 0 e406: x561 + 5e3 x800 - 5e3 x1005 <= 0 e407: x562 + 5e3 x801 - 5e3 x1006 <= 0 e408: x563 + 5e3 x802 - 5e3 x1007 <= 0 e409: x564 + 5e3 x803 - 5e3 x1008 <= 0 e410: x565 + 5e3 x804 - 5e3 x1009 <= 0 e411: x566 + 5e3 x805 - 5e3 x1010 <= 0 e412: x567 + 5e3 x806 - 5e3 x1011 <= 0 e413: x568 + 5e3 x807 - 5e3 x1012 <= 0 e414: x569 + 5e3 x808 - 5e3 x1013 <= 0 e415: x570 + 5e3 x809 - 5e3 x1014 <= 0 e416: x571 + 5e3 x810 - 5e3 x1015 <= 0 e417: x572 + 5e3 x811 - 5e3 x1016 <= 0 e418: x573 + 5e3 x812 - 5e3 x1017 <= 0 e419: x574 + 5e3 x813 - 5e3 x1018 <= 0 e420: x575 + 5e3 x814 - 5e3 x1019 <= 0 e421: x576 + 5e3 x815 - 5e3 x1020 <= 0 e422: x577 + 5e3 x816 - 5e3 x1021 <= 0 e423: x578 + 5e3 x817 - 5e3 x1022 <= 0 e424: x579 + 5e3 x818 - 5e3 x1023 <= 0 e425: x580 + 5e3 x819 - 5e3 x1024 <= 0 e426: x581 + 5e3 x820 - 5e3 x1025 <= 0 e427: x582 + 5e3 x821 - 5e3 x1026 <= 0 e428: x583 + 5e3 x822 - 5e3 x1027 <= 0 e429: x584 + 5e3 x823 - 5e3 x1028 <= 0 e430: x585 + 5e3 x824 - 5e3 x1029 <= 0 e431: x586 + 5e3 x825 - 5e3 x1030 <= 0 e432: x587 + 5e3 x826 - 5e3 x1031 <= 0 e433: x588 + 5e3 x827 - 5e3 x1032 <= 0 e434: x589 + 5e3 x828 - 5e3 x1033 <= 0 e435: x590 + 5e3 x829 - 5e3 x1034 <= 0 e436: x591 + 5e3 x830 - 5e3 x1035 <= 0 e437: x592 + 5e3 x831 - 5e3 x1036 <= 0 e438: x593 + 5e3 x832 - 5e3 x1037 <= 0 e439: x594 + 5e3 x833 - 5e3 x1038 <= 0 e440: x595 + 5e3 x834 - 5e3 x1039 <= 0 e441: x596 + 5e3 x835 - 5e3 x1040 <= 0 e442: x597 + 5e3 x836 - 5e3 x1041 <= 0 e443: x598 + 5e3 x837 - 5e3 x1042 <= 0 e444: x599 + 5e3 x838 - 5e3 x1043 <= 0 e445: x600 + 5e3 x839 - 5e3 x1044 <= 0 e446: x601 + 5e3 x840 - 5e3 x1045 <= 0 e447: x602 + 5e3 x841 - 5e3 x1046 <= 0 e448: x603 + 5e3 x842 - 5e3 x1047 <= 0 e449: x604 + 5e3 x843 - 5e3 x1048 <= 0 e450: x605 + 5e3 x844 - 5e3 x1049 <= 0 e451: x606 + 5e3 x845 - 5e3 x1050 <= 0 e452: x607 + 5e3 x846 - 5e3 x1051 <= 0 e453: x608 + 5e3 x847 - 5e3 x1052 <= 0 e454: x609 + 5e3 x848 - 5e3 x1053 <= 0 e455: x610 + 5e3 x849 - 5e3 x1054 <= 0 e456: x611 + 5e3 x850 - 5e3 x1055 <= 0 e457: x612 + 5e3 x851 - 5e3 x1056 <= 0 e458: x613 + 5e3 x852 - 5e3 x1057 <= 0 e459: x614 + 5e3 x853 - 5e3 x1058 <= 0 e460: x615 + 5e3 x854 - 5e3 x1059 <= 0 e461: x616 + 5e3 x855 - 5e3 x1060 <= 0 e462: x617 + 5e3 x856 - 5e3 x1061 <= 0 e463: x618 + 5e3 x857 - 5e3 x1062 <= 0 e464: x619 + 5e3 x858 - 5e3 x1063 <= 0 e465: x620 + 5e3 x859 - 5e3 x1064 <= 0 e466: - 3e3 b1 + x416 <= 0 e467: x417 <= 0 e468: x418 <= 0 e469: x419 <= 0 e470: x420 <= 0 e471: - 3e3 b6 + x421 <= 0 e472: x422 <= 0 e473: x423 <= 0 e474: x424 <= 0 e475: x425 <= 0 e476: - 3e3 b11 + x426 <= 0 e477: x427 <= 0 e478: x428 <= 0 e479: x429 <= 0 e480: x430 <= 0 e481: - 3e3 b16 + x431 <= 0 e482: - 3e3 b17 + x432 <= 0 e483: x433 <= 0 e484: x434 <= 0 e485: x435 <= 0 e486: - 3e3 b21 + x436 <= 0 e487: - 3e3 b22 + x437 <= 0 e488: x438 <= 0 e489: x439 <= 0 e490: x440 <= 0 e491: - 3e3 b26 + x441 <= 0 e492: - 3e3 b27 + x442 <= 0 e493: x443 <= 0 e494: x444 <= 0 e495: x445 <= 0 e496: - 3e3 b31 + x446 <= 0 e497: - 3e3 b32 + x447 <= 0 e498: x448 <= 0 e499: x449 <= 0 e500: x450 <= 0 e501: - 3e3 b36 + x451 <= 0 e502: - 3e3 b37 + x452 <= 0 e503: x453 <= 0 e504: x454 <= 0 e505: x455 <= 0 e506: - 3e3 b41 + x456 <= 0 e507: - 3e3 b42 + x457 <= 0 e508: x458 <= 0 e509: x459 <= 0 e510: x460 <= 0 e511: - 3e3 b46 + x461 <= 0 e512: - 3e3 b47 + x462 <= 0 e513: x463 <= 0 e514: x464 <= 0 e515: x465 <= 0 e516: - 3e3 b51 + x466 <= 0 e517: - 3e3 b52 + x467 <= 0 e518: x468 <= 0 e519: x469 <= 0 e520: x470 <= 0 e521: - 3e3 b56 + x471 <= 0 e522: - 3e3 b57 + x472 <= 0 e523: x473 <= 0 e524: x474 <= 0 e525: x475 <= 0 e526: x476 <= 0 e527: - 5e3 b62 + x477 <= 0 e528: x478 <= 0 e529: x479 <= 0 e530: x480 <= 0 e531: x481 <= 0 e532: - 5e3 b67 + x482 <= 0 e533: x483 <= 0 e534: x484 <= 0 e535: x485 <= 0 e536: x486 <= 0 e537: - 5e3 b72 + x487 <= 0 e538: x488 <= 0 e539: x489 <= 0 e540: x490 <= 0 e541: x491 <= 0 e542: - 5e3 b77 + x492 <= 0 e543: - 5e3 b78 + x493 <= 0 e544: x494 <= 0 e545: x495 <= 0 e546: x496 <= 0 e547: - 5e3 b82 + x497 <= 0 e548: - 5e3 b83 + x498 <= 0 e549: x499 <= 0 e550: x500 <= 0 e551: x501 <= 0 e552: - 5e3 b87 + x502 <= 0 e553: - 5e3 b88 + x503 <= 0 e554: x504 <= 0 e555: x505 <= 0 e556: x506 <= 0 e557: - 3e3 b92 + x507 <= 0 e558: - 3e3 b93 + x508 <= 0 e559: x509 <= 0 e560: x510 <= 0 e561: x511 <= 0 e562: - 3e3 b97 + x512 <= 0 e563: - 3e3 b98 + x513 <= 0 e564: x514 <= 0 e565: x515 <= 0 e566: x516 <= 0 e567: - 3e3 b102 + x517 <= 0 e568: - 3e3 b103 + x518 <= 0 e569: x519 <= 0 e570: x520 <= 0 e571: x521 <= 0 e572: - 3e3 b107 + x522 <= 0 e573: - 3e3 b108 + x523 <= 0 e574: x524 <= 0 e575: x525 <= 0 e576: x526 <= 0 e577: - 3e3 b112 + x527 <= 0 e578: - 3e3 b113 + x528 <= 0 e579: x529 <= 0 e580: x530 <= 0 e581: x531 <= 0 e582: - 3e3 b117 + x532 <= 0 e583: - 3e3 b118 + x533 <= 0 e584: x534 <= 0 e585: x535 <= 0 e586: x536 <= 0 e587: x537 <= 0 e588: - 3e3 b123 + x538 <= 0 e589: x539 <= 0 e590: x540 <= 0 e591: x541 <= 0 e592: x542 <= 0 e593: - 3e3 b128 + x543 <= 0 e594: x544 <= 0 e595: x545 <= 0 e596: x546 <= 0 e597: x547 <= 0 e598: - 3e3 b133 + x548 <= 0 e599: x549 <= 0 e600: x550 <= 0 e601: x551 <= 0 e602: x552 <= 0 e603: - 5e3 b138 + x553 <= 0 e604: - 5e3 b139 + x554 <= 0 e605: x555 <= 0 e606: x556 <= 0 e607: x557 <= 0 e608: - 5e3 b143 + x558 <= 0 e609: - 5e3 b144 + x559 <= 0 e610: x560 <= 0 e611: x561 <= 0 e612: x562 <= 0 e613: - 5e3 b148 + x563 <= 0 e614: - 5e3 b149 + x564 <= 0 e615: x565 <= 0 e616: x566 <= 0 e617: x567 <= 0 e618: - 3.5e3 b153 + x568 <= 0 e619: - 3.5e3 b154 + x569 <= 0 e620: x570 <= 0 e621: x571 <= 0 e622: x572 <= 0 e623: - 3.5e3 b158 + x573 <= 0 e624: - 3.5e3 b159 + x574 <= 0 e625: x575 <= 0 e626: x576 <= 0 e627: x577 <= 0 e628: x578 <= 0 e629: - 3.5e3 b164 + x579 <= 0 e630: x580 <= 0 e631: x581 <= 0 e632: x582 <= 0 e633: x583 <= 0 e634: - 3e3 b169 + x584 <= 0 e635: - 3e3 b170 + x585 <= 0 e636: x586 <= 0 e637: x587 <= 0 e638: x588 <= 0 e639: - 3e3 b174 + x589 <= 0 e640: - 3e3 b175 + x590 <= 0 e641: x591 <= 0 e642: x592 <= 0 e643: x593 <= 0 e644: - 3e3 b179 + x594 <= 0 e645: - 3e3 b180 + x595 <= 0 e646: x596 <= 0 e647: x597 <= 0 e648: x598 <= 0 e649: - 3e3 b184 + x599 <= 0 e650: - 3e3 b185 + x600 <= 0 e651: x601 <= 0 e652: x602 <= 0 e653: x603 <= 0 e654: - 3e3 b189 + x604 <= 0 e655: - 3e3 b190 + x605 <= 0 e656: x606 <= 0 e657: x607 <= 0 e658: x608 <= 0 e659: - 3e3 b194 + x609 <= 0 e660: - 3e3 b195 + x610 <= 0 e661: x611 <= 0 e662: x612 <= 0 e663: x613 <= 0 e664: x614 <= 0 e665: - 3e3 b200 + x615 <= 0 e666: x616 <= 0 e667: x617 <= 0 e668: x618 <= 0 e669: x619 <= 0 e670: - 3e3 b205 + x620 <= 0 e671: x416 + x417 + x418 + x419 + x420 + x421 + x422 + x423 + x424 + x425 + x426 + x427 + x428 + x429 + x430 = 3e3 e672: x431 + x432 + x433 + x434 + x435 + x436 + x437 + x438 + x439 + x440 + x441 + x442 + x443 + x444 + x445 = 3e3 e673: x446 + x447 + x448 + x449 + x450 + x451 + x452 + x453 + x454 + x455 + x456 + x457 + x458 + x459 + x460 = 3e3 e674: x461 + x462 + x463 + x464 + x465 + x466 + x467 + x468 + x469 + x470 + x471 + x472 + x473 + x474 + x475 = 3e3 e675: x476 + x477 + x478 + x479 + x480 + x481 + x482 + x483 + x484 + x485 + x486 + x487 + x488 + x489 + x490 = 5e3 e676: x491 + x492 + x493 + x494 + x495 + x496 + x497 + x498 + x499 + x500 + x501 + x502 + x503 + x504 + x505 = 5e3 e677: x506 + x507 + x508 + x509 + x510 + x511 + x512 + x513 + x514 + x515 + x516 + x517 + x518 + x519 + x520 = 3e3 e678: x521 + x522 + x523 + x524 + x525 + x526 + x527 + x528 + x529 + x530 + x531 + x532 + x533 + x534 + x535 = 3e3 e679: x536 + x537 + x538 + x539 + x540 + x541 + x542 + x543 + x544 + x545 + x546 + x547 + x548 + x549 + x550 = 3e3 e680: x551 + x552 + x553 + x554 + x555 + x556 + x557 + x558 + x559 + x560 = 5e3 e681: x561 + x562 + x563 + x564 + x565 = 5e3 e682: x566 + x567 + x568 + x569 + x570 + x571 + x572 + x573 + x574 + x575 = 3.5e3 e683: x576 + x577 + x578 + x579 + x580 = 3.5e3 e684: x581 + x582 + x583 + x584 + x585 + x586 + x587 + x588 + x589 + x590 + x591 + x592 + x593 + x594 + x595 = 3e3 e685: x596 + x597 + x598 + x599 + x600 + x601 + x602 + x603 + x604 + x605 + x606 + x607 + x608 + x609 + x610 = 3e3 e686: x611 + x612 + x613 + x614 + x615 = 3e3 e687: x616 + x617 + x618 + x619 + x620 = 3e3 e688: 7 b1 + x621 - x655 <= 7 e689: 7 b2 + x621 - x656 <= 7 e690: 7 b3 + x621 - x657 <= 7 e691: 7 b4 + x621 - x658 <= 7 e692: 7 b5 + x621 - x659 <= 7 e693: 7 b6 + x621 - x660 <= 7 e694: 7 b7 + x621 - x661 <= 7 e695: 7 b8 + x621 - x662 <= 7 e696: 7 b9 + x621 - x663 <= 7 e697: 7 b10 + x621 - x664 <= 7 e698: 7 b11 + x621 - x665 <= 7 e699: 7 b12 + x621 - x666 <= 7 e700: 7 b13 + x621 - x667 <= 7 e701: 7 b14 + x621 - x668 <= 7 e702: 7 b15 + x621 - x669 <= 7 e703: 7 b16 + x622 - x670 <= 7 e704: 7 b17 + x622 - x671 <= 7 e705: 7 b18 + x622 - x672 <= 7 e706: 7 b19 + x622 - x673 <= 7 e707: 7 b20 + x622 - x674 <= 7 e708: 7 b21 + x622 - x675 <= 7 e709: 7 b22 + x622 - x676 <= 7 e710: 7 b23 + x622 - x677 <= 7 e711: 7 b24 + x622 - x678 <= 7 e712: 7 b25 + x622 - x679 <= 7 e713: 7 b26 + x622 - x680 <= 7 e714: 7 b27 + x622 - x681 <= 7 e715: 7 b28 + x622 - x682 <= 7 e716: 7 b29 + x622 - x683 <= 7 e717: 7 b30 + x622 - x684 <= 7 e718: 7 b31 + x623 - x685 <= 7 e719: 7 b32 + x623 - x686 <= 7 e720: 7 b33 + x623 - x687 <= 7 e721: 7 b34 + x623 - x688 <= 7 e722: 7 b35 + x623 - x689 <= 7 e723: 7 b36 + x623 - x690 <= 7 e724: 7 b37 + x623 - x691 <= 7 e725: 7 b38 + x623 - x692 <= 7 e726: 7 b39 + x623 - x693 <= 7 e727: 7 b40 + x623 - x694 <= 7 e728: 7 b41 + x623 - x695 <= 7 e729: 7 b42 + x623 - x696 <= 7 e730: 7 b43 + x623 - x697 <= 7 e731: 7 b44 + x623 - x698 <= 7 e732: 7 b45 + x623 - x699 <= 7 e733: 7 b46 + x624 - x700 <= 7 e734: 7 b47 + x624 - x701 <= 7 e735: 7 b48 + x624 - x702 <= 7 e736: 7 b49 + x624 - x703 <= 7 e737: 7 b50 + x624 - x704 <= 7 e738: 7 b51 + x624 - x705 <= 7 e739: 7 b52 + x624 - x706 <= 7 e740: 7 b53 + x624 - x707 <= 7 e741: 7 b54 + x624 - x708 <= 7 e742: 7 b55 + x624 - x709 <= 7 e743: 7 b56 + x624 - x710 <= 7 e744: 7 b57 + x624 - x711 <= 7 e745: 7 b58 + x624 - x712 <= 7 e746: 7 b59 + x624 - x713 <= 7 e747: 7 b60 + x624 - x714 <= 7 e748: 7 b61 + x625 - x715 <= 7 e749: 7 b62 + x625 - x716 <= 7 e750: 7 b63 + x625 - x717 <= 7 e751: 7 b64 + x625 - x718 <= 7 e752: 7 b65 + x625 - x719 <= 7 e753: 7 b66 + x625 - x720 <= 7 e754: 7 b67 + x625 - x721 <= 7 e755: 7 b68 + x625 - x722 <= 7 e756: 7 b69 + x625 - x723 <= 7 e757: 7 b70 + x625 - x724 <= 7 e758: 7 b71 + x625 - x725 <= 7 e759: 7 b72 + x625 - x726 <= 7 e760: 7 b73 + x625 - x727 <= 7 e761: 7 b74 + x625 - x728 <= 7 e762: 7 b75 + x625 - x729 <= 7 e763: 7 b76 + x626 - x730 <= 7 e764: 7 b77 + x626 - x731 <= 7 e765: 7 b78 + x626 - x732 <= 7 e766: 7 b79 + x626 - x733 <= 7 e767: 7 b80 + x626 - x734 <= 7 e768: 7 b81 + x626 - x735 <= 7 e769: 7 b82 + x626 - x736 <= 7 e770: 7 b83 + x626 - x737 <= 7 e771: 7 b84 + x626 - x738 <= 7 e772: 7 b85 + x626 - x739 <= 7 e773: 7 b86 + x626 - x740 <= 7 e774: 7 b87 + x626 - x741 <= 7 e775: 7 b88 + x626 - x742 <= 7 e776: 7 b89 + x626 - x743 <= 7 e777: 7 b90 + x626 - x744 <= 7 e778: 7 b91 + x627 - x745 <= 7 e779: 7 b92 + x627 - x746 <= 7 e780: 7 b93 + x627 - x747 <= 7 e781: 7 b94 + x627 - x748 <= 7 e782: 7 b95 + x627 - x749 <= 7 e783: 7 b96 + x627 - x750 <= 7 e784: 7 b97 + x627 - x751 <= 7 e785: 7 b98 + x627 - x752 <= 7 e786: 7 b99 + x627 - x753 <= 7 e787: 7 b100 + x627 - x754 <= 7 e788: 7 b101 + x627 - x755 <= 7 e789: 7 b102 + x627 - x756 <= 7 e790: 7 b103 + x627 - x757 <= 7 e791: 7 b104 + x627 - x758 <= 7 e792: 7 b105 + x627 - x759 <= 7 e793: 7 b106 + x628 - x760 <= 7 e794: 7 b107 + x628 - x761 <= 7 e795: 7 b108 + x628 - x762 <= 7 e796: 7 b109 + x628 - x763 <= 7 e797: 7 b110 + x628 - x764 <= 7 e798: 7 b111 + x628 - x765 <= 7 e799: 7 b112 + x628 - x766 <= 7 e800: 7 b113 + x628 - x767 <= 7 e801: 7 b114 + x628 - x768 <= 7 e802: 7 b115 + x628 - x769 <= 7 e803: 7 b116 + x628 - x770 <= 7 e804: 7 b117 + x628 - x771 <= 7 e805: 7 b118 + x628 - x772 <= 7 e806: 7 b119 + x628 - x773 <= 7 e807: 7 b120 + x628 - x774 <= 7 e808: 7 b121 + x629 - x775 <= 7 e809: 7 b122 + x629 - x776 <= 7 e810: 7 b123 + x629 - x777 <= 7 e811: 7 b124 + x629 - x778 <= 7 e812: 7 b125 + x629 - x779 <= 7 e813: 7 b126 + x629 - x780 <= 7 e814: 7 b127 + x629 - x781 <= 7 e815: 7 b128 + x629 - x782 <= 7 e816: 7 b129 + x629 - x783 <= 7 e817: 7 b130 + x629 - x784 <= 7 e818: 7 b131 + x629 - x785 <= 7 e819: 7 b132 + x629 - x786 <= 7 e820: 7 b133 + x629 - x787 <= 7 e821: 7 b134 + x629 - x788 <= 7 e822: 7 b135 + x629 - x789 <= 7 e823: 7 b136 + x630 - x790 <= 7 e824: 7 b137 + x630 - x791 <= 7 e825: 7 b138 + x630 - x792 <= 7 e826: 7 b139 + x630 - x793 <= 7 e827: 7 b140 + x630 - x794 <= 7 e828: 7 b141 + x630 - x795 <= 7 e829: 7 b142 + x630 - x796 <= 7 e830: 7 b143 + x630 - x797 <= 7 e831: 7 b144 + x630 - x798 <= 7 e832: 7 b145 + x630 - x799 <= 7 e833: 7 b146 + x631 - x800 <= 7 e834: 7 b147 + x631 - x801 <= 7 e835: 7 b148 + x631 - x802 <= 7 e836: 7 b149 + x631 - x803 <= 7 e837: 7 b150 + x631 - x804 <= 7 e838: 7 b151 + x632 - x805 <= 7 e839: 7 b152 + x632 - x806 <= 7 e840: 7 b153 + x632 - x807 <= 7 e841: 7 b154 + x632 - x808 <= 7 e842: 7 b155 + x632 - x809 <= 7 e843: 7 b156 + x632 - x810 <= 7 e844: 7 b157 + x632 - x811 <= 7 e845: 7 b158 + x632 - x812 <= 7 e846: 7 b159 + x632 - x813 <= 7 e847: 7 b160 + x632 - x814 <= 7 e848: 7 b161 + x633 - x815 <= 7 e849: 7 b162 + x633 - x816 <= 7 e850: 7 b163 + x633 - x817 <= 7 e851: 7 b164 + x633 - x818 <= 7 e852: 7 b165 + x633 - x819 <= 7 e853: 7 b166 + x634 - x820 <= 7 e854: 7 b167 + x634 - x821 <= 7 e855: 7 b168 + x634 - x822 <= 7 e856: 7 b169 + x634 - x823 <= 7 e857: 7 b170 + x634 - x824 <= 7 e858: 7 b171 + x634 - x825 <= 7 e859: 7 b172 + x634 - x826 <= 7 e860: 7 b173 + x634 - x827 <= 7 e861: 7 b174 + x634 - x828 <= 7 e862: 7 b175 + x634 - x829 <= 7 e863: 7 b176 + x634 - x830 <= 7 e864: 7 b177 + x634 - x831 <= 7 e865: 7 b178 + x634 - x832 <= 7 e866: 7 b179 + x634 - x833 <= 7 e867: 7 b180 + x634 - x834 <= 7 e868: 7 b181 + x635 - x835 <= 7 e869: 7 b182 + x635 - x836 <= 7 e870: 7 b183 + x635 - x837 <= 7 e871: 7 b184 + x635 - x838 <= 7 e872: 7 b185 + x635 - x839 <= 7 e873: 7 b186 + x635 - x840 <= 7 e874: 7 b187 + x635 - x841 <= 7 e875: 7 b188 + x635 - x842 <= 7 e876: 7 b189 + x635 - x843 <= 7 e877: 7 b190 + x635 - x844 <= 7 e878: 7 b191 + x635 - x845 <= 7 e879: 7 b192 + x635 - x846 <= 7 e880: 7 b193 + x635 - x847 <= 7 e881: 7 b194 + x635 - x848 <= 7 e882: 7 b195 + x635 - x849 <= 7 e883: 7 b196 + x636 - x850 <= 7 e884: 7 b197 + x636 - x851 <= 7 e885: 7 b198 + x636 - x852 <= 7 e886: 7 b199 + x636 - x853 <= 7 e887: 7 b200 + x636 - x854 <= 7 e888: 7 b201 + x637 - x855 <= 7 e889: 7 b202 + x637 - x856 <= 7 e890: 7 b203 + x637 - x857 <= 7 e891: 7 b204 + x637 - x858 <= 7 e892: 7 b205 + x637 - x859 <= 7 e893: - 7 b1 + x638 - x860 >= -7 e894: - 7 b2 + x638 - x861 >= -7 e895: - 7 b3 + x638 - x862 >= -7 e896: - 7 b4 + x638 - x863 >= -7 e897: - 7 b5 + x638 - x864 >= -7 e898: - 7 b6 + x638 - x865 >= -7 e899: - 7 b7 + x638 - x866 >= -7 e900: - 7 b8 + x638 - x867 >= -7 e901: - 7 b9 + x638 - x868 >= -7 e902: - 7 b10 + x638 - x869 >= -7 e903: - 7 b11 + x638 - x870 >= -7 e904: - 7 b12 + x638 - x871 >= -7 e905: - 7 b13 + x638 - x872 >= -7 e906: - 7 b14 + x638 - x873 >= -7 e907: - 7 b15 + x638 - x874 >= -7 e908: - 7 b16 + x639 - x875 >= -7 e909: - 7 b17 + x639 - x876 >= -7 e910: - 7 b18 + x639 - x877 >= -7 e911: - 7 b19 + x639 - x878 >= -7 e912: - 7 b20 + x639 - x879 >= -7 e913: - 7 b21 + x639 - x880 >= -7 e914: - 7 b22 + x639 - x881 >= -7 e915: - 7 b23 + x639 - x882 >= -7 e916: - 7 b24 + x639 - x883 >= -7 e917: - 7 b25 + x639 - x884 >= -7 e918: - 7 b26 + x639 - x885 >= -7 e919: - 7 b27 + x639 - x886 >= -7 e920: - 7 b28 + x639 - x887 >= -7 e921: - 7 b29 + x639 - x888 >= -7 e922: - 7 b30 + x639 - x889 >= -7 e923: - 7 b31 + x640 - x890 >= -7 e924: - 7 b32 + x640 - x891 >= -7 e925: - 7 b33 + x640 - x892 >= -7 e926: - 7 b34 + x640 - x893 >= -7 e927: - 7 b35 + x640 - x894 >= -7 e928: - 7 b36 + x640 - x895 >= -7 e929: - 7 b37 + x640 - x896 >= -7 e930: - 7 b38 + x640 - x897 >= -7 e931: - 7 b39 + x640 - x898 >= -7 e932: - 7 b40 + x640 - x899 >= -7 e933: - 7 b41 + x640 - x900 >= -7 e934: - 7 b42 + x640 - x901 >= -7 e935: - 7 b43 + x640 - x902 >= -7 e936: - 7 b44 + x640 - x903 >= -7 e937: - 7 b45 + x640 - x904 >= -7 e938: - 7 b46 + x641 - x905 >= -7 e939: - 7 b47 + x641 - x906 >= -7 e940: - 7 b48 + x641 - x907 >= -7 e941: - 7 b49 + x641 - x908 >= -7 e942: - 7 b50 + x641 - x909 >= -7 e943: - 7 b51 + x641 - x910 >= -7 e944: - 7 b52 + x641 - x911 >= -7 e945: - 7 b53 + x641 - x912 >= -7 e946: - 7 b54 + x641 - x913 >= -7 e947: - 7 b55 + x641 - x914 >= -7 e948: - 7 b56 + x641 - x915 >= -7 e949: - 7 b57 + x641 - x916 >= -7 e950: - 7 b58 + x641 - x917 >= -7 e951: - 7 b59 + x641 - x918 >= -7 e952: - 7 b60 + x641 - x919 >= -7 e953: - 7 b61 + x642 - x920 >= -7 e954: - 7 b62 + x642 - x921 >= -7 e955: - 7 b63 + x642 - x922 >= -7 e956: - 7 b64 + x642 - x923 >= -7 e957: - 7 b65 + x642 - x924 >= -7 e958: - 7 b66 + x642 - x925 >= -7 e959: - 7 b67 + x642 - x926 >= -7 e960: - 7 b68 + x642 - x927 >= -7 e961: - 7 b69 + x642 - x928 >= -7 e962: - 7 b70 + x642 - x929 >= -7 e963: - 7 b71 + x642 - x930 >= -7 e964: - 7 b72 + x642 - x931 >= -7 e965: - 7 b73 + x642 - x932 >= -7 e966: - 7 b74 + x642 - x933 >= -7 e967: - 7 b75 + x642 - x934 >= -7 e968: - 7 b76 + x643 - x935 >= -7 e969: - 7 b77 + x643 - x936 >= -7 e970: - 7 b78 + x643 - x937 >= -7 e971: - 7 b79 + x643 - x938 >= -7 e972: - 7 b80 + x643 - x939 >= -7 e973: - 7 b81 + x643 - x940 >= -7 e974: - 7 b82 + x643 - x941 >= -7 e975: - 7 b83 + x643 - x942 >= -7 e976: - 7 b84 + x643 - x943 >= -7 e977: - 7 b85 + x643 - x944 >= -7 e978: - 7 b86 + x643 - x945 >= -7 e979: - 7 b87 + x643 - x946 >= -7 e980: - 7 b88 + x643 - x947 >= -7 e981: - 7 b89 + x643 - x948 >= -7 e982: - 7 b90 + x643 - x949 >= -7 e983: - 7 b91 + x644 - x950 >= -7 e984: - 7 b92 + x644 - x951 >= -7 e985: - 7 b93 + x644 - x952 >= -7 e986: - 7 b94 + x644 - x953 >= -7 e987: - 7 b95 + x644 - x954 >= -7 e988: - 7 b96 + x644 - x955 >= -7 e989: - 7 b97 + x644 - x956 >= -7 e990: - 7 b98 + x644 - x957 >= -7 e991: - 7 b99 + x644 - x958 >= -7 e992: - 7 b100 + x644 - x959 >= -7 e993: - 7 b101 + x644 - x960 >= -7 e994: - 7 b102 + x644 - x961 >= -7 e995: - 7 b103 + x644 - x962 >= -7 e996: - 7 b104 + x644 - x963 >= -7 e997: - 7 b105 + x644 - x964 >= -7 e998: - 7 b106 + x645 - x965 >= -7 e999: - 7 b107 + x645 - x966 >= -7 e1000: - 7 b108 + x645 - x967 >= -7 e1001: - 7 b109 + x645 - x968 >= -7 e1002: - 7 b110 + x645 - x969 >= -7 e1003: - 7 b111 + x645 - x970 >= -7 e1004: - 7 b112 + x645 - x971 >= -7 e1005: - 7 b113 + x645 - x972 >= -7 e1006: - 7 b114 + x645 - x973 >= -7 e1007: - 7 b115 + x645 - x974 >= -7 e1008: - 7 b116 + x645 - x975 >= -7 e1009: - 7 b117 + x645 - x976 >= -7 e1010: - 7 b118 + x645 - x977 >= -7 e1011: - 7 b119 + x645 - x978 >= -7 e1012: - 7 b120 + x645 - x979 >= -7 e1013: - 7 b121 + x646 - x980 >= -7 e1014: - 7 b122 + x646 - x981 >= -7 e1015: - 7 b123 + x646 - x982 >= -7 e1016: - 7 b124 + x646 - x983 >= -7 e1017: - 7 b125 + x646 - x984 >= -7 e1018: - 7 b126 + x646 - x985 >= -7 e1019: - 7 b127 + x646 - x986 >= -7 e1020: - 7 b128 + x646 - x987 >= -7 e1021: - 7 b129 + x646 - x988 >= -7 e1022: - 7 b130 + x646 - x989 >= -7 e1023: - 7 b131 + x646 - x990 >= -7 e1024: - 7 b132 + x646 - x991 >= -7 e1025: - 7 b133 + x646 - x992 >= -7 e1026: - 7 b134 + x646 - x993 >= -7 e1027: - 7 b135 + x646 - x994 >= -7 e1028: - 7 b136 + x647 - x995 >= -7 e1029: - 7 b137 + x647 - x996 >= -7 e1030: - 7 b138 + x647 - x997 >= -7 e1031: - 7 b139 + x647 - x998 >= -7 e1032: - 7 b140 + x647 - x999 >= -7 e1033: - 7 b141 + x647 - x1000 >= -7 e1034: - 7 b142 + x647 - x1001 >= -7 e1035: - 7 b143 + x647 - x1002 >= -7 e1036: - 7 b144 + x647 - x1003 >= -7 e1037: - 7 b145 + x647 - x1004 >= -7 e1038: - 7 b146 + x648 - x1005 >= -7 e1039: - 7 b147 + x648 - x1006 >= -7 e1040: - 7 b148 + x648 - x1007 >= -7 e1041: - 7 b149 + x648 - x1008 >= -7 e1042: - 7 b150 + x648 - x1009 >= -7 e1043: - 7 b151 + x649 - x1010 >= -7 e1044: - 7 b152 + x649 - x1011 >= -7 e1045: - 7 b153 + x649 - x1012 >= -7 e1046: - 7 b154 + x649 - x1013 >= -7 e1047: - 7 b155 + x649 - x1014 >= -7 e1048: - 7 b156 + x649 - x1015 >= -7 e1049: - 7 b157 + x649 - x1016 >= -7 e1050: - 7 b158 + x649 - x1017 >= -7 e1051: - 7 b159 + x649 - x1018 >= -7 e1052: - 7 b160 + x649 - x1019 >= -7 e1053: - 7 b161 + x650 - x1020 >= -7 e1054: - 7 b162 + x650 - x1021 >= -7 e1055: - 7 b163 + x650 - x1022 >= -7 e1056: - 7 b164 + x650 - x1023 >= -7 e1057: - 7 b165 + x650 - x1024 >= -7 e1058: - 7 b166 + x651 - x1025 >= -7 e1059: - 7 b167 + x651 - x1026 >= -7 e1060: - 7 b168 + x651 - x1027 >= -7 e1061: - 7 b169 + x651 - x1028 >= -7 e1062: - 7 b170 + x651 - x1029 >= -7 e1063: - 7 b171 + x651 - x1030 >= -7 e1064: - 7 b172 + x651 - x1031 >= -7 e1065: - 7 b173 + x651 - x1032 >= -7 e1066: - 7 b174 + x651 - x1033 >= -7 e1067: - 7 b175 + x651 - x1034 >= -7 e1068: - 7 b176 + x651 - x1035 >= -7 e1069: - 7 b177 + x651 - x1036 >= -7 e1070: - 7 b178 + x651 - x1037 >= -7 e1071: - 7 b179 + x651 - x1038 >= -7 e1072: - 7 b180 + x651 - x1039 >= -7 e1073: - 7 b181 + x652 - x1040 >= -7 e1074: - 7 b182 + x652 - x1041 >= -7 e1075: - 7 b183 + x652 - x1042 >= -7 e1076: - 7 b184 + x652 - x1043 >= -7 e1077: - 7 b185 + x652 - x1044 >= -7 e1078: - 7 b186 + x652 - x1045 >= -7 e1079: - 7 b187 + x652 - x1046 >= -7 e1080: - 7 b188 + x652 - x1047 >= -7 e1081: - 7 b189 + x652 - x1048 >= -7 e1082: - 7 b190 + x652 - x1049 >= -7 e1083: - 7 b191 + x652 - x1050 >= -7 e1084: - 7 b192 + x652 - x1051 >= -7 e1085: - 7 b193 + x652 - x1052 >= -7 e1086: - 7 b194 + x652 - x1053 >= -7 e1087: - 7 b195 + x652 - x1054 >= -7 e1088: - 7 b196 + x653 - x1055 >= -7 e1089: - 7 b197 + x653 - x1056 >= -7 e1090: - 7 b198 + x653 - x1057 >= -7 e1091: - 7 b199 + x653 - x1058 >= -7 e1092: - 7 b200 + x653 - x1059 >= -7 e1093: - 7 b201 + x654 - x1060 >= -7 e1094: - 7 b202 + x654 - x1061 >= -7 e1095: - 7 b203 + x654 - x1062 >= -7 e1096: - 7 b204 + x654 - x1063 >= -7 e1097: - 7 b205 + x654 - x1064 >= -7 e1098: - x1165 + x1200 = 0 e1099: - x1166 + x1201 = 0 e1100: - x1167 + x1202 = 0 e1101: - x1168 + x1203 = 0 e1102: - x1169 + x1204 = 0 e1103: - x1170 + x1205 = 0 e1104: - x1171 + x1206 = 0 e1105: - x1172 + x1207 = 0 e1106: - x1173 + x1208 = 0 e1107: - x1174 + x1209 = 0 e1108: - x1175 + x1210 = 0 e1109: - x1176 + x1211 = 0 e1110: - x1177 + x1212 = 0 e1111: - x1178 + x1213 = 0 e1112: - x1179 + x1214 = 0 e1113: - x1180 + x1215 = 0 e1114: - x1181 + x1216 = 0 e1115: - x1182 + x1217 = 0 e1116: - x1183 + x1218 = 0 e1117: - x1184 + x1219 = 0 e1118: - x1185 + x1220 = 0 e1119: - x1186 + x1221 = 0 e1120: - x1187 + x1222 = 0 e1121: - x1188 + x1223 = 0 e1122: - x1189 + x1224 = 0 e1123: - x1190 + x1225 + x1230 + x1235 = 0 e1124: - x1191 + x1226 + x1231 + x1236 = 0 e1125: - x1192 + x1227 + x1232 + x1237 = 0 e1126: - x1193 + x1228 + x1233 + x1238 = 0 e1127: - x1194 + x1229 + x1234 + x1239 = 0 e1128: - x1195 + x1240 = 0 e1129: - x1196 + x1241 = 0 e1130: - x1197 + x1242 = 0 e1131: - x1198 + x1243 = 0 e1132: - x1199 + x1244 = 0 e1133: x1165 - x1200 <= 0 e1134: x1166 - x1201 <= 0 e1135: x1167 - x1202 <= 0 e1136: x1168 - x1203 <= 0 e1137: x1169 - x1204 <= 0 e1138: x1170 - x1205 <= 0 e1139: x1171 - x1206 <= 0 e1140: x1172 - x1207 <= 0 e1141: x1173 - x1208 <= 0 e1142: x1174 - x1209 <= 0 e1143: x1175 - x1210 <= 0 e1144: x1176 - x1211 <= 0 e1145: x1177 - x1212 <= 0 e1146: x1178 - x1213 <= 0 e1147: x1179 - x1214 <= 0 e1148: x1180 - x1215 <= 0 e1149: x1181 - x1216 <= 0 e1150: x1182 - x1217 <= 0 e1151: x1183 - x1218 <= 0 e1152: x1184 - x1219 <= 0 e1153: x1185 - x1220 <= 0 e1154: x1186 - x1221 <= 0 e1155: x1187 - x1222 <= 0 e1156: x1188 - x1223 <= 0 e1157: x1189 - x1224 <= 0 e1158: x1195 - x1240 <= 0 e1159: x1196 - x1241 <= 0 e1160: x1197 - x1242 <= 0 e1161: x1198 - x1243 <= 0 e1162: x1199 - x1244 <= 0 e1163: - x326 + x361 = 0 e1164: - x327 + x362 = 0 e1165: - x328 + x363 = 0 e1166: - x329 + x364 = 0 e1167: - x330 + x365 = 0 e1168: - x331 + x366 = 0 e1169: - x332 + x367 = 0 e1170: - x333 + x368 = 0 e1171: - x334 + x369 = 0 e1172: - x335 + x370 = 0 e1173: - x336 + x371 = 0 e1174: - x337 + x372 = 0 e1175: - x338 + x373 = 0 e1176: - x339 + x374 = 0 e1177: - x340 + x375 = 0 e1178: - x341 + x376 = 0 e1179: - x342 + x377 = 0 e1180: - x343 + x378 = 0 e1181: - x344 + x379 = 0 e1182: - x345 + x380 = 0 e1183: - x346 + x381 = 0 e1184: - x347 + x382 = 0 e1185: - x348 + x383 = 0 e1186: - x349 + x384 = 0 e1187: - x350 + x385 = 0 e1188: - .5 x351 + x386 = 0 e1189: - .5 x352 + x387 = 0 e1190: - .25 x351 + x391 = 0 e1191: - .25 x352 + x392 = 0 e1192: - .25 x351 + x396 = 0 e1193: - .25 x352 + x397 = 0 e1194: - x356 + x401 = 0 e1195: - x357 + x402 = 0 e1196: - x358 + x403 = 0 e1197: - x359 + x404 = 0 e1198: - x360 + x405 = 0 e1199: b1 + b291 <= 1 e1200: b2 + b292 <= 1 e1201: b3 + b293 <= 1 e1202: b4 + b294 <= 1 e1203: b5 + b295 <= 1 e1204: b6 + b306 <= 1 e1205: b7 + b307 <= 1 e1206: b8 + b308 <= 1 e1207: b9 + b309 <= 1 e1208: b10 + b310 <= 1 e1209: b11 + b311 <= 1 e1210: b12 + b312 <= 1 e1211: b13 + b313 <= 1 e1212: b14 + b314 <= 1 e1213: b15 + b315 <= 1 e1214: b16 + b291 <= 1 e1215: b17 + b292 <= 1 e1216: b18 + b293 <= 1 e1217: b19 + b294 <= 1 e1218: b20 + b295 <= 1 e1219: b21 + b306 <= 1 e1220: b22 + b307 <= 1 e1221: b23 + b308 <= 1 e1222: b24 + b309 <= 1 e1223: b25 + b310 <= 1 e1224: b26 + b311 <= 1 e1225: b27 + b312 <= 1 e1226: b28 + b313 <= 1 e1227: b29 + b314 <= 1 e1228: b30 + b315 <= 1 e1229: b31 + b291 <= 1 e1230: b32 + b292 <= 1 e1231: b33 + b293 <= 1 e1232: b34 + b294 <= 1 e1233: b35 + b295 <= 1 e1234: b36 + b306 <= 1 e1235: b37 + b307 <= 1 e1236: b38 + b308 <= 1 e1237: b39 + b309 <= 1 e1238: b40 + b310 <= 1 e1239: b41 + b311 <= 1 e1240: b42 + b312 <= 1 e1241: b43 + b313 <= 1 e1242: b44 + b314 <= 1 e1243: b45 + b315 <= 1 e1244: b46 + b291 <= 1 e1245: b47 + b292 <= 1 e1246: b48 + b293 <= 1 e1247: b49 + b294 <= 1 e1248: b50 + b295 <= 1 e1249: b51 + b306 <= 1 e1250: b52 + b307 <= 1 e1251: b53 + b308 <= 1 e1252: b54 + b309 <= 1 e1253: b55 + b310 <= 1 e1254: b56 + b311 <= 1 e1255: b57 + b312 <= 1 e1256: b58 + b313 <= 1 e1257: b59 + b314 <= 1 e1258: b60 + b315 <= 1 e1259: b61 + b291 <= 1 e1260: b62 + b292 <= 1 e1261: b63 + b293 <= 1 e1262: b64 + b294 <= 1 e1263: b65 + b295 <= 1 e1264: b66 + b306 <= 1 e1265: b67 + b307 <= 1 e1266: b68 + b308 <= 1 e1267: b69 + b309 <= 1 e1268: b70 + b310 <= 1 e1269: b71 + b311 <= 1 e1270: b72 + b312 <= 1 e1271: b73 + b313 <= 1 e1272: b74 + b314 <= 1 e1273: b75 + b315 <= 1 e1274: b76 + b291 <= 1 e1275: b77 + b292 <= 1 e1276: b78 + b293 <= 1 e1277: b79 + b294 <= 1 e1278: b80 + b295 <= 1 e1279: b81 + b306 <= 1 e1280: b82 + b307 <= 1 e1281: b83 + b308 <= 1 e1282: b84 + b309 <= 1 e1283: b85 + b310 <= 1 e1284: b86 + b311 <= 1 e1285: b87 + b312 <= 1 e1286: b88 + b313 <= 1 e1287: b89 + b314 <= 1 e1288: b90 + b315 <= 1 e1289: b91 + b291 <= 1 e1290: b92 + b292 <= 1 e1291: b93 + b293 <= 1 e1292: b94 + b294 <= 1 e1293: b95 + b295 <= 1 e1294: b96 + b306 <= 1 e1295: b97 + b307 <= 1 e1296: b98 + b308 <= 1 e1297: b99 + b309 <= 1 e1298: b100 + b310 <= 1 e1299: b101 + b311 <= 1 e1300: b102 + b312 <= 1 e1301: b103 + b313 <= 1 e1302: b104 + b314 <= 1 e1303: b105 + b315 <= 1 e1304: b106 + b291 <= 1 e1305: b107 + b292 <= 1 e1306: b108 + b293 <= 1 e1307: b109 + b294 <= 1 e1308: b110 + b295 <= 1 e1309: b111 + b306 <= 1 e1310: b112 + b307 <= 1 e1311: b113 + b308 <= 1 e1312: b114 + b309 <= 1 e1313: b115 + b310 <= 1 e1314: b116 + b311 <= 1 e1315: b117 + b312 <= 1 e1316: b118 + b313 <= 1 e1317: b119 + b314 <= 1 e1318: b120 + b315 <= 1 e1319: b121 + b291 <= 1 e1320: b122 + b292 <= 1 e1321: b123 + b293 <= 1 e1322: b124 + b294 <= 1 e1323: b125 + b295 <= 1 e1324: b126 + b306 <= 1 e1325: b127 + b307 <= 1 e1326: b128 + b308 <= 1 e1327: b129 + b309 <= 1 e1328: b130 + b310 <= 1 e1329: b131 + b311 <= 1 e1330: b132 + b312 <= 1 e1331: b133 + b313 <= 1 e1332: b134 + b314 <= 1 e1333: b135 + b315 <= 1 e1334: b136 + b296 <= 1 e1335: b137 + b297 <= 1 e1336: b138 + b298 <= 1 e1337: b139 + b299 <= 1 e1338: b140 + b300 <= 1 e1339: b141 + b316 <= 1 e1340: b142 + b317 <= 1 e1341: b143 + b318 <= 1 e1342: b144 + b319 <= 1 e1343: b145 + b320 <= 1 e1344: b146 + b316 <= 1 e1345: b147 + b317 <= 1 e1346: b148 + b318 <= 1 e1347: b149 + b319 <= 1 e1348: b150 + b320 <= 1 e1349: b151 + b296 <= 1 e1350: b152 + b297 <= 1 e1351: b153 + b298 <= 1 e1352: b154 + b299 <= 1 e1353: b155 + b300 <= 1 e1354: b156 + b316 <= 1 e1355: b157 + b317 <= 1 e1356: b158 + b318 <= 1 e1357: b159 + b319 <= 1 e1358: b160 + b320 <= 1 e1359: b161 + b316 <= 1 e1360: b162 + b317 <= 1 e1361: b163 + b318 <= 1 e1362: b164 + b319 <= 1 e1363: b165 + b320 <= 1 e1364: b166 + b291 <= 1 e1365: b167 + b292 <= 1 e1366: b168 + b293 <= 1 e1367: b169 + b294 <= 1 e1368: b170 + b295 <= 1 e1369: b171 + b306 <= 1 e1370: b172 + b307 <= 1 e1371: b173 + b308 <= 1 e1372: b174 + b309 <= 1 e1373: b175 + b310 <= 1 e1374: b176 + b311 <= 1 e1375: b177 + b312 <= 1 e1376: b178 + b313 <= 1 e1377: b179 + b314 <= 1 e1378: b180 + b315 <= 1 e1379: b181 + b291 <= 1 e1380: b182 + b292 <= 1 e1381: b183 + b293 <= 1 e1382: b184 + b294 <= 1 e1383: b185 + b295 <= 1 e1384: b186 + b306 <= 1 e1385: b187 + b307 <= 1 e1386: b188 + b308 <= 1 e1387: b189 + b309 <= 1 e1388: b190 + b310 <= 1 e1389: b191 + b311 <= 1 e1390: b192 + b312 <= 1 e1391: b193 + b313 <= 1 e1392: b194 + b314 <= 1 e1393: b195 + b315 <= 1 e1394: b196 + b316 <= 1 e1395: b197 + b317 <= 1 e1396: b198 + b318 <= 1 e1397: b199 + b319 <= 1 e1398: b200 + b320 <= 1 e1399: b201 + b316 <= 1 e1400: b202 + b317 <= 1 e1401: b203 + b318 <= 1 e1402: b204 + b319 <= 1 e1403: b205 + b320 <= 1 e1404: b291 <= 2 e1405: b292 <= 2 e1406: b293 <= 2 e1407: b294 <= 2 e1408: b295 <= 2 e1409: b296 <= 2 e1410: b297 <= 2 e1411: b298 <= 2 e1412: b299 <= 2 e1413: b300 <= 2 e1414: b301 <= 2 e1415: b302 <= 2 e1416: b303 <= 2 e1417: b304 <= 2 e1418: b305 <= 2 e1419: b306 <= 2 e1420: b307 <= 2 e1421: b308 <= 2 e1422: b309 <= 2 e1423: b310 <= 2 e1424: b311 <= 2 e1425: b312 <= 2 e1426: b313 <= 2 e1427: b314 <= 2 e1428: b315 <= 2 e1429: b316 <= 2 e1430: b317 <= 2 e1431: b318 <= 2 e1432: b319 <= 2 e1433: b320 <= 2 e1434: b321 <= 2 e1435: b322 <= 2 e1436: b323 <= 2 e1437: b324 <= 2 e1438: b325 <= 2 e1439: b291 + b301 + b306 + b311 + b321 <= 2 e1440: b292 + b302 + b307 + b312 + b322 <= 2 e1441: b293 + b303 + b308 + b313 + b323 <= 2 e1442: b294 + b304 + b309 + b314 + b324 <= 2 e1443: b295 + b305 + b310 + b315 + b325 <= 2 e1444: b296 + b316 <= 2 e1445: b297 + b317 <= 2 e1446: b298 + b318 <= 2 e1447: b299 + b319 <= 2 e1448: b300 + b320 <= 2 e1449: x326 + 5e3 x1075 - 5e3 x1110 <= 0 e1450: x327 + 5e3 x1076 - 5e3 x1111 <= 0 e1451: x328 + 5e3 x1077 - 5e3 x1112 <= 0 e1452: x329 + 5e3 x1078 - 5e3 x1113 <= 0 e1453: x330 + 5e3 x1079 - 5e3 x1114 <= 0 e1454: x331 + 5e3 x1080 - 5e3 x1115 <= 0 e1455: x332 + 5e3 x1081 - 5e3 x1116 <= 0 e1456: x333 + 5e3 x1082 - 5e3 x1117 <= 0 e1457: x334 + 5e3 x1083 - 5e3 x1118 <= 0 e1458: x335 + 5e3 x1084 - 5e3 x1119 <= 0 e1459: x336 + 5e3 x1085 - 5e3 x1120 <= 0 e1460: x337 + 5e3 x1086 - 5e3 x1121 <= 0 e1461: x338 + 5e3 x1087 - 5e3 x1122 <= 0 e1462: x339 + 5e3 x1088 - 5e3 x1123 <= 0 e1463: x340 + 5e3 x1089 - 5e3 x1124 <= 0 e1464: x341 + 5e3 x1090 - 5e3 x1125 <= 0 e1465: x342 + 5e3 x1091 - 5e3 x1126 <= 0 e1466: x343 + 5e3 x1092 - 5e3 x1127 <= 0 e1467: x344 + 5e3 x1093 - 5e3 x1128 <= 0 e1468: x345 + 5e3 x1094 - 5e3 x1129 <= 0 e1469: x346 + 5e3 x1095 - 5e3 x1130 <= 0 e1470: x347 + 5e3 x1096 - 5e3 x1131 <= 0 e1471: x348 + 5e3 x1097 - 5e3 x1132 <= 0 e1472: x349 + 5e3 x1098 - 5e3 x1133 <= 0 e1473: x350 + 5e3 x1099 - 5e3 x1134 <= 0 e1474: x351 + 5e3 x1100 - 5e3 x1135 <= 0 e1475: x352 + 5e3 x1101 - 5e3 x1136 <= 0 e1476: x353 + 5e3 x1102 - 5e3 x1137 <= 0 e1477: x354 + 5e3 x1103 - 5e3 x1138 <= 0 e1478: x355 + 5e3 x1104 - 5e3 x1139 <= 0 e1479: x356 + 5e3 x1105 - 5e3 x1140 <= 0 e1480: x357 + 5e3 x1106 - 5e3 x1141 <= 0 e1481: x358 + 5e3 x1107 - 5e3 x1142 <= 0 e1482: x359 + 5e3 x1108 - 5e3 x1143 <= 0 e1483: x360 + 5e3 x1109 - 5e3 x1144 <= 0 e1484: - 5e3 b291 + x326 <= 0 e1485: - 2.5e4 b292 + x327 <= 0 e1486: - 2.5e4 b293 + x328 <= 0 e1487: - 2.5e4 b294 + x329 <= 0 e1488: - 2.5e4 b295 + x330 <= 0 e1489: - 6e3 b296 + x331 <= 0 e1490: - 1.45e4 b297 + x332 <= 0 e1491: - 2.5e4 b298 + x333 <= 0 e1492: - 2.5e4 b299 + x334 <= 0 e1493: - 2.5e4 b300 + x335 <= 0 e1494: - 7e3 b301 + x336 <= 0 e1495: - 7e3 b302 + x337 <= 0 e1496: - 2.5e4 b303 + x338 <= 0 e1497: - 2.5e4 b304 + x339 <= 0 e1498: - 2.5e4 b305 + x340 <= 0 e1499: - 8e3 b306 + x341 <= 0 e1500: - 2.5e4 b307 + x342 <= 0 e1501: - 2.5e4 b308 + x343 <= 0 e1502: - 2.5e4 b309 + x344 <= 0 e1503: - 2.5e4 b310 + x345 <= 0 e1504: - 8e3 b311 + x346 <= 0 e1505: - 3.5e4 b312 + x347 <= 0 e1506: - 3.5e4 b313 + x348 <= 0 e1507: - 3.5e4 b314 + x349 <= 0 e1508: - 3.5e4 b315 + x350 <= 0 e1509: - 2e4 b316 + x351 <= 0 e1510: - 3.5e4 b317 + x352 <= 0 e1511: - 3.5e4 b318 + x353 <= 0 e1512: - 3.5e4 b319 + x354 <= 0 e1513: - 3.5e4 b320 + x355 <= 0 e1514: - 1e4 b321 + x356 <= 0 e1515: - 1e4 b322 + x357 <= 0 e1516: - 3.5e4 b323 + x358 <= 0 e1517: - 3.5e4 b324 + x359 <= 0 e1518: - 3.5e4 b325 + x360 <= 0 e1519: x326 - x361 = 0 e1520: x327 - x362 = 0 e1521: x328 - x363 = 0 e1522: x329 - x364 = 0 e1523: x330 - x365 = 0 e1524: x331 - x366 = 0 e1525: x332 - x367 = 0 e1526: x333 - x368 = 0 e1527: x334 - x369 = 0 e1528: x335 - x370 = 0 e1529: x336 - x371 = 0 e1530: x337 - x372 = 0 e1531: x338 - x373 = 0 e1532: x339 - x374 = 0 e1533: x340 - x375 = 0 e1534: x341 - x376 = 0 e1535: x342 - x377 = 0 e1536: x343 - x378 = 0 e1537: x344 - x379 = 0 e1538: x345 - x380 = 0 e1539: x346 - x381 = 0 e1540: x347 - x382 = 0 e1541: x348 - x383 = 0 e1542: x349 - x384 = 0 e1543: x350 - x385 = 0 e1544: x351 - x386 - x391 - x396 = 0 e1545: x352 - x387 - x392 - x397 = 0 e1546: x353 - x388 - x393 - x398 = 0 e1547: x354 - x389 - x394 - x399 = 0 e1548: x355 - x390 - x395 - x400 = 0 e1549: x356 - x401 = 0 e1550: x357 - x402 = 0 e1551: x358 - x403 = 0 e1552: x359 - x404 = 0 e1553: x360 - x405 = 0 e1554: - x326 - x336 - x341 - x346 - x356 + x406 = 0 e1555: - x327 - x337 - x342 - x347 - x357 + x407 = 0 e1556: - x328 - x338 - x343 - x348 - x358 + x408 = 0 e1557: - x329 - x339 - x344 - x349 - x359 + x409 = 0 e1558: - x330 - x340 - x345 - x350 - x360 + x410 = 0 e1559: - x331 - x351 + x411 = 0 e1560: - x332 - x352 + x412 = 0 e1561: - x333 - x353 + x413 = 0 e1562: - x334 - x354 + x414 = 0 e1563: - x335 - x355 + x415 = 0 e1564: - x406 - 2e3 x1145 + 2e3 x1155 <= 0 e1565: - x407 - 2e3 x1146 + 2e3 x1156 <= 0 e1566: - x408 - 2e3 x1147 + 2e3 x1157 <= 0 e1567: - x409 - 2e3 x1148 + 2e3 x1158 <= 0 e1568: - x410 - 2e3 x1149 + 2e3 x1159 <= 0 e1569: - x411 - 1e3 x1150 + 1e3 x1160 <= 0 e1570: - x412 - 1e3 x1151 + 1e3 x1161 <= 0 e1571: - x413 - 1e3 x1152 + 1e3 x1162 <= 0 e1572: - x414 - 1e3 x1153 + 1e3 x1163 <= 0 e1573: - x415 - 1e3 x1154 + 1e3 x1164 <= 0 e1574: x406 + 8e3 x1145 - 8e3 x1155 <= 0 e1575: x407 + 8e3 x1146 - 8e3 x1156 <= 0 e1576: x408 + 8e3 x1147 - 8e3 x1157 <= 0 e1577: x409 + 8e3 x1148 - 8e3 x1158 <= 0 e1578: x410 + 8e3 x1149 - 8e3 x1159 <= 0 e1579: x411 + 3e3 x1150 - 3e3 x1160 <= 0 e1580: x412 + 3e3 x1151 - 3e3 x1161 <= 0 e1581: x413 + 3e3 x1152 - 3e3 x1162 <= 0 e1582: x414 + 3e3 x1153 - 3e3 x1163 <= 0 e1583: x415 + 3e3 x1154 - 3e3 x1164 <= 0 e1584: - x366 - x386 + .45 x411 <= 0 e1585: - x367 - x387 + .45 x412 <= 0 e1586: - x368 - x388 + .45 x413 <= 0 e1587: - x369 - x389 + .45 x414 <= 0 e1588: - x370 - x390 + .45 x415 <= 0 e1589: x656 - x860 >= 0 e1590: x657 - x861 >= 0 e1591: x658 - x862 >= 0 e1592: x659 - x863 >= 0 e1593: x661 - x865 >= 0 e1594: x662 - x866 >= 0 e1595: x663 - x867 >= 0 e1596: x664 - x868 >= 0 e1597: x666 - x870 >= 0 e1598: x667 - x871 >= 0 e1599: x668 - x872 >= 0 e1600: x669 - x873 >= 0 e1601: x671 - x875 >= 0 e1602: x672 - x876 >= 0 e1603: x673 - x877 >= 0 e1604: x674 - x878 >= 0 e1605: x676 - x880 >= 0 e1606: x677 - x881 >= 0 e1607: x678 - x882 >= 0 e1608: x679 - x883 >= 0 e1609: x681 - x885 >= 0 e1610: x682 - x886 >= 0 e1611: x683 - x887 >= 0 e1612: x684 - x888 >= 0 e1613: x686 - x890 >= 0 e1614: x687 - x891 >= 0 e1615: x688 - x892 >= 0 e1616: x689 - x893 >= 0 e1617: x691 - x895 >= 0 e1618: x692 - x896 >= 0 e1619: x693 - x897 >= 0 e1620: x694 - x898 >= 0 e1621: x696 - x900 >= 0 e1622: x697 - x901 >= 0 e1623: x698 - x902 >= 0 e1624: x699 - x903 >= 0 e1625: x701 - x905 >= 0 e1626: x702 - x906 >= 0 e1627: x703 - x907 >= 0 e1628: x704 - x908 >= 0 e1629: x706 - x910 >= 0 e1630: x707 - x911 >= 0 e1631: x708 - x912 >= 0 e1632: x709 - x913 >= 0 e1633: x711 - x915 >= 0 e1634: x712 - x916 >= 0 e1635: x713 - x917 >= 0 e1636: x714 - x918 >= 0 e1637: x716 - x920 >= 0 e1638: x717 - x921 >= 0 e1639: x718 - x922 >= 0 e1640: x719 - x923 >= 0 e1641: x721 - x925 >= 0 e1642: x722 - x926 >= 0 e1643: x723 - x927 >= 0 e1644: x724 - x928 >= 0 e1645: x726 - x930 >= 0 e1646: x727 - x931 >= 0 e1647: x728 - x932 >= 0 e1648: x729 - x933 >= 0 e1649: x731 - x935 >= 0 e1650: x732 - x936 >= 0 e1651: x733 - x937 >= 0 e1652: x734 - x938 >= 0 e1653: x736 - x940 >= 0 e1654: x737 - x941 >= 0 e1655: x738 - x942 >= 0 e1656: x739 - x943 >= 0 e1657: x741 - x945 >= 0 e1658: x742 - x946 >= 0 e1659: x743 - x947 >= 0 e1660: x744 - x948 >= 0 e1661: x746 - x950 >= 0 e1662: x747 - x951 >= 0 e1663: x748 - x952 >= 0 e1664: x749 - x953 >= 0 e1665: x751 - x955 >= 0 e1666: x752 - x956 >= 0 e1667: x753 - x957 >= 0 e1668: x754 - x958 >= 0 e1669: x756 - x960 >= 0 e1670: x757 - x961 >= 0 e1671: x758 - x962 >= 0 e1672: x759 - x963 >= 0 e1673: x761 - x965 >= 0 e1674: x762 - x966 >= 0 e1675: x763 - x967 >= 0 e1676: x764 - x968 >= 0 e1677: x766 - x970 >= 0 e1678: x767 - x971 >= 0 e1679: x768 - x972 >= 0 e1680: x769 - x973 >= 0 e1681: x771 - x975 >= 0 e1682: x772 - x976 >= 0 e1683: x773 - x977 >= 0 e1684: x774 - x978 >= 0 e1685: x776 - x980 >= 0 e1686: x777 - x981 >= 0 e1687: x778 - x982 >= 0 e1688: x779 - x983 >= 0 e1689: x781 - x985 >= 0 e1690: x782 - x986 >= 0 e1691: x783 - x987 >= 0 e1692: x784 - x988 >= 0 e1693: x786 - x990 >= 0 e1694: x787 - x991 >= 0 e1695: x788 - x992 >= 0 e1696: x789 - x993 >= 0 e1697: x791 - x995 >= 0 e1698: x792 - x996 >= 0 e1699: x793 - x997 >= 0 e1700: x794 - x998 >= 0 e1701: x796 - x1000 >= 0 e1702: x797 - x1001 >= 0 e1703: x798 - x1002 >= 0 e1704: x799 - x1003 >= 0 e1705: x801 - x1005 >= 0 e1706: x802 - x1006 >= 0 e1707: x803 - x1007 >= 0 e1708: x804 - x1008 >= 0 e1709: x806 - x1010 >= 0 e1710: x807 - x1011 >= 0 e1711: x808 - x1012 >= 0 e1712: x809 - x1013 >= 0 e1713: x811 - x1015 >= 0 e1714: x812 - x1016 >= 0 e1715: x813 - x1017 >= 0 e1716: x814 - x1018 >= 0 e1717: x816 - x1020 >= 0 e1718: x817 - x1021 >= 0 e1719: x818 - x1022 >= 0 e1720: x819 - x1023 >= 0 e1721: x821 - x1025 >= 0 e1722: x822 - x1026 >= 0 e1723: x823 - x1027 >= 0 e1724: x824 - x1028 >= 0 e1725: x826 - x1030 >= 0 e1726: x827 - x1031 >= 0 e1727: x828 - x1032 >= 0 e1728: x829 - x1033 >= 0 e1729: x831 - x1035 >= 0 e1730: x832 - x1036 >= 0 e1731: x833 - x1037 >= 0 e1732: x834 - x1038 >= 0 e1733: x836 - x1040 >= 0 e1734: x837 - x1041 >= 0 e1735: x838 - x1042 >= 0 e1736: x839 - x1043 >= 0 e1737: x841 - x1045 >= 0 e1738: x842 - x1046 >= 0 e1739: x843 - x1047 >= 0 e1740: x844 - x1048 >= 0 e1741: x846 - x1050 >= 0 e1742: x847 - x1051 >= 0 e1743: x848 - x1052 >= 0 e1744: x849 - x1053 >= 0 e1745: x851 - x1055 >= 0 e1746: x852 - x1056 >= 0 e1747: x853 - x1057 >= 0 e1748: x854 - x1058 >= 0 e1749: x856 - x1060 >= 0 e1750: x857 - x1061 >= 0 e1751: x858 - x1062 >= 0 e1752: x859 - x1063 >= 0 e1753: - 7 b1 + x661 - x860 >= -7 e1754: - 7 b2 + x662 - x861 >= -7 e1755: - 7 b3 + x663 - x862 >= -7 e1756: - 7 b4 + x664 - x863 >= -7 e1757: - 7 b1 + x666 - x860 >= -7 e1758: - 7 b2 + x667 - x861 >= -7 e1759: - 7 b3 + x668 - x862 >= -7 e1760: - 7 b4 + x669 - x863 >= -7 e1761: - 7 b6 + x656 - x865 >= -7 e1762: - 7 b7 + x657 - x866 >= -7 e1763: - 7 b8 + x658 - x867 >= -7 e1764: - 7 b9 + x659 - x868 >= -7 e1765: - 7 b6 + x666 - x865 >= -7 e1766: - 7 b7 + x667 - x866 >= -7 e1767: - 7 b8 + x668 - x867 >= -7 e1768: - 7 b9 + x669 - x868 >= -7 e1769: - 7 b11 + x656 - x870 >= -7 e1770: - 7 b12 + x657 - x871 >= -7 e1771: - 7 b13 + x658 - x872 >= -7 e1772: - 7 b14 + x659 - x873 >= -7 e1773: - 7 b11 + x661 - x870 >= -7 e1774: - 7 b12 + x662 - x871 >= -7 e1775: - 7 b13 + x663 - x872 >= -7 e1776: - 7 b14 + x664 - x873 >= -7 e1777: - 7 b16 + x676 - x875 >= -7 e1778: - 7 b17 + x677 - x876 >= -7 e1779: - 7 b18 + x678 - x877 >= -7 e1780: - 7 b19 + x679 - x878 >= -7 e1781: - 7 b16 + x681 - x875 >= -7 e1782: - 7 b17 + x682 - x876 >= -7 e1783: - 7 b18 + x683 - x877 >= -7 e1784: - 7 b19 + x684 - x878 >= -7 e1785: - 7 b21 + x671 - x880 >= -7 e1786: - 7 b22 + x672 - x881 >= -7 e1787: - 7 b23 + x673 - x882 >= -7 e1788: - 7 b24 + x674 - x883 >= -7 e1789: - 7 b21 + x681 - x880 >= -7 e1790: - 7 b22 + x682 - x881 >= -7 e1791: - 7 b23 + x683 - x882 >= -7 e1792: - 7 b24 + x684 - x883 >= -7 e1793: - 7 b26 + x671 - x885 >= -7 e1794: - 7 b27 + x672 - x886 >= -7 e1795: - 7 b28 + x673 - x887 >= -7 e1796: - 7 b29 + x674 - x888 >= -7 e1797: - 7 b26 + x676 - x885 >= -7 e1798: - 7 b27 + x677 - x886 >= -7 e1799: - 7 b28 + x678 - x887 >= -7 e1800: - 7 b29 + x679 - x888 >= -7 e1801: - 7 b31 + x691 - x890 >= -7 e1802: - 7 b32 + x692 - x891 >= -7 e1803: - 7 b33 + x693 - x892 >= -7 e1804: - 7 b34 + x694 - x893 >= -7 e1805: - 7 b31 + x696 - x890 >= -7 e1806: - 7 b32 + x697 - x891 >= -7 e1807: - 7 b33 + x698 - x892 >= -7 e1808: - 7 b34 + x699 - x893 >= -7 e1809: - 7 b36 + x686 - x895 >= -7 e1810: - 7 b37 + x687 - x896 >= -7 e1811: - 7 b38 + x688 - x897 >= -7 e1812: - 7 b39 + x689 - x898 >= -7 e1813: - 7 b36 + x696 - x895 >= -7 e1814: - 7 b37 + x697 - x896 >= -7 e1815: - 7 b38 + x698 - x897 >= -7 e1816: - 7 b39 + x699 - x898 >= -7 e1817: - 7 b41 + x686 - x900 >= -7 e1818: - 7 b42 + x687 - x901 >= -7 e1819: - 7 b43 + x688 - x902 >= -7 e1820: - 7 b44 + x689 - x903 >= -7 e1821: - 7 b41 + x691 - x900 >= -7 e1822: - 7 b42 + x692 - x901 >= -7 e1823: - 7 b43 + x693 - x902 >= -7 e1824: - 7 b44 + x694 - x903 >= -7 e1825: - 7 b46 + x706 - x905 >= -7 e1826: - 7 b47 + x707 - x906 >= -7 e1827: - 7 b48 + x708 - x907 >= -7 e1828: - 7 b49 + x709 - x908 >= -7 e1829: - 7 b46 + x711 - x905 >= -7 e1830: - 7 b47 + x712 - x906 >= -7 e1831: - 7 b48 + x713 - x907 >= -7 e1832: - 7 b49 + x714 - x908 >= -7 e1833: - 7 b51 + x701 - x910 >= -7 e1834: - 7 b52 + x702 - x911 >= -7 e1835: - 7 b53 + x703 - x912 >= -7 e1836: - 7 b54 + x704 - x913 >= -7 e1837: - 7 b51 + x711 - x910 >= -7 e1838: - 7 b52 + x712 - x911 >= -7 e1839: - 7 b53 + x713 - x912 >= -7 e1840: - 7 b54 + x714 - x913 >= -7 e1841: - 7 b56 + 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x768 - x1047 >= -7 e3412: - 7 b189 + x769 - x1048 >= -7 e3413: - 7 b191 + x771 - x1050 >= -7 e3414: - 7 b192 + x772 - x1051 >= -7 e3415: - 7 b193 + x773 - x1052 >= -7 e3416: - 7 b194 + x774 - x1053 >= -7 e3417: - 7 b181 + x776 - x1040 >= -7 e3418: - 7 b182 + x777 - x1041 >= -7 e3419: - 7 b183 + x778 - x1042 >= -7 e3420: - 7 b184 + x779 - x1043 >= -7 e3421: - 7 b186 + x781 - x1045 >= -7 e3422: - 7 b187 + x782 - x1046 >= -7 e3423: - 7 b188 + x783 - x1047 >= -7 e3424: - 7 b189 + x784 - x1048 >= -7 e3425: - 7 b191 + x786 - x1050 >= -7 e3426: - 7 b192 + x787 - x1051 >= -7 e3427: - 7 b193 + x788 - x1052 >= -7 e3428: - 7 b194 + x789 - x1053 >= -7 e3429: - 7 b181 + x821 - x1040 >= -7 e3430: - 7 b182 + x822 - x1041 >= -7 e3431: - 7 b183 + x823 - x1042 >= -7 e3432: - 7 b184 + x824 - x1043 >= -7 e3433: - 7 b186 + x826 - x1045 >= -7 e3434: - 7 b187 + x827 - x1046 >= -7 e3435: - 7 b188 + x828 - x1047 >= -7 e3436: - 7 b189 + x829 - x1048 >= -7 e3437: - 7 b191 + x831 - x1050 >= -7 e3438: - 7 b192 + x832 - x1051 >= -7 e3439: - 7 b193 + x833 - x1052 >= -7 e3440: - 7 b194 + x834 - x1053 >= -7 e3441: - 7 b196 + x796 - x1055 >= -7 e3442: - 7 b197 + x797 - x1056 >= -7 e3443: - 7 b198 + x798 - x1057 >= -7 e3444: - 7 b199 + x799 - x1058 >= -7 e3445: - 7 b196 + x801 - x1055 >= -7 e3446: - 7 b197 + x802 - x1056 >= -7 e3447: - 7 b198 + x803 - x1057 >= -7 e3448: - 7 b199 + x804 - x1058 >= -7 e3449: - 7 b196 + x811 - x1055 >= -7 e3450: - 7 b197 + x812 - x1056 >= -7 e3451: - 7 b198 + x813 - x1057 >= -7 e3452: - 7 b199 + x814 - x1058 >= -7 e3453: - 7 b196 + x816 - x1055 >= -7 e3454: - 7 b197 + x817 - x1056 >= -7 e3455: - 7 b198 + x818 - x1057 >= -7 e3456: - 7 b199 + x819 - x1058 >= -7 e3457: - 7 b196 + x856 - x1055 >= -7 e3458: - 7 b197 + x857 - x1056 >= -7 e3459: - 7 b198 + x858 - x1057 >= -7 e3460: - 7 b199 + x859 - x1058 >= -7 e3461: - 7 b201 + x796 - x1060 >= -7 e3462: - 7 b202 + x797 - x1061 >= -7 e3463: - 7 b203 + x798 - x1062 >= -7 e3464: - 7 b204 + x799 - x1063 >= -7 e3465: - 7 b201 + x801 - x1060 >= -7 e3466: - 7 b202 + x802 - x1061 >= -7 e3467: - 7 b203 + x803 - x1062 >= -7 e3468: - 7 b204 + x804 - x1063 >= -7 e3469: - 7 b201 + x811 - x1060 >= -7 e3470: - 7 b202 + x812 - x1061 >= -7 e3471: - 7 b203 + x813 - x1062 >= -7 e3472: - 7 b204 + x814 - x1063 >= -7 e3473: - 7 b201 + x816 - x1060 >= -7 e3474: - 7 b202 + x817 - x1061 >= -7 e3475: - 7 b203 + x818 - x1062 >= -7 e3476: - 7 b204 + x819 - x1063 >= -7 e3477: - 7 b201 + x851 - x1060 >= -7 e3478: - 7 b202 + x852 - x1061 >= -7 e3479: - 7 b203 + x853 - x1062 >= -7 e3480: - 7 b204 + x854 - x1063 >= -7 e3481: 7 b1 + 7 b2 + x656 - x860 <= 14 e3482: 7 b2 + 7 b3 + x657 - x861 <= 14 e3483: 7 b3 + 7 b4 + x658 - x862 <= 14 e3484: 7 b4 + 7 b5 + x659 - x863 <= 14 e3485: 7 b1 + 7 b7 + x661 - x860 <= 14 e3486: 7 b2 + 7 b8 + x662 - x861 <= 14 e3487: 7 b3 + 7 b9 + x663 - x862 <= 14 e3488: 7 b4 + 7 b10 + x664 - x863 <= 14 e3489: 7 b1 + 7 b12 + x666 - x860 <= 14 e3490: 7 b2 + 7 b13 + x667 - x861 <= 14 e3491: 7 b3 + 7 b14 + x668 - x862 <= 14 e3492: 7 b4 + 7 b15 + x669 - x863 <= 14 e3493: 7 b2 + 7 b6 + x656 - x865 <= 14 e3494: 7 b3 + 7 b7 + x657 - x866 <= 14 e3495: 7 b4 + 7 b8 + x658 - x867 <= 14 e3496: 7 b5 + 7 b9 + x659 - x868 <= 14 e3497: 7 b6 + 7 b7 + x661 - x865 <= 14 e3498: 7 b7 + 7 b8 + x662 - x866 <= 14 e3499: 7 b8 + 7 b9 + x663 - x867 <= 14 e3500: 7 b9 + 7 b10 + x664 - x868 <= 14 e3501: 7 b6 + 7 b12 + x666 - x865 <= 14 e3502: 7 b7 + 7 b13 + x667 - x866 <= 14 e3503: 7 b8 + 7 b14 + x668 - x867 <= 14 e3504: 7 b9 + 7 b15 + x669 - x868 <= 14 e3505: 7 b2 + 7 b11 + x656 - x870 <= 14 e3506: 7 b3 + 7 b12 + x657 - x871 <= 14 e3507: 7 b4 + 7 b13 + x658 - x872 <= 14 e3508: 7 b5 + 7 b14 + x659 - x873 <= 14 e3509: 7 b7 + 7 b11 + x661 - x870 <= 14 e3510: 7 b8 + 7 b12 + x662 - x871 <= 14 e3511: 7 b9 + 7 b13 + x663 - x872 <= 14 e3512: 7 b10 + 7 b14 + x664 - x873 <= 14 e3513: 7 b11 + 7 b12 + x666 - x870 <= 14 e3514: 7 b12 + 7 b13 + x667 - x871 <= 14 e3515: 7 b13 + 7 b14 + x668 - x872 <= 14 e3516: 7 b14 + 7 b15 + x669 - x873 <= 14 e3517: 7 b16 + 7 b17 + x671 - x875 <= 14 e3518: 7 b17 + 7 b18 + x672 - x876 <= 14 e3519: 7 b18 + 7 b19 + x673 - x877 <= 14 e3520: 7 b19 + 7 b20 + x674 - x878 <= 14 e3521: 7 b16 + 7 b22 + x676 - x875 <= 14 e3522: 7 b17 + 7 b23 + x677 - x876 <= 14 e3523: 7 b18 + 7 b24 + x678 - x877 <= 14 e3524: 7 b19 + 7 b25 + x679 - x878 <= 14 e3525: 7 b16 + 7 b27 + x681 - x875 <= 14 e3526: 7 b17 + 7 b28 + x682 - x876 <= 14 e3527: 7 b18 + 7 b29 + x683 - x877 <= 14 e3528: 7 b19 + 7 b30 + x684 - x878 <= 14 e3529: 7 b17 + 7 b21 + x671 - x880 <= 14 e3530: 7 b18 + 7 b22 + x672 - x881 <= 14 e3531: 7 b19 + 7 b23 + x673 - x882 <= 14 e3532: 7 b20 + 7 b24 + x674 - x883 <= 14 e3533: 7 b21 + 7 b22 + x676 - x880 <= 14 e3534: 7 b22 + 7 b23 + x677 - x881 <= 14 e3535: 7 b23 + 7 b24 + x678 - x882 <= 14 e3536: 7 b24 + 7 b25 + x679 - x883 <= 14 e3537: 7 b21 + 7 b27 + x681 - x880 <= 14 e3538: 7 b22 + 7 b28 + x682 - x881 <= 14 e3539: 7 b23 + 7 b29 + x683 - x882 <= 14 e3540: 7 b24 + 7 b30 + x684 - x883 <= 14 e3541: 7 b17 + 7 b26 + x671 - x885 <= 14 e3542: 7 b18 + 7 b27 + x672 - x886 <= 14 e3543: 7 b19 + 7 b28 + x673 - x887 <= 14 e3544: 7 b20 + 7 b29 + x674 - x888 <= 14 e3545: 7 b22 + 7 b26 + x676 - x885 <= 14 e3546: 7 b23 + 7 b27 + x677 - x886 <= 14 e3547: 7 b24 + 7 b28 + x678 - x887 <= 14 e3548: 7 b25 + 7 b29 + x679 - x888 <= 14 e3549: 7 b26 + 7 b27 + x681 - x885 <= 14 e3550: 7 b27 + 7 b28 + x682 - x886 <= 14 e3551: 7 b28 + 7 b29 + x683 - x887 <= 14 e3552: 7 b29 + 7 b30 + x684 - x888 <= 14 e3553: 7 b31 + 7 b32 + x686 - x890 <= 14 e3554: 7 b32 + 7 b33 + x687 - x891 <= 14 e3555: 7 b33 + 7 b34 + x688 - x892 <= 14 e3556: 7 b34 + 7 b35 + x689 - x893 <= 14 e3557: 7 b31 + 7 b37 + x691 - x890 <= 14 e3558: 7 b32 + 7 b38 + x692 - x891 <= 14 e3559: 7 b33 + 7 b39 + x693 - x892 <= 14 e3560: 7 b34 + 7 b40 + x694 - x893 <= 14 e3561: 7 b31 + 7 b42 + x696 - x890 <= 14 e3562: 7 b32 + 7 b43 + x697 - x891 <= 14 e3563: 7 b33 + 7 b44 + x698 - x892 <= 14 e3564: 7 b34 + 7 b45 + x699 - x893 <= 14 e3565: 7 b32 + 7 b36 + x686 - x895 <= 14 e3566: 7 b33 + 7 b37 + x687 - x896 <= 14 e3567: 7 b34 + 7 b38 + x688 - x897 <= 14 e3568: 7 b35 + 7 b39 + x689 - x898 <= 14 e3569: 7 b36 + 7 b37 + x691 - x895 <= 14 e3570: 7 b37 + 7 b38 + x692 - x896 <= 14 e3571: 7 b38 + 7 b39 + x693 - x897 <= 14 e3572: 7 b39 + 7 b40 + x694 - x898 <= 14 e3573: 7 b36 + 7 b42 + x696 - x895 <= 14 e3574: 7 b37 + 7 b43 + x697 - x896 <= 14 e3575: 7 b38 + 7 b44 + x698 - x897 <= 14 e3576: 7 b39 + 7 b45 + x699 - x898 <= 14 e3577: 7 b32 + 7 b41 + x686 - x900 <= 14 e3578: 7 b33 + 7 b42 + x687 - x901 <= 14 e3579: 7 b34 + 7 b43 + x688 - x902 <= 14 e3580: 7 b35 + 7 b44 + x689 - x903 <= 14 e3581: 7 b37 + 7 b41 + x691 - x900 <= 14 e3582: 7 b38 + 7 b42 + x692 - x901 <= 14 e3583: 7 b39 + 7 b43 + x693 - x902 <= 14 e3584: 7 b40 + 7 b44 + x694 - x903 <= 14 e3585: 7 b41 + 7 b42 + x696 - x900 <= 14 e3586: 7 b42 + 7 b43 + x697 - x901 <= 14 e3587: 7 b43 + 7 b44 + x698 - x902 <= 14 e3588: 7 b44 + 7 b45 + x699 - x903 <= 14 e3589: 7 b46 + 7 b47 + x701 - x905 <= 14 e3590: 7 b47 + 7 b48 + x702 - x906 <= 14 e3591: 7 b48 + 7 b49 + x703 - x907 <= 14 e3592: 7 b49 + 7 b50 + x704 - x908 <= 14 e3593: 7 b46 + 7 b52 + x706 - x905 <= 14 e3594: 7 b47 + 7 b53 + x707 - x906 <= 14 e3595: 7 b48 + 7 b54 + x708 - x907 <= 14 e3596: 7 b49 + 7 b55 + x709 - x908 <= 14 e3597: 7 b46 + 7 b57 + x711 - x905 <= 14 e3598: 7 b47 + 7 b58 + x712 - x906 <= 14 e3599: 7 b48 + 7 b59 + x713 - x907 <= 14 e3600: 7 b49 + 7 b60 + x714 - x908 <= 14 e3601: 7 b47 + 7 b51 + x701 - x910 <= 14 e3602: 7 b48 + 7 b52 + x702 - x911 <= 14 e3603: 7 b49 + 7 b53 + x703 - x912 <= 14 e3604: 7 b50 + 7 b54 + x704 - x913 <= 14 e3605: 7 b51 + 7 b52 + x706 - x910 <= 14 e3606: 7 b52 + 7 b53 + x707 - x911 <= 14 e3607: 7 b53 + 7 b54 + x708 - x912 <= 14 e3608: 7 b54 + 7 b55 + x709 - x913 <= 14 e3609: 7 b51 + 7 b57 + x711 - x910 <= 14 e3610: 7 b52 + 7 b58 + x712 - x911 <= 14 e3611: 7 b53 + 7 b59 + x713 - x912 <= 14 e3612: 7 b54 + 7 b60 + x714 - x913 <= 14 e3613: 7 b47 + 7 b56 + x701 - x915 <= 14 e3614: 7 b48 + 7 b57 + x702 - x916 <= 14 e3615: 7 b49 + 7 b58 + x703 - x917 <= 14 e3616: 7 b50 + 7 b59 + x704 - x918 <= 14 e3617: 7 b52 + 7 b56 + x706 - x915 <= 14 e3618: 7 b53 + 7 b57 + x707 - x916 <= 14 e3619: 7 b54 + 7 b58 + x708 - x917 <= 14 e3620: 7 b55 + 7 b59 + x709 - x918 <= 14 e3621: 7 b56 + 7 b57 + x711 - x915 <= 14 e3622: 7 b57 + 7 b58 + x712 - x916 <= 14 e3623: 7 b58 + 7 b59 + x713 - x917 <= 14 e3624: 7 b59 + 7 b60 + x714 - x918 <= 14 e3625: 7 b61 + 7 b62 + x716 - x920 <= 14 e3626: 7 b62 + 7 b63 + x717 - x921 <= 14 e3627: 7 b63 + 7 b64 + x718 - x922 <= 14 e3628: 7 b64 + 7 b65 + x719 - x923 <= 14 e3629: 7 b61 + 7 b67 + x721 - x920 <= 14 e3630: 7 b62 + 7 b68 + x722 - x921 <= 14 e3631: 7 b63 + 7 b69 + x723 - x922 <= 14 e3632: 7 b64 + 7 b70 + x724 - x923 <= 14 e3633: 7 b61 + 7 b72 + x726 - x920 <= 14 e3634: 7 b62 + 7 b73 + x727 - x921 <= 14 e3635: 7 b63 + 7 b74 + x728 - x922 <= 14 e3636: 7 b64 + 7 b75 + x729 - x923 <= 14 e3637: 7 b62 + 7 b66 + x716 - x925 <= 14 e3638: 7 b63 + 7 b67 + x717 - x926 <= 14 e3639: 7 b64 + 7 b68 + x718 - x927 <= 14 e3640: 7 b65 + 7 b69 + x719 - x928 <= 14 e3641: 7 b66 + 7 b67 + x721 - x925 <= 14 e3642: 7 b67 + 7 b68 + x722 - x926 <= 14 e3643: 7 b68 + 7 b69 + x723 - x927 <= 14 e3644: 7 b69 + 7 b70 + x724 - x928 <= 14 e3645: 7 b66 + 7 b72 + x726 - x925 <= 14 e3646: 7 b67 + 7 b73 + x727 - x926 <= 14 e3647: 7 b68 + 7 b74 + x728 - x927 <= 14 e3648: 7 b69 + 7 b75 + x729 - x928 <= 14 e3649: 7 b62 + 7 b71 + x716 - x930 <= 14 e3650: 7 b63 + 7 b72 + x717 - x931 <= 14 e3651: 7 b64 + 7 b73 + x718 - x932 <= 14 e3652: 7 b65 + 7 b74 + x719 - x933 <= 14 e3653: 7 b67 + 7 b71 + x721 - x930 <= 14 e3654: 7 b68 + 7 b72 + x722 - x931 <= 14 e3655: 7 b69 + 7 b73 + x723 - x932 <= 14 e3656: 7 b70 + 7 b74 + x724 - x933 <= 14 e3657: 7 b71 + 7 b72 + x726 - x930 <= 14 e3658: 7 b72 + 7 b73 + x727 - x931 <= 14 e3659: 7 b73 + 7 b74 + x728 - x932 <= 14 e3660: 7 b74 + 7 b75 + x729 - x933 <= 14 e3661: 7 b76 + 7 b77 + x731 - x935 <= 14 e3662: 7 b77 + 7 b78 + x732 - x936 <= 14 e3663: 7 b78 + 7 b79 + x733 - x937 <= 14 e3664: 7 b79 + 7 b80 + x734 - x938 <= 14 e3665: 7 b76 + 7 b82 + x736 - x935 <= 14 e3666: 7 b77 + 7 b83 + x737 - x936 <= 14 e3667: 7 b78 + 7 b84 + x738 - x937 <= 14 e3668: 7 b79 + 7 b85 + x739 - x938 <= 14 e3669: 7 b76 + 7 b87 + x741 - x935 <= 14 e3670: 7 b77 + 7 b88 + x742 - x936 <= 14 e3671: 7 b78 + 7 b89 + x743 - x937 <= 14 e3672: 7 b79 + 7 b90 + x744 - x938 <= 14 e3673: 7 b77 + 7 b81 + x731 - x940 <= 14 e3674: 7 b78 + 7 b82 + x732 - x941 <= 14 e3675: 7 b79 + 7 b83 + x733 - x942 <= 14 e3676: 7 b80 + 7 b84 + x734 - x943 <= 14 e3677: 7 b81 + 7 b82 + x736 - x940 <= 14 e3678: 7 b82 + 7 b83 + x737 - x941 <= 14 e3679: 7 b83 + 7 b84 + x738 - x942 <= 14 e3680: 7 b84 + 7 b85 + x739 - x943 <= 14 e3681: 7 b81 + 7 b87 + x741 - x940 <= 14 e3682: 7 b82 + 7 b88 + x742 - x941 <= 14 e3683: 7 b83 + 7 b89 + x743 - x942 <= 14 e3684: 7 b84 + 7 b90 + x744 - x943 <= 14 e3685: 7 b77 + 7 b86 + x731 - x945 <= 14 e3686: 7 b78 + 7 b87 + x732 - x946 <= 14 e3687: 7 b79 + 7 b88 + x733 - x947 <= 14 e3688: 7 b80 + 7 b89 + x734 - x948 <= 14 e3689: 7 b82 + 7 b86 + x736 - x945 <= 14 e3690: 7 b83 + 7 b87 + x737 - x946 <= 14 e3691: 7 b84 + 7 b88 + x738 - x947 <= 14 e3692: 7 b85 + 7 b89 + x739 - x948 <= 14 e3693: 7 b86 + 7 b87 + x741 - x945 <= 14 e3694: 7 b87 + 7 b88 + x742 - x946 <= 14 e3695: 7 b88 + 7 b89 + x743 - x947 <= 14 e3696: 7 b89 + 7 b90 + x744 - x948 <= 14 e3697: 7 b91 + 7 b92 + x746 - x950 <= 14 e3698: 7 b92 + 7 b93 + x747 - x951 <= 14 e3699: 7 b93 + 7 b94 + x748 - x952 <= 14 e3700: 7 b94 + 7 b95 + x749 - x953 <= 14 e3701: 7 b91 + 7 b97 + x751 - x950 <= 14 e3702: 7 b92 + 7 b98 + x752 - x951 <= 14 e3703: 7 b93 + 7 b99 + x753 - x952 <= 14 e3704: 7 b94 + 7 b100 + x754 - x953 <= 14 e3705: 7 b91 + 7 b102 + x756 - x950 <= 14 e3706: 7 b92 + 7 b103 + x757 - x951 <= 14 e3707: 7 b93 + 7 b104 + x758 - x952 <= 14 e3708: 7 b94 + 7 b105 + x759 - x953 <= 14 e3709: 7 b92 + 7 b96 + x746 - x955 <= 14 e3710: 7 b93 + 7 b97 + x747 - x956 <= 14 e3711: 7 b94 + 7 b98 + x748 - x957 <= 14 e3712: 7 b95 + 7 b99 + x749 - x958 <= 14 e3713: 7 b96 + 7 b97 + x751 - x955 <= 14 e3714: 7 b97 + 7 b98 + x752 - x956 <= 14 e3715: 7 b98 + 7 b99 + x753 - x957 <= 14 e3716: 7 b99 + 7 b100 + x754 - x958 <= 14 e3717: 7 b96 + 7 b102 + x756 - x955 <= 14 e3718: 7 b97 + 7 b103 + x757 - x956 <= 14 e3719: 7 b98 + 7 b104 + x758 - x957 <= 14 e3720: 7 b99 + 7 b105 + x759 - x958 <= 14 e3721: 7 b92 + 7 b101 + x746 - x960 <= 14 e3722: 7 b93 + 7 b102 + x747 - x961 <= 14 e3723: 7 b94 + 7 b103 + x748 - x962 <= 14 e3724: 7 b95 + 7 b104 + x749 - x963 <= 14 e3725: 7 b97 + 7 b101 + x751 - x960 <= 14 e3726: 7 b98 + 7 b102 + x752 - x961 <= 14 e3727: 7 b99 + 7 b103 + x753 - x962 <= 14 e3728: 7 b100 + 7 b104 + x754 - x963 <= 14 e3729: 7 b101 + 7 b102 + x756 - x960 <= 14 e3730: 7 b102 + 7 b103 + x757 - x961 <= 14 e3731: 7 b103 + 7 b104 + x758 - x962 <= 14 e3732: 7 b104 + 7 b105 + x759 - x963 <= 14 e3733: 7 b106 + 7 b107 + x761 - x965 <= 14 e3734: 7 b107 + 7 b108 + x762 - x966 <= 14 e3735: 7 b108 + 7 b109 + x763 - x967 <= 14 e3736: 7 b109 + 7 b110 + x764 - x968 <= 14 e3737: 7 b106 + 7 b112 + x766 - x965 <= 14 e3738: 7 b107 + 7 b113 + x767 - x966 <= 14 e3739: 7 b108 + 7 b114 + x768 - x967 <= 14 e3740: 7 b109 + 7 b115 + x769 - x968 <= 14 e3741: 7 b106 + 7 b117 + x771 - x965 <= 14 e3742: 7 b107 + 7 b118 + x772 - x966 <= 14 e3743: 7 b108 + 7 b119 + x773 - x967 <= 14 e3744: 7 b109 + 7 b120 + x774 - x968 <= 14 e3745: 7 b107 + 7 b111 + x761 - x970 <= 14 e3746: 7 b108 + 7 b112 + x762 - x971 <= 14 e3747: 7 b109 + 7 b113 + x763 - x972 <= 14 e3748: 7 b110 + 7 b114 + x764 - x973 <= 14 e3749: 7 b111 + 7 b112 + x766 - x970 <= 14 e3750: 7 b112 + 7 b113 + x767 - x971 <= 14 e3751: 7 b113 + 7 b114 + x768 - x972 <= 14 e3752: 7 b114 + 7 b115 + x769 - x973 <= 14 e3753: 7 b111 + 7 b117 + x771 - x970 <= 14 e3754: 7 b112 + 7 b118 + x772 - x971 <= 14 e3755: 7 b113 + 7 b119 + x773 - x972 <= 14 e3756: 7 b114 + 7 b120 + x774 - x973 <= 14 e3757: 7 b107 + 7 b116 + x761 - x975 <= 14 e3758: 7 b108 + 7 b117 + x762 - x976 <= 14 e3759: 7 b109 + 7 b118 + x763 - x977 <= 14 e3760: 7 b110 + 7 b119 + x764 - x978 <= 14 e3761: 7 b112 + 7 b116 + x766 - x975 <= 14 e3762: 7 b113 + 7 b117 + x767 - x976 <= 14 e3763: 7 b114 + 7 b118 + x768 - x977 <= 14 e3764: 7 b115 + 7 b119 + x769 - x978 <= 14 e3765: 7 b116 + 7 b117 + x771 - x975 <= 14 e3766: 7 b117 + 7 b118 + x772 - x976 <= 14 e3767: 7 b118 + 7 b119 + x773 - x977 <= 14 e3768: 7 b119 + 7 b120 + x774 - x978 <= 14 e3769: 7 b121 + 7 b122 + x776 - x980 <= 14 e3770: 7 b122 + 7 b123 + x777 - x981 <= 14 e3771: 7 b123 + 7 b124 + x778 - x982 <= 14 e3772: 7 b124 + 7 b125 + x779 - x983 <= 14 e3773: 7 b121 + 7 b127 + x781 - x980 <= 14 e3774: 7 b122 + 7 b128 + x782 - x981 <= 14 e3775: 7 b123 + 7 b129 + x783 - x982 <= 14 e3776: 7 b124 + 7 b130 + x784 - x983 <= 14 e3777: 7 b121 + 7 b132 + x786 - x980 <= 14 e3778: 7 b122 + 7 b133 + x787 - x981 <= 14 e3779: 7 b123 + 7 b134 + x788 - x982 <= 14 e3780: 7 b124 + 7 b135 + x789 - x983 <= 14 e3781: 7 b122 + 7 b126 + x776 - x985 <= 14 e3782: 7 b123 + 7 b127 + x777 - x986 <= 14 e3783: 7 b124 + 7 b128 + x778 - x987 <= 14 e3784: 7 b125 + 7 b129 + x779 - x988 <= 14 e3785: 7 b126 + 7 b127 + x781 - x985 <= 14 e3786: 7 b127 + 7 b128 + x782 - x986 <= 14 e3787: 7 b128 + 7 b129 + x783 - x987 <= 14 e3788: 7 b129 + 7 b130 + x784 - x988 <= 14 e3789: 7 b126 + 7 b132 + x786 - x985 <= 14 e3790: 7 b127 + 7 b133 + x787 - x986 <= 14 e3791: 7 b128 + 7 b134 + x788 - x987 <= 14 e3792: 7 b129 + 7 b135 + x789 - x988 <= 14 e3793: 7 b122 + 7 b131 + x776 - x990 <= 14 e3794: 7 b123 + 7 b132 + x777 - x991 <= 14 e3795: 7 b124 + 7 b133 + x778 - x992 <= 14 e3796: 7 b125 + 7 b134 + x779 - x993 <= 14 e3797: 7 b127 + 7 b131 + x781 - x990 <= 14 e3798: 7 b128 + 7 b132 + x782 - x991 <= 14 e3799: 7 b129 + 7 b133 + x783 - x992 <= 14 e3800: 7 b130 + 7 b134 + x784 - x993 <= 14 e3801: 7 b131 + 7 b132 + x786 - x990 <= 14 e3802: 7 b132 + 7 b133 + x787 - x991 <= 14 e3803: 7 b133 + 7 b134 + x788 - x992 <= 14 e3804: 7 b134 + 7 b135 + x789 - x993 <= 14 e3805: 7 b136 + 7 b137 + x791 - x995 <= 14 e3806: 7 b137 + 7 b138 + x792 - x996 <= 14 e3807: 7 b138 + 7 b139 + x793 - x997 <= 14 e3808: 7 b139 + 7 b140 + x794 - x998 <= 14 e3809: 7 b136 + 7 b142 + x796 - x995 <= 14 e3810: 7 b137 + 7 b143 + x797 - x996 <= 14 e3811: 7 b138 + 7 b144 + x798 - x997 <= 14 e3812: 7 b139 + 7 b145 + x799 - x998 <= 14 e3813: 7 b137 + 7 b141 + x791 - x1000 <= 14 e3814: 7 b138 + 7 b142 + x792 - x1001 <= 14 e3815: 7 b139 + 7 b143 + x793 - x1002 <= 14 e3816: 7 b140 + 7 b144 + x794 - x1003 <= 14 e3817: 7 b141 + 7 b142 + x796 - x1000 <= 14 e3818: 7 b142 + 7 b143 + x797 - x1001 <= 14 e3819: 7 b143 + 7 b144 + x798 - x1002 <= 14 e3820: 7 b144 + 7 b145 + x799 - x1003 <= 14 e3821: 7 b146 + 7 b147 + x801 - x1005 <= 14 e3822: 7 b147 + 7 b148 + x802 - x1006 <= 14 e3823: 7 b148 + 7 b149 + x803 - x1007 <= 14 e3824: 7 b149 + 7 b150 + x804 - x1008 <= 14 e3825: 7 b151 + 7 b152 + x806 - x1010 <= 14 e3826: 7 b152 + 7 b153 + x807 - x1011 <= 14 e3827: 7 b153 + 7 b154 + x808 - x1012 <= 14 e3828: 7 b154 + 7 b155 + x809 - x1013 <= 14 e3829: 7 b151 + 7 b157 + x811 - x1010 <= 14 e3830: 7 b152 + 7 b158 + x812 - x1011 <= 14 e3831: 7 b153 + 7 b159 + x813 - x1012 <= 14 e3832: 7 b154 + 7 b160 + x814 - x1013 <= 14 e3833: 7 b152 + 7 b156 + x806 - x1015 <= 14 e3834: 7 b153 + 7 b157 + x807 - x1016 <= 14 e3835: 7 b154 + 7 b158 + x808 - x1017 <= 14 e3836: 7 b155 + 7 b159 + x809 - x1018 <= 14 e3837: 7 b156 + 7 b157 + x811 - x1015 <= 14 e3838: 7 b157 + 7 b158 + x812 - x1016 <= 14 e3839: 7 b158 + 7 b159 + x813 - x1017 <= 14 e3840: 7 b159 + 7 b160 + x814 - x1018 <= 14 e3841: 7 b161 + 7 b162 + x816 - x1020 <= 14 e3842: 7 b162 + 7 b163 + x817 - x1021 <= 14 e3843: 7 b163 + 7 b164 + x818 - x1022 <= 14 e3844: 7 b164 + 7 b165 + x819 - x1023 <= 14 e3845: 7 b166 + 7 b167 + x821 - x1025 <= 14 e3846: 7 b167 + 7 b168 + x822 - x1026 <= 14 e3847: 7 b168 + 7 b169 + x823 - x1027 <= 14 e3848: 7 b169 + 7 b170 + x824 - x1028 <= 14 e3849: 7 b166 + 7 b172 + x826 - x1025 <= 14 e3850: 7 b167 + 7 b173 + x827 - x1026 <= 14 e3851: 7 b168 + 7 b174 + x828 - x1027 <= 14 e3852: 7 b169 + 7 b175 + x829 - x1028 <= 14 e3853: 7 b166 + 7 b177 + x831 - x1025 <= 14 e3854: 7 b167 + 7 b178 + x832 - x1026 <= 14 e3855: 7 b168 + 7 b179 + x833 - x1027 <= 14 e3856: 7 b169 + 7 b180 + x834 - x1028 <= 14 e3857: 7 b167 + 7 b171 + x821 - x1030 <= 14 e3858: 7 b168 + 7 b172 + x822 - x1031 <= 14 e3859: 7 b169 + 7 b173 + x823 - x1032 <= 14 e3860: 7 b170 + 7 b174 + x824 - x1033 <= 14 e3861: 7 b171 + 7 b172 + x826 - x1030 <= 14 e3862: 7 b172 + 7 b173 + x827 - x1031 <= 14 e3863: 7 b173 + 7 b174 + x828 - x1032 <= 14 e3864: 7 b174 + 7 b175 + x829 - x1033 <= 14 e3865: 7 b171 + 7 b177 + x831 - x1030 <= 14 e3866: 7 b172 + 7 b178 + x832 - x1031 <= 14 e3867: 7 b173 + 7 b179 + x833 - x1032 <= 14 e3868: 7 b174 + 7 b180 + x834 - x1033 <= 14 e3869: 7 b167 + 7 b176 + x821 - x1035 <= 14 e3870: 7 b168 + 7 b177 + x822 - x1036 <= 14 e3871: 7 b169 + 7 b178 + x823 - x1037 <= 14 e3872: 7 b170 + 7 b179 + x824 - x1038 <= 14 e3873: 7 b172 + 7 b176 + x826 - x1035 <= 14 e3874: 7 b173 + 7 b177 + x827 - x1036 <= 14 e3875: 7 b174 + 7 b178 + x828 - x1037 <= 14 e3876: 7 b175 + 7 b179 + x829 - x1038 <= 14 e3877: 7 b176 + 7 b177 + x831 - x1035 <= 14 e3878: 7 b177 + 7 b178 + x832 - x1036 <= 14 e3879: 7 b178 + 7 b179 + x833 - x1037 <= 14 e3880: 7 b179 + 7 b180 + x834 - x1038 <= 14 e3881: 7 b181 + 7 b182 + x836 - x1040 <= 14 e3882: 7 b182 + 7 b183 + x837 - x1041 <= 14 e3883: 7 b183 + 7 b184 + x838 - x1042 <= 14 e3884: 7 b184 + 7 b185 + x839 - x1043 <= 14 e3885: 7 b181 + 7 b187 + x841 - x1040 <= 14 e3886: 7 b182 + 7 b188 + x842 - x1041 <= 14 e3887: 7 b183 + 7 b189 + x843 - x1042 <= 14 e3888: 7 b184 + 7 b190 + x844 - x1043 <= 14 e3889: 7 b181 + 7 b192 + x846 - x1040 <= 14 e3890: 7 b182 + 7 b193 + x847 - x1041 <= 14 e3891: 7 b183 + 7 b194 + x848 - x1042 <= 14 e3892: 7 b184 + 7 b195 + x849 - x1043 <= 14 e3893: 7 b182 + 7 b186 + x836 - x1045 <= 14 e3894: 7 b183 + 7 b187 + x837 - x1046 <= 14 e3895: 7 b184 + 7 b188 + x838 - x1047 <= 14 e3896: 7 b185 + 7 b189 + x839 - x1048 <= 14 e3897: 7 b186 + 7 b187 + x841 - x1045 <= 14 e3898: 7 b187 + 7 b188 + x842 - x1046 <= 14 e3899: 7 b188 + 7 b189 + x843 - x1047 <= 14 e3900: 7 b189 + 7 b190 + x844 - x1048 <= 14 e3901: 7 b186 + 7 b192 + x846 - x1045 <= 14 e3902: 7 b187 + 7 b193 + x847 - x1046 <= 14 e3903: 7 b188 + 7 b194 + x848 - x1047 <= 14 e3904: 7 b189 + 7 b195 + x849 - x1048 <= 14 e3905: 7 b182 + 7 b191 + x836 - x1050 <= 14 e3906: 7 b183 + 7 b192 + x837 - x1051 <= 14 e3907: 7 b184 + 7 b193 + x838 - x1052 <= 14 e3908: 7 b185 + 7 b194 + x839 - x1053 <= 14 e3909: 7 b187 + 7 b191 + x841 - x1050 <= 14 e3910: 7 b188 + 7 b192 + x842 - x1051 <= 14 e3911: 7 b189 + 7 b193 + x843 - x1052 <= 14 e3912: 7 b190 + 7 b194 + x844 - x1053 <= 14 e3913: 7 b191 + 7 b192 + x846 - x1050 <= 14 e3914: 7 b192 + 7 b193 + x847 - x1051 <= 14 e3915: 7 b193 + 7 b194 + x848 - x1052 <= 14 e3916: 7 b194 + 7 b195 + x849 - x1053 <= 14 e3917: 7 b196 + 7 b197 + x851 - x1055 <= 14 e3918: 7 b197 + 7 b198 + x852 - x1056 <= 14 e3919: 7 b198 + 7 b199 + x853 - x1057 <= 14 e3920: 7 b199 + 7 b200 + x854 - x1058 <= 14 e3921: 7 b201 + 7 b202 + x856 - x1060 <= 14 e3922: 7 b202 + 7 b203 + x857 - x1061 <= 14 e3923: 7 b203 + 7 b204 + x858 - x1062 <= 14 e3924: 7 b204 + 7 b205 + x859 - x1063 <= 14 e3925: - x1065 + x1070 >= 0 e3926: - x1066 + x1071 >= 0 e3927: - x1067 + x1072 >= 0 e3928: - x1068 + x1073 >= 0 e3929: - x1069 + x1074 >= 0 e3930: x1066 - x1070 >= 0 e3931: x1067 - x1071 >= 0 e3932: x1068 - x1072 >= 0 e3933: x1069 - x1073 >= 0 e3934: 7 b1 - x655 + x1065 <= 7 e3935: 7 b2 - x656 + x1066 <= 7 e3936: 7 b3 - x657 + x1067 <= 7 e3937: 7 b4 - x658 + x1068 <= 7 e3938: 7 b5 - x659 + x1069 <= 7 e3939: 7 b6 - x660 + x1065 <= 7 e3940: 7 b7 - x661 + x1066 <= 7 e3941: 7 b8 - x662 + x1067 <= 7 e3942: 7 b9 - x663 + x1068 <= 7 e3943: 7 b10 - x664 + x1069 <= 7 e3944: 7 b11 - x665 + x1065 <= 7 e3945: 7 b12 - x666 + x1066 <= 7 e3946: 7 b13 - x667 + x1067 <= 7 e3947: 7 b14 - x668 + x1068 <= 7 e3948: 7 b15 - x669 + x1069 <= 7 e3949: 7 b16 - x670 + x1065 <= 7 e3950: 7 b17 - x671 + x1066 <= 7 e3951: 7 b18 - x672 + x1067 <= 7 e3952: 7 b19 - x673 + x1068 <= 7 e3953: 7 b20 - x674 + x1069 <= 7 e3954: 7 b21 - x675 + x1065 <= 7 e3955: 7 b22 - x676 + x1066 <= 7 e3956: 7 b23 - x677 + x1067 <= 7 e3957: 7 b24 - x678 + x1068 <= 7 e3958: 7 b25 - x679 + x1069 <= 7 e3959: 7 b26 - x680 + x1065 <= 7 e3960: 7 b27 - x681 + x1066 <= 7 e3961: 7 b28 - x682 + x1067 <= 7 e3962: 7 b29 - x683 + x1068 <= 7 e3963: 7 b30 - x684 + x1069 <= 7 e3964: 7 b31 - x685 + x1065 <= 7 e3965: 7 b32 - x686 + x1066 <= 7 e3966: 7 b33 - x687 + x1067 <= 7 e3967: 7 b34 - x688 + x1068 <= 7 e3968: 7 b35 - x689 + x1069 <= 7 e3969: 7 b36 - x690 + x1065 <= 7 e3970: 7 b37 - x691 + x1066 <= 7 e3971: 7 b38 - x692 + x1067 <= 7 e3972: 7 b39 - x693 + x1068 <= 7 e3973: 7 b40 - x694 + x1069 <= 7 e3974: 7 b41 - x695 + x1065 <= 7 e3975: 7 b42 - x696 + x1066 <= 7 e3976: 7 b43 - x697 + x1067 <= 7 e3977: 7 b44 - x698 + x1068 <= 7 e3978: 7 b45 - x699 + x1069 <= 7 e3979: 7 b46 - x700 + x1065 <= 7 e3980: 7 b47 - x701 + x1066 <= 7 e3981: 7 b48 - x702 + x1067 <= 7 e3982: 7 b49 - x703 + x1068 <= 7 e3983: 7 b50 - x704 + x1069 <= 7 e3984: 7 b51 - x705 + x1065 <= 7 e3985: 7 b52 - x706 + x1066 <= 7 e3986: 7 b53 - x707 + x1067 <= 7 e3987: 7 b54 - x708 + x1068 <= 7 e3988: 7 b55 - x709 + x1069 <= 7 e3989: 7 b56 - x710 + x1065 <= 7 e3990: 7 b57 - x711 + x1066 <= 7 e3991: 7 b58 - x712 + x1067 <= 7 e3992: 7 b59 - x713 + x1068 <= 7 e3993: 7 b60 - x714 + x1069 <= 7 e3994: 7 b61 - x715 + x1065 <= 7 e3995: 7 b62 - x716 + x1066 <= 7 e3996: 7 b63 - x717 + x1067 <= 7 e3997: 7 b64 - x718 + x1068 <= 7 e3998: 7 b65 - x719 + x1069 <= 7 e3999: 7 b66 - x720 + x1065 <= 7 e4000: 7 b67 - x721 + x1066 <= 7 e4001: 7 b68 - x722 + x1067 <= 7 e4002: 7 b69 - x723 + x1068 <= 7 e4003: 7 b70 - x724 + x1069 <= 7 e4004: 7 b71 - x725 + x1065 <= 7 e4005: 7 b72 - x726 + x1066 <= 7 e4006: 7 b73 - x727 + x1067 <= 7 e4007: 7 b74 - x728 + x1068 <= 7 e4008: 7 b75 - x729 + x1069 <= 7 e4009: 7 b76 - x730 + x1065 <= 7 e4010: 7 b77 - x731 + x1066 <= 7 e4011: 7 b78 - x732 + x1067 <= 7 e4012: 7 b79 - x733 + x1068 <= 7 e4013: 7 b80 - x734 + x1069 <= 7 e4014: 7 b81 - x735 + x1065 <= 7 e4015: 7 b82 - x736 + x1066 <= 7 e4016: 7 b83 - x737 + x1067 <= 7 e4017: 7 b84 - x738 + x1068 <= 7 e4018: 7 b85 - x739 + x1069 <= 7 e4019: 7 b86 - x740 + x1065 <= 7 e4020: 7 b87 - x741 + x1066 <= 7 e4021: 7 b88 - x742 + x1067 <= 7 e4022: 7 b89 - x743 + x1068 <= 7 e4023: 7 b90 - x744 + x1069 <= 7 e4024: 7 b91 - x745 + x1065 <= 7 e4025: 7 b92 - x746 + x1066 <= 7 e4026: 7 b93 - x747 + x1067 <= 7 e4027: 7 b94 - x748 + x1068 <= 7 e4028: 7 b95 - x749 + x1069 <= 7 e4029: 7 b96 - x750 + x1065 <= 7 e4030: 7 b97 - x751 + x1066 <= 7 e4031: 7 b98 - x752 + x1067 <= 7 e4032: 7 b99 - x753 + x1068 <= 7 e4033: 7 b100 - x754 + x1069 <= 7 e4034: 7 b101 - x755 + x1065 <= 7 e4035: 7 b102 - x756 + x1066 <= 7 e4036: 7 b103 - x757 + x1067 <= 7 e4037: 7 b104 - x758 + x1068 <= 7 e4038: 7 b105 - x759 + x1069 <= 7 e4039: 7 b106 - x760 + x1065 <= 7 e4040: 7 b107 - x761 + x1066 <= 7 e4041: 7 b108 - x762 + x1067 <= 7 e4042: 7 b109 - x763 + x1068 <= 7 e4043: 7 b110 - x764 + x1069 <= 7 e4044: 7 b111 - x765 + x1065 <= 7 e4045: 7 b112 - x766 + x1066 <= 7 e4046: 7 b113 - x767 + x1067 <= 7 e4047: 7 b114 - x768 + x1068 <= 7 e4048: 7 b115 - x769 + x1069 <= 7 e4049: 7 b116 - x770 + x1065 <= 7 e4050: 7 b117 - x771 + x1066 <= 7 e4051: 7 b118 - x772 + x1067 <= 7 e4052: 7 b119 - x773 + x1068 <= 7 e4053: 7 b120 - x774 + x1069 <= 7 e4054: 7 b121 - x775 + x1065 <= 7 e4055: 7 b122 - x776 + x1066 <= 7 e4056: 7 b123 - x777 + x1067 <= 7 e4057: 7 b124 - x778 + x1068 <= 7 e4058: 7 b125 - x779 + x1069 <= 7 e4059: 7 b126 - x780 + x1065 <= 7 e4060: 7 b127 - x781 + x1066 <= 7 e4061: 7 b128 - x782 + x1067 <= 7 e4062: 7 b129 - x783 + x1068 <= 7 e4063: 7 b130 - x784 + x1069 <= 7 e4064: 7 b131 - x785 + x1065 <= 7 e4065: 7 b132 - x786 + x1066 <= 7 e4066: 7 b133 - x787 + x1067 <= 7 e4067: 7 b134 - x788 + x1068 <= 7 e4068: 7 b135 - x789 + x1069 <= 7 e4069: 7 b136 - x790 + x1065 <= 7 e4070: 7 b137 - x791 + x1066 <= 7 e4071: 7 b138 - x792 + x1067 <= 7 e4072: 7 b139 - x793 + x1068 <= 7 e4073: 7 b140 - x794 + x1069 <= 7 e4074: 7 b141 - x795 + x1065 <= 7 e4075: 7 b142 - x796 + x1066 <= 7 e4076: 7 b143 - x797 + x1067 <= 7 e4077: 7 b144 - x798 + x1068 <= 7 e4078: 7 b145 - x799 + x1069 <= 7 e4079: 7 b146 - x800 + x1065 <= 7 e4080: 7 b147 - x801 + x1066 <= 7 e4081: 7 b148 - x802 + x1067 <= 7 e4082: 7 b149 - x803 + x1068 <= 7 e4083: 7 b150 - x804 + x1069 <= 7 e4084: 7 b151 - x805 + x1065 <= 7 e4085: 7 b152 - x806 + x1066 <= 7 e4086: 7 b153 - x807 + x1067 <= 7 e4087: 7 b154 - x808 + x1068 <= 7 e4088: 7 b155 - x809 + x1069 <= 7 e4089: 7 b156 - x810 + x1065 <= 7 e4090: 7 b157 - x811 + x1066 <= 7 e4091: 7 b158 - x812 + x1067 <= 7 e4092: 7 b159 - x813 + x1068 <= 7 e4093: 7 b160 - x814 + x1069 <= 7 e4094: 7 b161 - x815 + x1065 <= 7 e4095: 7 b162 - x816 + x1066 <= 7 e4096: 7 b163 - x817 + x1067 <= 7 e4097: 7 b164 - x818 + x1068 <= 7 e4098: 7 b165 - x819 + x1069 <= 7 e4099: 7 b166 - x820 + x1065 <= 7 e4100: 7 b167 - x821 + x1066 <= 7 e4101: 7 b168 - x822 + x1067 <= 7 e4102: 7 b169 - x823 + x1068 <= 7 e4103: 7 b170 - x824 + x1069 <= 7 e4104: 7 b171 - x825 + x1065 <= 7 e4105: 7 b172 - x826 + x1066 <= 7 e4106: 7 b173 - x827 + x1067 <= 7 e4107: 7 b174 - x828 + x1068 <= 7 e4108: 7 b175 - x829 + x1069 <= 7 e4109: 7 b176 - x830 + x1065 <= 7 e4110: 7 b177 - x831 + x1066 <= 7 e4111: 7 b178 - x832 + x1067 <= 7 e4112: 7 b179 - x833 + x1068 <= 7 e4113: 7 b180 - x834 + x1069 <= 7 e4114: 7 b181 - x835 + x1065 <= 7 e4115: 7 b182 - x836 + x1066 <= 7 e4116: 7 b183 - x837 + x1067 <= 7 e4117: 7 b184 - x838 + x1068 <= 7 e4118: 7 b185 - x839 + x1069 <= 7 e4119: 7 b186 - x840 + x1065 <= 7 e4120: 7 b187 - x841 + x1066 <= 7 e4121: 7 b188 - x842 + x1067 <= 7 e4122: 7 b189 - x843 + x1068 <= 7 e4123: 7 b190 - x844 + x1069 <= 7 e4124: 7 b191 - x845 + x1065 <= 7 e4125: 7 b192 - x846 + x1066 <= 7 e4126: 7 b193 - x847 + x1067 <= 7 e4127: 7 b194 - x848 + x1068 <= 7 e4128: 7 b195 - x849 + x1069 <= 7 e4129: 7 b196 - x850 + x1065 <= 7 e4130: 7 b197 - x851 + x1066 <= 7 e4131: 7 b198 - x852 + x1067 <= 7 e4132: 7 b199 - x853 + x1068 <= 7 e4133: 7 b200 - x854 + x1069 <= 7 e4134: 7 b201 - x855 + x1065 <= 7 e4135: 7 b202 - x856 + x1066 <= 7 e4136: 7 b203 - x857 + x1067 <= 7 e4137: 7 b204 - x858 + x1068 <= 7 e4138: 7 b205 - x859 + x1069 <= 7 e4139: - 7 b1 - x860 + x1070 >= -7 e4140: - 7 b2 - x861 + x1071 >= -7 e4141: - 7 b3 - x862 + x1072 >= -7 e4142: - 7 b4 - x863 + x1073 >= -7 e4143: - 7 b5 - x864 + x1074 >= -7 e4144: - 7 b6 - x865 + x1070 >= -7 e4145: - 7 b7 - x866 + x1071 >= -7 e4146: - 7 b8 - x867 + x1072 >= -7 e4147: - 7 b9 - x868 + x1073 >= -7 e4148: - 7 b10 - x869 + x1074 >= -7 e4149: - 7 b11 - x870 + x1070 >= -7 e4150: - 7 b12 - x871 + x1071 >= -7 e4151: - 7 b13 - x872 + x1072 >= -7 e4152: - 7 b14 - x873 + x1073 >= -7 e4153: - 7 b15 - x874 + x1074 >= -7 e4154: - 7 b16 - x875 + x1070 >= -7 e4155: - 7 b17 - x876 + x1071 >= -7 e4156: - 7 b18 - x877 + x1072 >= -7 e4157: - 7 b19 - x878 + x1073 >= -7 e4158: - 7 b20 - x879 + x1074 >= -7 e4159: - 7 b21 - x880 + x1070 >= -7 e4160: - 7 b22 - x881 + x1071 >= -7 e4161: - 7 b23 - x882 + x1072 >= -7 e4162: - 7 b24 - x883 + x1073 >= -7 e4163: - 7 b25 - x884 + x1074 >= -7 e4164: - 7 b26 - x885 + x1070 >= -7 e4165: - 7 b27 - x886 + x1071 >= -7 e4166: - 7 b28 - x887 + x1072 >= -7 e4167: - 7 b29 - x888 + x1073 >= -7 e4168: - 7 b30 - x889 + x1074 >= -7 e4169: - 7 b31 - x890 + x1070 >= -7 e4170: - 7 b32 - x891 + x1071 >= -7 e4171: - 7 b33 - x892 + x1072 >= -7 e4172: - 7 b34 - x893 + x1073 >= -7 e4173: - 7 b35 - x894 + x1074 >= -7 e4174: - 7 b36 - x895 + x1070 >= -7 e4175: - 7 b37 - x896 + x1071 >= -7 e4176: - 7 b38 - x897 + x1072 >= -7 e4177: - 7 b39 - x898 + x1073 >= -7 e4178: - 7 b40 - x899 + x1074 >= -7 e4179: - 7 b41 - x900 + x1070 >= -7 e4180: - 7 b42 - x901 + x1071 >= -7 e4181: - 7 b43 - x902 + x1072 >= -7 e4182: - 7 b44 - x903 + x1073 >= -7 e4183: - 7 b45 - x904 + x1074 >= -7 e4184: - 7 b46 - x905 + x1070 >= -7 e4185: - 7 b47 - x906 + x1071 >= -7 e4186: - 7 b48 - x907 + x1072 >= -7 e4187: - 7 b49 - x908 + x1073 >= -7 e4188: - 7 b50 - x909 + x1074 >= -7 e4189: - 7 b51 - x910 + x1070 >= -7 e4190: - 7 b52 - x911 + x1071 >= -7 e4191: - 7 b53 - x912 + x1072 >= -7 e4192: - 7 b54 - x913 + x1073 >= -7 e4193: - 7 b55 - x914 + x1074 >= -7 e4194: - 7 b56 - x915 + x1070 >= -7 e4195: - 7 b57 - x916 + x1071 >= -7 e4196: - 7 b58 - x917 + x1072 >= -7 e4197: - 7 b59 - x918 + x1073 >= -7 e4198: - 7 b60 - x919 + x1074 >= -7 e4199: - 7 b61 - x920 + x1070 >= -7 e4200: - 7 b62 - x921 + x1071 >= -7 e4201: - 7 b63 - x922 + x1072 >= -7 e4202: - 7 b64 - x923 + x1073 >= -7 e4203: - 7 b65 - x924 + x1074 >= -7 e4204: - 7 b66 - x925 + x1070 >= -7 e4205: - 7 b67 - x926 + x1071 >= -7 e4206: - 7 b68 - x927 + x1072 >= -7 e4207: - 7 b69 - x928 + x1073 >= -7 e4208: - 7 b70 - x929 + x1074 >= -7 e4209: - 7 b71 - x930 + x1070 >= -7 e4210: - 7 b72 - x931 + x1071 >= -7 e4211: - 7 b73 - x932 + x1072 >= -7 e4212: - 7 b74 - x933 + x1073 >= -7 e4213: - 7 b75 - x934 + x1074 >= -7 e4214: - 7 b76 - x935 + x1070 >= -7 e4215: - 7 b77 - x936 + x1071 >= -7 e4216: - 7 b78 - x937 + x1072 >= -7 e4217: - 7 b79 - x938 + x1073 >= -7 e4218: - 7 b80 - x939 + x1074 >= -7 e4219: - 7 b81 - x940 + x1070 >= -7 e4220: - 7 b82 - x941 + x1071 >= -7 e4221: - 7 b83 - x942 + x1072 >= -7 e4222: - 7 b84 - x943 + x1073 >= -7 e4223: - 7 b85 - x944 + x1074 >= -7 e4224: - 7 b86 - x945 + x1070 >= -7 e4225: - 7 b87 - x946 + x1071 >= -7 e4226: - 7 b88 - x947 + x1072 >= -7 e4227: - 7 b89 - x948 + x1073 >= -7 e4228: - 7 b90 - x949 + x1074 >= -7 e4229: - 7 b91 - x950 + x1070 >= -7 e4230: - 7 b92 - x951 + x1071 >= -7 e4231: - 7 b93 - x952 + x1072 >= -7 e4232: - 7 b94 - x953 + x1073 >= -7 e4233: - 7 b95 - x954 + x1074 >= -7 e4234: - 7 b96 - x955 + x1070 >= -7 e4235: - 7 b97 - x956 + x1071 >= -7 e4236: - 7 b98 - x957 + x1072 >= -7 e4237: - 7 b99 - x958 + x1073 >= -7 e4238: - 7 b100 - x959 + x1074 >= -7 e4239: - 7 b101 - x960 + x1070 >= -7 e4240: - 7 b102 - x961 + x1071 >= -7 e4241: - 7 b103 - x962 + x1072 >= -7 e4242: - 7 b104 - x963 + x1073 >= -7 e4243: - 7 b105 - x964 + x1074 >= -7 e4244: - 7 b106 - x965 + x1070 >= -7 e4245: - 7 b107 - x966 + x1071 >= -7 e4246: - 7 b108 - x967 + x1072 >= -7 e4247: - 7 b109 - x968 + x1073 >= -7 e4248: - 7 b110 - x969 + x1074 >= -7 e4249: - 7 b111 - x970 + x1070 >= -7 e4250: - 7 b112 - x971 + x1071 >= -7 e4251: - 7 b113 - x972 + x1072 >= -7 e4252: - 7 b114 - x973 + x1073 >= -7 e4253: - 7 b115 - x974 + x1074 >= -7 e4254: - 7 b116 - x975 + x1070 >= -7 e4255: - 7 b117 - x976 + x1071 >= -7 e4256: - 7 b118 - x977 + x1072 >= -7 e4257: - 7 b119 - x978 + x1073 >= -7 e4258: - 7 b120 - x979 + x1074 >= -7 e4259: - 7 b121 - x980 + x1070 >= -7 e4260: - 7 b122 - x981 + x1071 >= -7 e4261: - 7 b123 - x982 + x1072 >= -7 e4262: - 7 b124 - x983 + x1073 >= -7 e4263: - 7 b125 - x984 + x1074 >= -7 e4264: - 7 b126 - x985 + x1070 >= -7 e4265: - 7 b127 - x986 + x1071 >= -7 e4266: - 7 b128 - x987 + x1072 >= -7 e4267: - 7 b129 - x988 + x1073 >= -7 e4268: - 7 b130 - x989 + x1074 >= -7 e4269: - 7 b131 - x990 + x1070 >= -7 e4270: - 7 b132 - x991 + x1071 >= -7 e4271: - 7 b133 - x992 + x1072 >= -7 e4272: - 7 b134 - x993 + x1073 >= -7 e4273: - 7 b135 - x994 + x1074 >= -7 e4274: - 7 b136 - x995 + x1070 >= -7 e4275: - 7 b137 - x996 + x1071 >= -7 e4276: - 7 b138 - x997 + x1072 >= -7 e4277: - 7 b139 - x998 + x1073 >= -7 e4278: - 7 b140 - x999 + x1074 >= -7 e4279: - 7 b141 - x1000 + x1070 >= -7 e4280: - 7 b142 - x1001 + x1071 >= -7 e4281: - 7 b143 - x1002 + x1072 >= -7 e4282: - 7 b144 - x1003 + x1073 >= -7 e4283: - 7 b145 - x1004 + x1074 >= -7 e4284: - 7 b146 - x1005 + x1070 >= -7 e4285: - 7 b147 - x1006 + x1071 >= -7 e4286: - 7 b148 - x1007 + x1072 >= -7 e4287: - 7 b149 - x1008 + x1073 >= -7 e4288: - 7 b150 - x1009 + x1074 >= -7 e4289: - 7 b151 - x1010 + x1070 >= -7 e4290: - 7 b152 - x1011 + x1071 >= -7 e4291: - 7 b153 - x1012 + x1072 >= -7 e4292: - 7 b154 - x1013 + x1073 >= -7 e4293: - 7 b155 - x1014 + x1074 >= -7 e4294: - 7 b156 - x1015 + x1070 >= -7 e4295: - 7 b157 - x1016 + x1071 >= -7 e4296: - 7 b158 - x1017 + x1072 >= -7 e4297: - 7 b159 - x1018 + x1073 >= -7 e4298: - 7 b160 - x1019 + x1074 >= -7 e4299: - 7 b161 - x1020 + x1070 >= -7 e4300: - 7 b162 - x1021 + x1071 >= -7 e4301: - 7 b163 - x1022 + x1072 >= -7 e4302: - 7 b164 - x1023 + x1073 >= -7 e4303: - 7 b165 - x1024 + x1074 >= -7 e4304: - 7 b166 - x1025 + x1070 >= -7 e4305: - 7 b167 - x1026 + x1071 >= -7 e4306: - 7 b168 - x1027 + x1072 >= -7 e4307: - 7 b169 - x1028 + x1073 >= -7 e4308: - 7 b170 - x1029 + x1074 >= -7 e4309: - 7 b171 - x1030 + x1070 >= -7 e4310: - 7 b172 - x1031 + x1071 >= -7 e4311: - 7 b173 - x1032 + x1072 >= -7 e4312: - 7 b174 - x1033 + x1073 >= -7 e4313: - 7 b175 - x1034 + x1074 >= -7 e4314: - 7 b176 - x1035 + x1070 >= -7 e4315: - 7 b177 - x1036 + x1071 >= -7 e4316: - 7 b178 - x1037 + x1072 >= -7 e4317: - 7 b179 - x1038 + x1073 >= -7 e4318: - 7 b180 - x1039 + x1074 >= -7 e4319: - 7 b181 - x1040 + x1070 >= -7 e4320: - 7 b182 - x1041 + x1071 >= -7 e4321: - 7 b183 - x1042 + x1072 >= -7 e4322: - 7 b184 - x1043 + x1073 >= -7 e4323: - 7 b185 - x1044 + x1074 >= -7 e4324: - 7 b186 - x1045 + x1070 >= -7 e4325: - 7 b187 - x1046 + x1071 >= -7 e4326: - 7 b188 - x1047 + x1072 >= -7 e4327: - 7 b189 - x1048 + x1073 >= -7 e4328: - 7 b190 - x1049 + x1074 >= -7 e4329: - 7 b191 - x1050 + x1070 >= -7 e4330: - 7 b192 - x1051 + x1071 >= -7 e4331: - 7 b193 - x1052 + x1072 >= -7 e4332: - 7 b194 - x1053 + x1073 >= -7 e4333: - 7 b195 - x1054 + x1074 >= -7 e4334: - 7 b196 - x1055 + x1070 >= -7 e4335: - 7 b197 - x1056 + x1071 >= -7 e4336: - 7 b198 - x1057 + x1072 >= -7 e4337: - 7 b199 - x1058 + x1073 >= -7 e4338: - 7 b200 - x1059 + x1074 >= -7 e4339: - 7 b201 - x1060 + x1070 >= -7 e4340: - 7 b202 - x1061 + x1071 >= -7 e4341: - 7 b203 - x1062 + x1072 >= -7 e4342: - 7 b204 - x1063 + x1073 >= -7 e4343: - 7 b205 - x1064 + x1074 >= -7 e4344: x1076 - x1110 >= 0 e4345: x1077 - x1111 >= 0 e4346: x1078 - x1112 >= 0 e4347: x1079 - x1113 >= 0 e4348: x1081 - x1115 >= 0 e4349: x1082 - x1116 >= 0 e4350: x1083 - x1117 >= 0 e4351: x1084 - x1118 >= 0 e4352: x1086 - x1120 >= 0 e4353: x1087 - x1121 >= 0 e4354: x1088 - x1122 >= 0 e4355: x1089 - x1123 >= 0 e4356: x1091 - x1125 >= 0 e4357: x1092 - x1126 >= 0 e4358: x1093 - x1127 >= 0 e4359: x1094 - x1128 >= 0 e4360: x1096 - x1130 >= 0 e4361: x1097 - x1131 >= 0 e4362: x1098 - x1132 >= 0 e4363: x1099 - x1133 >= 0 e4364: x1101 - x1135 >= 0 e4365: x1102 - x1136 >= 0 e4366: x1103 - x1137 >= 0 e4367: x1104 - x1138 >= 0 e4368: x1106 - x1140 >= 0 e4369: x1107 - x1141 >= 0 e4370: x1108 - x1142 >= 0 e4371: x1109 - x1143 >= 0 e4372: - 7 b291 + x656 - x1110 >= -7 e4373: - 7 b292 + x657 - x1111 >= -7 e4374: - 7 b293 + x658 - x1112 >= -7 e4375: - 7 b294 + x659 - x1113 >= -7 e4376: - 7 b306 + x661 - x1125 >= -7 e4377: - 7 b307 + x662 - x1126 >= -7 e4378: - 7 b308 + x663 - x1127 >= -7 e4379: - 7 b309 + x664 - x1128 >= -7 e4380: - 7 b311 + x666 - x1130 >= -7 e4381: - 7 b312 + x667 - x1131 >= -7 e4382: - 7 b313 + x668 - x1132 >= -7 e4383: - 7 b314 + x669 - x1133 >= -7 e4384: - 7 b291 + x671 - x1110 >= -7 e4385: - 7 b292 + x672 - x1111 >= -7 e4386: - 7 b293 + x673 - x1112 >= -7 e4387: - 7 b294 + x674 - x1113 >= -7 e4388: - 7 b306 + x676 - x1125 >= -7 e4389: - 7 b307 + x677 - x1126 >= -7 e4390: - 7 b308 + x678 - x1127 >= -7 e4391: - 7 b309 + x679 - x1128 >= -7 e4392: - 7 b311 + x681 - x1130 >= -7 e4393: - 7 b312 + x682 - x1131 >= -7 e4394: - 7 b313 + x683 - x1132 >= -7 e4395: - 7 b314 + x684 - x1133 >= -7 e4396: - 7 b291 + x686 - x1110 >= -7 e4397: - 7 b292 + x687 - x1111 >= -7 e4398: - 7 b293 + x688 - x1112 >= -7 e4399: - 7 b294 + x689 - x1113 >= -7 e4400: - 7 b306 + x691 - x1125 >= -7 e4401: - 7 b307 + x692 - x1126 >= -7 e4402: - 7 b308 + x693 - x1127 >= -7 e4403: - 7 b309 + x694 - x1128 >= -7 e4404: - 7 b311 + x696 - x1130 >= -7 e4405: - 7 b312 + x697 - x1131 >= -7 e4406: - 7 b313 + x698 - x1132 >= -7 e4407: - 7 b314 + x699 - x1133 >= -7 e4408: - 7 b291 + x701 - x1110 >= -7 e4409: - 7 b292 + x702 - x1111 >= -7 e4410: - 7 b293 + x703 - x1112 >= -7 e4411: - 7 b294 + x704 - x1113 >= -7 e4412: - 7 b306 + x706 - x1125 >= -7 e4413: - 7 b307 + x707 - x1126 >= -7 e4414: - 7 b308 + x708 - x1127 >= -7 e4415: - 7 b309 + x709 - x1128 >= -7 e4416: - 7 b311 + x711 - x1130 >= -7 e4417: - 7 b312 + x712 - x1131 >= -7 e4418: - 7 b313 + x713 - x1132 >= -7 e4419: - 7 b314 + x714 - x1133 >= -7 e4420: - 7 b291 + x716 - x1110 >= -7 e4421: - 7 b292 + x717 - x1111 >= -7 e4422: - 7 b293 + x718 - x1112 >= -7 e4423: - 7 b294 + x719 - x1113 >= -7 e4424: - 7 b306 + x721 - x1125 >= -7 e4425: - 7 b307 + x722 - x1126 >= -7 e4426: - 7 b308 + x723 - x1127 >= -7 e4427: - 7 b309 + x724 - x1128 >= -7 e4428: - 7 b311 + x726 - x1130 >= -7 e4429: - 7 b312 + x727 - x1131 >= -7 e4430: - 7 b313 + x728 - x1132 >= -7 e4431: - 7 b314 + x729 - x1133 >= -7 e4432: - 7 b291 + x731 - x1110 >= -7 e4433: - 7 b292 + x732 - x1111 >= -7 e4434: - 7 b293 + x733 - x1112 >= -7 e4435: - 7 b294 + x734 - x1113 >= -7 e4436: - 7 b306 + x736 - x1125 >= -7 e4437: - 7 b307 + x737 - x1126 >= -7 e4438: - 7 b308 + x738 - x1127 >= -7 e4439: - 7 b309 + x739 - x1128 >= -7 e4440: - 7 b311 + x741 - x1130 >= -7 e4441: - 7 b312 + x742 - x1131 >= -7 e4442: - 7 b313 + x743 - x1132 >= -7 e4443: - 7 b314 + x744 - x1133 >= -7 e4444: - 7 b291 + x746 - x1110 >= -7 e4445: - 7 b292 + x747 - x1111 >= -7 e4446: - 7 b293 + x748 - x1112 >= -7 e4447: - 7 b294 + x749 - x1113 >= -7 e4448: - 7 b306 + x751 - x1125 >= -7 e4449: - 7 b307 + x752 - x1126 >= -7 e4450: - 7 b308 + x753 - x1127 >= -7 e4451: - 7 b309 + x754 - x1128 >= -7 e4452: - 7 b311 + x756 - x1130 >= -7 e4453: - 7 b312 + x757 - x1131 >= -7 e4454: - 7 b313 + x758 - x1132 >= -7 e4455: - 7 b314 + x759 - x1133 >= -7 e4456: - 7 b291 + x761 - x1110 >= -7 e4457: - 7 b292 + x762 - x1111 >= -7 e4458: - 7 b293 + x763 - x1112 >= -7 e4459: - 7 b294 + x764 - x1113 >= -7 e4460: - 7 b306 + x766 - x1125 >= -7 e4461: - 7 b307 + x767 - x1126 >= -7 e4462: - 7 b308 + x768 - x1127 >= -7 e4463: - 7 b309 + x769 - x1128 >= -7 e4464: - 7 b311 + x771 - x1130 >= -7 e4465: - 7 b312 + x772 - x1131 >= -7 e4466: - 7 b313 + x773 - x1132 >= -7 e4467: - 7 b314 + x774 - x1133 >= -7 e4468: - 7 b291 + x776 - x1110 >= -7 e4469: - 7 b292 + x777 - x1111 >= -7 e4470: - 7 b293 + x778 - x1112 >= -7 e4471: - 7 b294 + x779 - x1113 >= -7 e4472: - 7 b306 + x781 - x1125 >= -7 e4473: - 7 b307 + x782 - x1126 >= -7 e4474: - 7 b308 + x783 - x1127 >= -7 e4475: - 7 b309 + x784 - x1128 >= -7 e4476: - 7 b311 + x786 - x1130 >= -7 e4477: - 7 b312 + x787 - x1131 >= -7 e4478: - 7 b313 + x788 - x1132 >= -7 e4479: - 7 b314 + x789 - x1133 >= -7 e4480: - 7 b296 + x791 - x1115 >= -7 e4481: - 7 b297 + x792 - x1116 >= -7 e4482: - 7 b298 + x793 - x1117 >= -7 e4483: - 7 b299 + x794 - x1118 >= -7 e4484: - 7 b316 + x796 - x1135 >= -7 e4485: - 7 b317 + x797 - x1136 >= -7 e4486: - 7 b318 + x798 - x1137 >= -7 e4487: - 7 b319 + x799 - x1138 >= -7 e4488: - 7 b316 + x801 - x1135 >= -7 e4489: - 7 b317 + x802 - x1136 >= -7 e4490: - 7 b318 + x803 - x1137 >= -7 e4491: - 7 b319 + x804 - x1138 >= -7 e4492: - 7 b296 + x806 - x1115 >= -7 e4493: - 7 b297 + x807 - x1116 >= -7 e4494: - 7 b298 + x808 - x1117 >= -7 e4495: - 7 b299 + x809 - x1118 >= -7 e4496: - 7 b316 + x811 - x1135 >= -7 e4497: - 7 b317 + x812 - x1136 >= -7 e4498: - 7 b318 + x813 - x1137 >= -7 e4499: - 7 b319 + x814 - x1138 >= -7 e4500: - 7 b316 + x816 - x1135 >= -7 e4501: - 7 b317 + x817 - x1136 >= -7 e4502: - 7 b318 + x818 - x1137 >= -7 e4503: - 7 b319 + x819 - x1138 >= -7 e4504: - 7 b291 + x821 - x1110 >= -7 e4505: - 7 b292 + x822 - x1111 >= -7 e4506: - 7 b293 + x823 - x1112 >= -7 e4507: - 7 b294 + x824 - x1113 >= -7 e4508: - 7 b306 + x826 - x1125 >= -7 e4509: - 7 b307 + x827 - x1126 >= -7 e4510: - 7 b308 + x828 - x1127 >= -7 e4511: - 7 b309 + x829 - x1128 >= -7 e4512: - 7 b311 + x831 - x1130 >= -7 e4513: - 7 b312 + x832 - x1131 >= -7 e4514: - 7 b313 + x833 - x1132 >= -7 e4515: - 7 b314 + x834 - x1133 >= -7 e4516: - 7 b291 + x836 - x1110 >= -7 e4517: - 7 b292 + x837 - x1111 >= -7 e4518: - 7 b293 + x838 - x1112 >= -7 e4519: - 7 b294 + x839 - x1113 >= -7 e4520: - 7 b306 + x841 - x1125 >= -7 e4521: - 7 b307 + x842 - x1126 >= -7 e4522: - 7 b308 + x843 - x1127 >= -7 e4523: - 7 b309 + x844 - x1128 >= -7 e4524: - 7 b311 + x846 - x1130 >= -7 e4525: - 7 b312 + x847 - x1131 >= -7 e4526: - 7 b313 + x848 - x1132 >= -7 e4527: - 7 b314 + x849 - x1133 >= -7 e4528: - 7 b316 + x851 - x1135 >= -7 e4529: - 7 b317 + x852 - x1136 >= -7 e4530: - 7 b318 + x853 - x1137 >= -7 e4531: - 7 b319 + x854 - x1138 >= -7 e4532: - 7 b316 + x856 - x1135 >= -7 e4533: - 7 b317 + x857 - x1136 >= -7 e4534: - 7 b318 + x858 - x1137 >= -7 e4535: - 7 b319 + x859 - x1138 >= -7 e4536: - 7 b1 - x860 + x1076 >= -7 e4537: - 7 b2 - x861 + x1077 >= -7 e4538: - 7 b3 - x862 + x1078 >= -7 e4539: - 7 b4 - x863 + x1079 >= -7 e4540: - 7 b6 - x865 + x1091 >= -7 e4541: - 7 b7 - x866 + x1092 >= -7 e4542: - 7 b8 - x867 + x1093 >= -7 e4543: - 7 b9 - x868 + x1094 >= -7 e4544: - 7 b11 - x870 + x1096 >= -7 e4545: - 7 b12 - x871 + x1097 >= -7 e4546: - 7 b13 - x872 + x1098 >= -7 e4547: - 7 b14 - x873 + x1099 >= -7 e4548: - 7 b16 - x875 + x1076 >= -7 e4549: - 7 b17 - x876 + x1077 >= -7 e4550: - 7 b18 - x877 + x1078 >= -7 e4551: - 7 b19 - x878 + x1079 >= -7 e4552: - 7 b21 - x880 + x1091 >= -7 e4553: - 7 b22 - x881 + x1092 >= -7 e4554: - 7 b23 - x882 + x1093 >= -7 e4555: - 7 b24 - x883 + x1094 >= -7 e4556: - 7 b26 - x885 + x1096 >= -7 e4557: - 7 b27 - x886 + x1097 >= -7 e4558: - 7 b28 - x887 + x1098 >= -7 e4559: - 7 b29 - x888 + x1099 >= -7 e4560: - 7 b31 - x890 + x1076 >= -7 e4561: - 7 b32 - x891 + x1077 >= -7 e4562: - 7 b33 - x892 + x1078 >= -7 e4563: - 7 b34 - x893 + x1079 >= -7 e4564: - 7 b36 - x895 + x1091 >= -7 e4565: - 7 b37 - x896 + x1092 >= -7 e4566: - 7 b38 - x897 + x1093 >= -7 e4567: - 7 b39 - x898 + x1094 >= -7 e4568: - 7 b41 - x900 + x1096 >= -7 e4569: - 7 b42 - x901 + x1097 >= -7 e4570: - 7 b43 - x902 + x1098 >= -7 e4571: - 7 b44 - x903 + x1099 >= -7 e4572: - 7 b46 - x905 + x1076 >= -7 e4573: - 7 b47 - x906 + x1077 >= -7 e4574: - 7 b48 - x907 + x1078 >= -7 e4575: - 7 b49 - x908 + x1079 >= -7 e4576: - 7 b51 - x910 + x1091 >= -7 e4577: - 7 b52 - x911 + x1092 >= -7 e4578: - 7 b53 - x912 + x1093 >= -7 e4579: - 7 b54 - x913 + x1094 >= -7 e4580: - 7 b56 - x915 + x1096 >= -7 e4581: - 7 b57 - x916 + x1097 >= -7 e4582: - 7 b58 - x917 + x1098 >= -7 e4583: - 7 b59 - x918 + x1099 >= -7 e4584: - 7 b61 - x920 + x1076 >= -7 e4585: - 7 b62 - x921 + x1077 >= -7 e4586: - 7 b63 - x922 + x1078 >= -7 e4587: - 7 b64 - x923 + x1079 >= -7 e4588: - 7 b66 - x925 + x1091 >= -7 e4589: - 7 b67 - x926 + x1092 >= -7 e4590: - 7 b68 - x927 + x1093 >= -7 e4591: - 7 b69 - x928 + x1094 >= -7 e4592: - 7 b71 - x930 + x1096 >= -7 e4593: - 7 b72 - x931 + x1097 >= -7 e4594: - 7 b73 - x932 + x1098 >= -7 e4595: - 7 b74 - x933 + x1099 >= -7 e4596: - 7 b76 - x935 + x1076 >= -7 e4597: - 7 b77 - x936 + x1077 >= -7 e4598: - 7 b78 - x937 + x1078 >= -7 e4599: - 7 b79 - x938 + x1079 >= -7 e4600: - 7 b81 - x940 + x1091 >= -7 e4601: - 7 b82 - x941 + x1092 >= -7 e4602: - 7 b83 - x942 + x1093 >= -7 e4603: - 7 b84 - x943 + x1094 >= -7 e4604: - 7 b86 - x945 + x1096 >= -7 e4605: - 7 b87 - x946 + x1097 >= -7 e4606: - 7 b88 - x947 + x1098 >= -7 e4607: - 7 b89 - x948 + x1099 >= -7 e4608: - 7 b91 - x950 + x1076 >= -7 e4609: - 7 b92 - x951 + x1077 >= -7 e4610: - 7 b93 - x952 + x1078 >= -7 e4611: - 7 b94 - x953 + x1079 >= -7 e4612: - 7 b96 - x955 + x1091 >= -7 e4613: - 7 b97 - x956 + x1092 >= -7 e4614: - 7 b98 - x957 + x1093 >= -7 e4615: - 7 b99 - x958 + x1094 >= -7 e4616: - 7 b101 - x960 + x1096 >= -7 e4617: - 7 b102 - x961 + x1097 >= -7 e4618: - 7 b103 - x962 + x1098 >= -7 e4619: - 7 b104 - x963 + x1099 >= -7 e4620: - 7 b106 - x965 + x1076 >= -7 e4621: - 7 b107 - x966 + x1077 >= -7 e4622: - 7 b108 - x967 + x1078 >= -7 e4623: - 7 b109 - x968 + x1079 >= -7 e4624: - 7 b111 - x970 + x1091 >= -7 e4625: - 7 b112 - x971 + x1092 >= -7 e4626: - 7 b113 - x972 + x1093 >= -7 e4627: - 7 b114 - x973 + x1094 >= -7 e4628: - 7 b116 - x975 + x1096 >= -7 e4629: - 7 b117 - x976 + x1097 >= -7 e4630: - 7 b118 - x977 + x1098 >= -7 e4631: - 7 b119 - x978 + x1099 >= -7 e4632: - 7 b121 - x980 + x1076 >= -7 e4633: - 7 b122 - x981 + x1077 >= -7 e4634: - 7 b123 - x982 + x1078 >= -7 e4635: - 7 b124 - x983 + x1079 >= -7 e4636: - 7 b126 - x985 + x1091 >= -7 e4637: - 7 b127 - x986 + x1092 >= -7 e4638: - 7 b128 - x987 + x1093 >= -7 e4639: - 7 b129 - x988 + x1094 >= -7 e4640: - 7 b131 - x990 + x1096 >= -7 e4641: - 7 b132 - x991 + x1097 >= -7 e4642: - 7 b133 - x992 + x1098 >= -7 e4643: - 7 b134 - x993 + x1099 >= -7 e4644: - 7 b136 - x995 + x1081 >= -7 e4645: - 7 b137 - x996 + x1082 >= -7 e4646: - 7 b138 - x997 + x1083 >= -7 e4647: - 7 b139 - x998 + x1084 >= -7 e4648: - 7 b141 - x1000 + x1101 >= -7 e4649: - 7 b142 - x1001 + x1102 >= -7 e4650: - 7 b143 - x1002 + x1103 >= -7 e4651: - 7 b144 - x1003 + x1104 >= -7 e4652: - 7 b146 - x1005 + x1101 >= -7 e4653: - 7 b147 - x1006 + x1102 >= -7 e4654: - 7 b148 - x1007 + x1103 >= -7 e4655: - 7 b149 - x1008 + x1104 >= -7 e4656: - 7 b151 - x1010 + x1081 >= -7 e4657: - 7 b152 - x1011 + x1082 >= -7 e4658: - 7 b153 - x1012 + x1083 >= -7 e4659: - 7 b154 - x1013 + x1084 >= -7 e4660: - 7 b156 - x1015 + x1101 >= -7 e4661: - 7 b157 - x1016 + x1102 >= -7 e4662: - 7 b158 - x1017 + x1103 >= -7 e4663: - 7 b159 - x1018 + x1104 >= -7 e4664: - 7 b161 - x1020 + x1101 >= -7 e4665: - 7 b162 - x1021 + x1102 >= -7 e4666: - 7 b163 - x1022 + x1103 >= -7 e4667: - 7 b164 - x1023 + x1104 >= -7 e4668: - 7 b166 - x1025 + x1076 >= -7 e4669: - 7 b167 - x1026 + x1077 >= -7 e4670: - 7 b168 - x1027 + x1078 >= -7 e4671: - 7 b169 - x1028 + x1079 >= -7 e4672: - 7 b171 - x1030 + x1091 >= -7 e4673: - 7 b172 - x1031 + x1092 >= -7 e4674: - 7 b173 - x1032 + x1093 >= -7 e4675: - 7 b174 - x1033 + x1094 >= -7 e4676: - 7 b176 - x1035 + x1096 >= -7 e4677: - 7 b177 - x1036 + x1097 >= -7 e4678: - 7 b178 - x1037 + x1098 >= -7 e4679: - 7 b179 - x1038 + x1099 >= -7 e4680: - 7 b181 - x1040 + x1076 >= -7 e4681: - 7 b182 - x1041 + x1077 >= -7 e4682: - 7 b183 - x1042 + x1078 >= -7 e4683: - 7 b184 - x1043 + x1079 >= -7 e4684: - 7 b186 - x1045 + x1091 >= -7 e4685: - 7 b187 - x1046 + x1092 >= -7 e4686: - 7 b188 - x1047 + x1093 >= -7 e4687: - 7 b189 - x1048 + x1094 >= -7 e4688: - 7 b191 - x1050 + x1096 >= -7 e4689: - 7 b192 - x1051 + x1097 >= -7 e4690: - 7 b193 - x1052 + x1098 >= -7 e4691: - 7 b194 - x1053 + x1099 >= -7 e4692: - 7 b196 - x1055 + x1101 >= -7 e4693: - 7 b197 - x1056 + x1102 >= -7 e4694: - 7 b198 - x1057 + x1103 >= -7 e4695: - 7 b199 - x1058 + x1104 >= -7 e4696: - 7 b201 - x1060 + x1101 >= -7 e4697: - 7 b202 - x1061 + x1102 >= -7 e4698: - 7 b203 - x1062 + x1103 >= -7 e4699: - 7 b204 - x1063 + x1104 >= -7 e4700: x1146 - x1155 >= 0 e4701: x1147 - x1156 >= 0 e4702: x1148 - x1157 >= 0 e4703: x1149 - x1158 >= 0 e4704: x1151 - x1160 >= 0 e4705: x1152 - x1161 >= 0 e4706: x1153 - x1162 >= 0 e4707: x1154 - x1163 >= 0 e4708: - 7 b291 - x1075 + x1145 >= -7 e4709: - 7 b292 - x1076 + x1146 >= -7 e4710: - 7 b293 - x1077 + x1147 >= -7 e4711: - 7 b294 - x1078 + x1148 >= -7 e4712: - 7 b295 - x1079 + x1149 >= -7 e4713: - 7 b296 - x1080 + x1150 >= -7 e4714: - 7 b297 - x1081 + x1151 >= -7 e4715: - 7 b298 - x1082 + x1152 >= -7 e4716: - 7 b299 - x1083 + x1153 >= -7 e4717: - 7 b300 - x1084 + x1154 >= -7 e4718: - 7 b301 - x1085 + x1145 >= -7 e4719: - 7 b302 - x1086 + x1146 >= -7 e4720: - 7 b303 - x1087 + x1147 >= -7 e4721: - 7 b304 - x1088 + x1148 >= -7 e4722: - 7 b305 - x1089 + x1149 >= -7 e4723: - 7 b306 - x1090 + x1145 >= -7 e4724: - 7 b307 - x1091 + x1146 >= -7 e4725: - 7 b308 - x1092 + x1147 >= -7 e4726: - 7 b309 - x1093 + x1148 >= -7 e4727: - 7 b310 - x1094 + x1149 >= -7 e4728: - 7 b311 - x1095 + x1145 >= -7 e4729: - 7 b312 - x1096 + x1146 >= -7 e4730: - 7 b313 - x1097 + x1147 >= -7 e4731: - 7 b314 - x1098 + x1148 >= -7 e4732: - 7 b315 - x1099 + x1149 >= -7 e4733: - 7 b316 - x1100 + x1150 >= -7 e4734: - 7 b317 - x1101 + x1151 >= -7 e4735: - 7 b318 - x1102 + x1152 >= -7 e4736: - 7 b319 - x1103 + x1153 >= -7 e4737: - 7 b320 - x1104 + x1154 >= -7 e4738: - 7 b321 - x1105 + x1145 >= -7 e4739: - 7 b322 - x1106 + x1146 >= -7 e4740: - 7 b323 - x1107 + x1147 >= -7 e4741: - 7 b324 - x1108 + x1148 >= -7 e4742: - 7 b325 - x1109 + x1149 >= -7 e4743: 7 b291 - x1075 + x1145 <= 7 e4744: 7 b292 - x1076 + x1146 <= 7 e4745: 7 b293 - x1077 + x1147 <= 7 e4746: 7 b294 - x1078 + x1148 <= 7 e4747: 7 b295 - x1079 + x1149 <= 7 e4748: 7 b296 - x1080 + x1150 <= 7 e4749: 7 b297 - x1081 + x1151 <= 7 e4750: 7 b298 - x1082 + x1152 <= 7 e4751: 7 b299 - x1083 + x1153 <= 7 e4752: 7 b300 - x1084 + x1154 <= 7 e4753: 7 b301 - x1085 + x1145 <= 7 e4754: 7 b302 - x1086 + x1146 <= 7 e4755: 7 b303 - x1087 + x1147 <= 7 e4756: 7 b304 - x1088 + x1148 <= 7 e4757: 7 b305 - x1089 + x1149 <= 7 e4758: 7 b306 - x1090 + x1145 <= 7 e4759: 7 b307 - x1091 + x1146 <= 7 e4760: 7 b308 - x1092 + x1147 <= 7 e4761: 7 b309 - x1093 + x1148 <= 7 e4762: 7 b310 - x1094 + x1149 <= 7 e4763: 7 b311 - x1095 + x1145 <= 7 e4764: 7 b312 - x1096 + x1146 <= 7 e4765: 7 b313 - x1097 + x1147 <= 7 e4766: 7 b314 - x1098 + x1148 <= 7 e4767: 7 b315 - x1099 + x1149 <= 7 e4768: 7 b316 - x1100 + x1150 <= 7 e4769: 7 b317 - x1101 + x1151 <= 7 e4770: 7 b318 - x1102 + x1152 <= 7 e4771: 7 b319 - x1103 + x1153 <= 7 e4772: 7 b320 - x1104 + x1154 <= 7 e4773: 7 b321 - x1105 + x1145 <= 7 e4774: 7 b322 - x1106 + x1146 <= 7 e4775: 7 b323 - x1107 + x1147 <= 7 e4776: 7 b324 - x1108 + x1148 <= 7 e4777: 7 b325 - x1109 + x1149 <= 7 e4778: - 7 b291 - x1110 + x1155 >= -7 e4779: - 7 b292 - x1111 + x1156 >= -7 e4780: - 7 b293 - x1112 + x1157 >= -7 e4781: - 7 b294 - x1113 + x1158 >= -7 e4782: - 7 b295 - x1114 + x1159 >= -7 e4783: - 7 b296 - x1115 + x1160 >= -7 e4784: - 7 b297 - x1116 + x1161 >= -7 e4785: - 7 b298 - x1117 + x1162 >= -7 e4786: - 7 b299 - x1118 + x1163 >= -7 e4787: - 7 b300 - x1119 + x1164 >= -7 e4788: - 7 b301 - x1120 + x1155 >= -7 e4789: - 7 b302 - x1121 + x1156 >= -7 e4790: - 7 b303 - x1122 + x1157 >= -7 e4791: - 7 b304 - x1123 + x1158 >= -7 e4792: - 7 b305 - x1124 + x1159 >= -7 e4793: - 7 b306 - x1125 + x1155 >= -7 e4794: - 7 b307 - x1126 + x1156 >= -7 e4795: - 7 b308 - x1127 + x1157 >= -7 e4796: - 7 b309 - x1128 + x1158 >= -7 e4797: - 7 b310 - x1129 + x1159 >= -7 e4798: - 7 b311 - x1130 + x1155 >= -7 e4799: - 7 b312 - x1131 + x1156 >= -7 e4800: - 7 b313 - x1132 + x1157 >= -7 e4801: - 7 b314 - x1133 + x1158 >= -7 e4802: - 7 b315 - x1134 + x1159 >= -7 e4803: - 7 b316 - x1135 + x1160 >= -7 e4804: - 7 b317 - x1136 + x1161 >= -7 e4805: - 7 b318 - x1137 + x1162 >= -7 e4806: - 7 b319 - x1138 + x1163 >= -7 e4807: - 7 b320 - x1139 + x1164 >= -7 e4808: - 7 b321 - x1140 + x1155 >= -7 e4809: - 7 b322 - x1141 + x1156 >= -7 e4810: - 7 b323 - x1142 + x1157 >= -7 e4811: - 7 b324 - x1143 + x1158 >= -7 e4812: - 7 b325 - x1144 + x1159 >= -7 e4813: 7 b291 - x1110 + x1155 <= 7 e4814: 7 b292 - x1111 + x1156 <= 7 e4815: 7 b293 - x1112 + x1157 <= 7 e4816: 7 b294 - x1113 + x1158 <= 7 e4817: 7 b295 - x1114 + x1159 <= 7 e4818: 7 b296 - x1115 + x1160 <= 7 e4819: 7 b297 - x1116 + x1161 <= 7 e4820: 7 b298 - x1117 + x1162 <= 7 e4821: 7 b299 - x1118 + x1163 <= 7 e4822: 7 b300 - x1119 + x1164 <= 7 e4823: 7 b301 - x1120 + x1155 <= 7 e4824: 7 b302 - x1121 + x1156 <= 7 e4825: 7 b303 - x1122 + x1157 <= 7 e4826: 7 b304 - x1123 + x1158 <= 7 e4827: 7 b305 - x1124 + x1159 <= 7 e4828: 7 b306 - x1125 + x1155 <= 7 e4829: 7 b307 - x1126 + x1156 <= 7 e4830: 7 b308 - x1127 + x1157 <= 7 e4831: 7 b309 - x1128 + x1158 <= 7 e4832: 7 b310 - x1129 + x1159 <= 7 e4833: 7 b311 - x1130 + x1155 <= 7 e4834: 7 b312 - x1131 + x1156 <= 7 e4835: 7 b313 - x1132 + x1157 <= 7 e4836: 7 b314 - x1133 + x1158 <= 7 e4837: 7 b315 - x1134 + x1159 <= 7 e4838: 7 b316 - x1135 + x1160 <= 7 e4839: 7 b317 - x1136 + x1161 <= 7 e4840: 7 b318 - x1137 + x1162 <= 7 e4841: 7 b319 - x1138 + x1163 <= 7 e4842: 7 b320 - x1139 + x1164 <= 7 e4843: 7 b321 - x1140 + x1155 <= 7 e4844: 7 b322 - x1141 + x1156 <= 7 e4845: 7 b323 - x1142 + x1157 <= 7 e4846: 7 b324 - x1143 + x1158 <= 7 e4847: 7 b325 - x1144 + x1159 <= 7 e4848: x362 - x417 - x432 - x447 - x462 - x477 - x492 - x507 - x522 - x537 - x582 - x597 - x1200 + x1201 = 0 e4849: x363 - x418 - x433 - x448 - x463 - x478 - x493 - x508 - x523 - x538 - x583 - x598 - x1201 + x1202 = 0 e4850: x364 - x419 - x434 - x449 - x464 - x479 - x494 - x509 - x524 - x539 - x584 - x599 - x1202 + x1203 = 0 e4851: x365 - x420 - x435 - x450 - x465 - x480 - x495 - x510 - x525 - x540 - x585 - x600 - x1203 + x1204 = 0 e4852: x367 - x552 - x567 - x1205 + x1206 = 0 e4853: x368 - x553 - x568 - x1206 + x1207 = 0 e4854: x369 - x554 - x569 - x1207 + x1208 = 0 e4855: x370 - x555 - x570 - x1208 + x1209 = 0 e4856: x372 - x1210 + x1211 = 0 e4857: x373 - x1211 + x1212 = 0 e4858: x374 - x1212 + x1213 = 0 e4859: x375 - x1213 + x1214 = 0 e4860: x377 - x422 - x437 - x452 - x467 - x482 - x497 - x512 - x527 - x542 - x587 - x602 - x1215 + x1216 = 0 e4861: x378 - x423 - x438 - x453 - x468 - x483 - x498 - x513 - x528 - x543 - x588 - x603 - x1216 + x1217 = 0 e4862: x379 - x424 - x439 - x454 - x469 - x484 - x499 - x514 - x529 - x544 - x589 - x604 - x1217 + x1218 = 0 e4863: x380 - x425 - x440 - x455 - x470 - x485 - x500 - x515 - x530 - x545 - x590 - x605 - x1218 + x1219 = 0 e4864: x382 - x427 - x442 - x457 - x472 - x487 - x502 - x517 - x532 - x547 - x592 - x607 - x1220 + x1221 = 0 e4865: x383 - x428 - x443 - x458 - x473 - x488 - x503 - x518 - x533 - x548 - x593 - x608 - x1221 + x1222 = 0 e4866: x384 - x429 - x444 - x459 - x474 - x489 - x504 - x519 - x534 - x549 - x594 - x609 - x1222 + x1223 = 0 e4867: x385 - x430 - x445 - x460 - x475 - x490 - x505 - x520 - x535 - x550 - x595 - x610 - x1223 + x1224 = 0 e4868: x387 - x557 - x572 - .5 x617 - x1225 + x1226 = 0 e4869: x388 - x558 - x573 - .5 x618 - x1226 + x1227 = 0 e4870: x389 - x559 - x574 - .5 x619 - x1227 + x1228 = 0 e4871: x390 - x560 - x575 - .5 x620 - x1228 + x1229 = 0 e4872: x392 - x577 - x612 - x1230 + x1231 = 0 e4873: x393 - x578 - x613 - x1231 + x1232 = 0 e4874: x394 - x579 - x614 - x1232 + x1233 = 0 e4875: x395 - x580 - x615 - x1233 + x1234 = 0 e4876: x397 - x562 - .5 x617 - x1235 + x1236 = 0 e4877: x398 - x563 - .5 x618 - x1236 + x1237 = 0 e4878: x399 - x564 - .5 x619 - x1237 + x1238 = 0 e4879: x400 - x565 - .5 x620 - x1238 + x1239 = 0 e4880: x402 - x1240 + x1241 = 0 e4881: x403 - x1241 + x1242 = 0 e4882: x404 - x1242 + x1243 = 0 e4883: x405 - x1243 + x1244 = 0 e4884: x361 - x416 - x431 - x446 - x461 - x476 - x491 - x506 - x521 - x536 - x581 - x596 + x1200 = 5e3 e4885: x366 - x551 - x566 + x1205 = 6e3 e4886: x371 + x1210 = 7e3 e4887: x376 - x421 - x436 - x451 - x466 - x481 - x496 - x511 - x526 - x541 - x586 - x601 + x1215 = 8e3 e4888: x381 - x426 - x441 - x456 - x471 - x486 - x501 - x516 - x531 - x546 - x591 - x606 + x1220 = 8e3 e4889: x386 - x556 - x571 - .5 x616 + x1225 = 1e4 e4890: x391 - x576 - x611 + x1230 = 5e3 e4891: x396 - x561 - .5 x616 + x1235 = 5e3 e4892: x401 + x1240 = 1e4 e4893: - x1145 - x1146 - x1147 - x1148 - x1149 + x1155 + x1156 + x1157 + x1158 + x1159 = 7 e4894: - x1150 - x1151 - x1152 - x1153 - x1154 + x1160 + x1161 + x1162 + x1163 + x1164 = 7 e4895: - b291 + b292 + x1245 >= 0 e4896: - b292 + b293 + x1246 >= 0 e4897: - b293 + b294 + x1247 >= 0 e4898: - b294 + b295 + x1248 >= 0 e4899: - b296 + b297 + x1249 >= 0 e4900: - b297 + b298 + x1250 >= 0 e4901: - b298 + b299 + x1251 >= 0 e4902: - b299 + b300 + x1252 >= 0 e4903: - b301 + b302 + x1245 >= 0 e4904: - b302 + b303 + x1246 >= 0 e4905: - b303 + b304 + x1247 >= 0 e4906: - b304 + b305 + x1248 >= 0 e4907: - b306 + b307 + x1245 >= 0 e4908: - b307 + b308 + x1246 >= 0 e4909: - b308 + b309 + x1247 >= 0 e4910: - b309 + b310 + x1248 >= 0 e4911: - b311 + b312 + x1245 >= 0 e4912: - b312 + b313 + x1246 >= 0 e4913: - b313 + b314 + x1247 >= 0 e4914: - b314 + b315 + x1248 >= 0 e4915: - b316 + b317 + x1249 >= 0 e4916: - b317 + b318 + x1250 >= 0 e4917: - b318 + b319 + x1251 >= 0 e4918: - b319 + b320 + x1252 >= 0 e4919: - b321 + b322 + x1245 >= 0 e4920: - b322 + b323 + x1246 >= 0 e4921: - b323 + b324 + x1247 >= 0 e4922: - b324 + b325 + x1248 >= 0 e4923: b291 - b292 + x1245 >= 0 e4924: b292 - b293 + x1246 >= 0 e4925: b293 - b294 + x1247 >= 0 e4926: b294 - b295 + x1248 >= 0 e4927: b296 - b297 + x1249 >= 0 e4928: b297 - b298 + x1250 >= 0 e4929: b298 - b299 + x1251 >= 0 e4930: b299 - b300 + x1252 >= 0 e4931: b301 - b302 + x1245 >= 0 e4932: b302 - b303 + x1246 >= 0 e4933: b303 - b304 + x1247 >= 0 e4934: b304 - b305 + x1248 >= 0 e4935: b306 - b307 + x1245 >= 0 e4936: b307 - b308 + x1246 >= 0 e4937: b308 - b309 + x1247 >= 0 e4938: b309 - b310 + x1248 >= 0 e4939: b311 - b312 + x1245 >= 0 e4940: b312 - b313 + x1246 >= 0 e4941: b313 - b314 + x1247 >= 0 e4942: b314 - b315 + x1248 >= 0 e4943: b316 - b317 + x1249 >= 0 e4944: b317 - b318 + x1250 >= 0 e4945: b318 - b319 + x1251 >= 0 e4946: b319 - b320 + x1252 >= 0 e4947: b321 - b322 + x1245 >= 0 e4948: b322 - b323 + x1246 >= 0 e4949: b323 - b324 + x1247 >= 0 e4950: b324 - b325 + x1248 >= 0 e4952: x388 - x353 x1279 = 0 e4953: x389 - x354 x1280 = 0 e4954: x390 - x355 x1281 = 0 e4955: x393 - x353 x1284 = 0 e4956: x394 - x354 x1285 = 0 e4957: x395 - x355 x1286 = 0 e4958: x398 - x353 x1289 = 0 e4959: x399 - x354 x1290 = 0 e4960: x400 - x355 x1291 = 0 e4961: x1200 - x1165 x1253 = 0 e4962: x1201 - x1166 x1254 = 0 e4963: x1202 - x1167 x1255 = 0 e4964: x1203 - x1168 x1256 = 0 e4965: x1204 - x1169 x1257 = 0 e4966: x1205 - x1170 x1258 = 0 e4967: x1206 - x1171 x1259 = 0 e4968: x1207 - x1172 x1260 = 0 e4969: x1208 - x1173 x1261 = 0 e4970: x1209 - x1174 x1262 = 0 e4971: x1210 - x1175 x1263 = 0 e4972: x1211 - x1176 x1264 = 0 e4973: x1212 - x1177 x1265 = 0 e4974: x1213 - x1178 x1266 = 0 e4975: x1214 - x1179 x1267 = 0 e4976: x1215 - x1180 x1268 = 0 e4977: x1216 - x1181 x1269 = 0 e4978: x1217 - x1182 x1270 = 0 e4979: x1218 - x1183 x1271 = 0 e4980: x1219 - x1184 x1272 = 0 e4981: x1220 - x1185 x1273 = 0 e4982: x1221 - x1186 x1274 = 0 e4983: x1222 - x1187 x1275 = 0 e4984: x1223 - x1188 x1276 = 0 e4985: x1224 - x1189 x1277 = 0 e4986: x1225 - x1190 x1278 = 0 e4987: x1226 - x1191 x1279 = 0 e4988: x1227 - x1192 x1280 = 0 e4989: x1228 - x1193 x1281 = 0 e4990: x1229 - x1194 x1282 = 0 e4991: x1230 - x1190 x1283 = 0 e4992: x1231 - x1191 x1284 = 0 e4993: x1232 - x1192 x1285 = 0 e4994: x1233 - x1193 x1286 = 0 e4995: x1234 - x1194 x1287 = 0 e4996: x1235 - x1190 x1288 = 0 e4997: x1236 - x1191 x1289 = 0 e4998: x1237 - x1192 x1290 = 0 e4999: x1238 - x1193 x1291 = 0 e5000: x1239 - x1194 x1292 = 0 e5001: x1240 - x1195 x1293 = 0 e5002: x1241 - x1196 x1294 = 0 e5003: x1242 - x1197 x1295 = 0 e5004: x1243 - x1198 x1296 = 0 e5005: x1244 - x1199 x1297 = 0 Bounds b2 = 0 b3 = 0 b4 = 0 b5 = 0 b7 = 0 b8 = 0 b9 = 0 b10 = 0 b12 = 0 b13 = 0 b14 = 0 b15 = 0 b18 = 0 b19 = 0 b20 = 0 b23 = 0 b24 = 0 b25 = 0 b28 = 0 b29 = 0 b30 = 0 b33 = 0 b34 = 0 b35 = 0 b38 = 0 b39 = 0 b40 = 0 b43 = 0 b44 = 0 b45 = 0 b48 = 0 b49 = 0 b50 = 0 b53 = 0 b54 = 0 b55 = 0 b58 = 0 b59 = 0 b60 = 0 b61 = 0 b63 = 0 b64 = 0 b65 = 0 b66 = 0 b68 = 0 b69 = 0 b70 = 0 b71 = 0 b73 = 0 b74 = 0 b75 = 0 b76 = 0 b79 = 0 b80 = 0 b81 = 0 b84 = 0 b85 = 0 b86 = 0 b89 = 0 b90 = 0 b91 = 0 b94 = 0 b95 = 0 b96 = 0 b99 = 0 b100 = 0 b101 = 0 b104 = 0 b105 = 0 b106 = 0 b109 = 0 b110 = 0 b111 = 0 b114 = 0 b115 = 0 b116 = 0 b119 = 0 b120 = 0 b121 = 0 b122 = 0 b124 = 0 b125 = 0 b126 = 0 b127 = 0 b129 = 0 b130 = 0 b131 = 0 b132 = 0 b134 = 0 b135 = 0 b136 = 0 b137 = 0 b140 = 0 b141 = 0 b142 = 0 b145 = 0 b146 = 0 b147 = 0 b150 = 0 b151 = 0 b152 = 0 b155 = 0 b156 = 0 b157 = 0 b160 = 0 b161 = 0 b162 = 0 b163 = 0 b165 = 0 b166 = 0 b167 = 0 b168 = 0 b171 = 0 b172 = 0 b173 = 0 b176 = 0 b177 = 0 b178 = 0 b181 = 0 b182 = 0 b183 = 0 b186 = 0 b187 = 0 b188 = 0 b191 = 0 b192 = 0 b193 = 0 b196 = 0 b197 = 0 b198 = 0 b199 = 0 b201 = 0 b202 = 0 b203 = 0 b204 = 0 x206 <= 1 x207 <= 1 x208 <= 1 x209 <= 1 x210 <= 1 x211 <= 1 x212 <= 1 x213 <= 1 x214 <= 1 x215 <= 1 x216 <= 1 x217 <= 1 x218 <= 1 x219 <= 1 x220 <= 1 x221 <= 1 x222 <= 1 x223 <= 1 x224 <= 1 x225 <= 1 x226 <= 1 x227 <= 1 x228 <= 1 x229 <= 1 x230 <= 1 x231 <= 1 x232 <= 1 x233 <= 1 x234 <= 1 x235 <= 1 x236 <= 1 x237 <= 1 x238 <= 1 x239 <= 1 x240 <= 1 x241 <= 1 x242 <= 1 x243 <= 1 x244 <= 1 x245 <= 1 x246 <= 1 x247 <= 1 x248 <= 1 x249 <= 1 x250 <= 1 x251 <= 1 x252 <= 1 x253 <= 1 x254 <= 1 x255 <= 1 x256 <= 1 x257 <= 1 x258 <= 1 x259 <= 1 x260 <= 1 x261 <= 1 x262 <= 1 x263 <= 1 x264 <= 1 x265 <= 1 x266 <= 1 x267 <= 1 x268 <= 1 x269 <= 1 x270 <= 1 x271 <= 1 x272 <= 1 x273 <= 1 x274 <= 1 x275 <= 1 x276 <= 1 x277 <= 1 x278 <= 1 x279 <= 1 x280 <= 1 x281 <= 1 x282 <= 1 x283 <= 1 x284 <= 1 x285 <= 1 x286 <= 1 x287 <= 1 x288 <= 1 x289 <= 1 x290 <= 1 x326 <= 5e3 x327 <= 2.5e4 x328 <= 2.5e4 x329 <= 2.5e4 x330 <= 2.5e4 x331 <= 6e3 x332 <= 1.45e4 x333 <= 2.5e4 x334 <= 2.5e4 x335 <= 2.5e4 x336 <= 7e3 x337 <= 7e3 x338 <= 2.5e4 x339 <= 2.5e4 x340 <= 2.5e4 x341 <= 8e3 x342 <= 2.5e4 x343 <= 2.5e4 x344 <= 2.5e4 x345 <= 2.5e4 x346 <= 8e3 x347 <= 3.5e4 x348 <= 3.5e4 x349 <= 3.5e4 x350 <= 3.5e4 x351 <= 2e4 x352 <= 3.5e4 x353 <= 3.5e4 x354 <= 3.5e4 x355 <= 3.5e4 x356 <= 1e4 x357 <= 1e4 x358 <= 3.5e4 x359 <= 3.5e4 x360 <= 3.5e4 x416 <= 3e3 x417 = 0 x418 = 0 x419 = 0 x420 = 0 x421 <= 3e3 x422 = 0 x423 = 0 x424 = 0 x425 = 0 x426 <= 3e3 x427 = 0 x428 = 0 x429 = 0 x430 = 0 x431 <= 3e3 x432 <= 3e3 x433 = 0 x434 = 0 x435 = 0 x436 <= 3e3 x437 <= 3e3 x438 = 0 x439 = 0 x440 = 0 x441 <= 3e3 x442 <= 3e3 x443 = 0 x444 = 0 x445 = 0 x446 <= 3e3 x447 <= 3e3 x448 = 0 x449 = 0 x450 = 0 x451 <= 3e3 x452 <= 3e3 x453 = 0 x454 = 0 x455 = 0 x456 <= 3e3 x457 <= 3e3 x458 = 0 x459 = 0 x460 = 0 x461 <= 3e3 x462 <= 3e3 x463 = 0 x464 = 0 x465 = 0 x466 <= 3e3 x467 <= 3e3 x468 = 0 x469 = 0 x470 = 0 x471 <= 3e3 x472 <= 3e3 x473 = 0 x474 = 0 x475 = 0 x476 = 0 x477 <= 5e3 x478 = 0 x479 = 0 x480 = 0 x481 = 0 x482 <= 5e3 x483 = 0 x484 = 0 x485 = 0 x486 = 0 x487 <= 5e3 x488 = 0 x489 = 0 x490 = 0 x491 = 0 x492 <= 5e3 x493 <= 5e3 x494 = 0 x495 = 0 x496 = 0 x497 <= 5e3 x498 <= 5e3 x499 = 0 x500 = 0 x501 = 0 x502 <= 5e3 x503 <= 5e3 x504 = 0 x505 = 0 x506 = 0 x507 <= 3e3 x508 <= 3e3 x509 = 0 x510 = 0 x511 = 0 x512 <= 3e3 x513 <= 3e3 x514 = 0 x515 = 0 x516 = 0 x517 <= 3e3 x518 <= 3e3 x519 = 0 x520 = 0 x521 = 0 x522 <= 3e3 x523 <= 3e3 x524 = 0 x525 = 0 x526 = 0 x527 <= 3e3 x528 <= 3e3 x529 = 0 x530 = 0 x531 = 0 x532 <= 3e3 x533 <= 3e3 x534 = 0 x535 = 0 x536 = 0 x537 = 0 x538 <= 3e3 x539 = 0 x540 = 0 x541 = 0 x542 = 0 x543 <= 3e3 x544 = 0 x545 = 0 x546 = 0 x547 = 0 x548 <= 3e3 x549 = 0 x550 = 0 x551 = 0 x552 = 0 x553 <= 5e3 x554 <= 5e3 x555 = 0 x556 = 0 x557 = 0 x558 <= 5e3 x559 <= 5e3 x560 = 0 x561 = 0 x562 = 0 x563 <= 5e3 x564 <= 5e3 x565 = 0 x566 = 0 x567 = 0 x568 <= 3.5e3 x569 <= 3.5e3 x570 = 0 x571 = 0 x572 = 0 x573 <= 3.5e3 x574 <= 3.5e3 x575 = 0 x576 = 0 x577 = 0 x578 = 0 x579 <= 3.5e3 x580 = 0 x581 = 0 x582 = 0 x583 = 0 x584 <= 3e3 x585 <= 3e3 x586 = 0 x587 = 0 x588 = 0 x589 <= 3e3 x590 <= 3e3 x591 = 0 x592 = 0 x593 = 0 x594 <= 3e3 x595 <= 3e3 x596 = 0 x597 = 0 x598 = 0 x599 <= 3e3 x600 <= 3e3 x601 = 0 x602 = 0 x603 = 0 x604 <= 3e3 x605 <= 3e3 x606 = 0 x607 = 0 x608 = 0 x609 <= 3e3 x610 <= 3e3 x611 = 0 x612 = 0 x613 = 0 x614 = 0 x615 <= 3e3 x616 = 0 x617 = 0 x618 = 0 x619 = 0 x620 <= 3e3 x621 <= 7 x622 <= 7 1 <= x623 <= 7 1 <= x624 <= 7 2 <= x625 <= 7 2 <= x626 <= 7 2 <= x627 <= 7 2 <= x628 <= 7 3 <= x629 <= 7 4 <= x630 <= 7 4 <= x631 <= 7 4 <= x632 <= 7 4 <= x633 <= 7 5 <= x634 <= 7 5 <= x635 <= 7 6 <= x636 <= 7 6 <= x637 <= 7 x638 <= 7 x639 <= 7 1 <= x640 <= 7 1 <= x641 <= 7 2 <= x642 <= 7 2 <= x643 <= 7 2 <= x644 <= 7 2 <= x645 <= 7 3 <= x646 <= 7 4 <= x647 <= 7 4 <= x648 <= 7 4 <= x649 <= 7 4 <= x650 <= 7 5 <= x651 <= 7 5 <= x652 <= 7 6 <= x653 <= 7 6 <= x654 <= 7 x655 <= 7 x656 <= 7 x657 <= 7 x658 <= 7 x659 <= 7 x660 <= 7 x661 <= 7 x662 <= 7 x663 <= 7 x664 <= 7 x665 <= 7 x666 <= 7 x667 <= 7 x668 <= 7 x669 <= 7 x670 <= 7 x671 <= 7 x672 <= 7 x673 <= 7 x674 <= 7 x675 <= 7 x676 <= 7 x677 <= 7 x678 <= 7 x679 <= 7 x680 <= 7 x681 <= 7 x682 <= 7 x683 <= 7 x684 <= 7 x685 <= 7 x686 <= 7 x687 <= 7 x688 <= 7 x689 <= 7 x690 <= 7 x691 <= 7 x692 <= 7 x693 <= 7 x694 <= 7 x695 <= 7 x696 <= 7 x697 <= 7 x698 <= 7 x699 <= 7 x700 <= 7 x701 <= 7 x702 <= 7 x703 <= 7 x704 <= 7 x705 <= 7 x706 <= 7 x707 <= 7 x708 <= 7 x709 <= 7 x710 <= 7 x711 <= 7 x712 <= 7 x713 <= 7 x714 <= 7 x715 <= 7 x716 <= 7 x717 <= 7 x718 <= 7 x719 <= 7 x720 <= 7 x721 <= 7 x722 <= 7 x723 <= 7 x724 <= 7 x725 <= 7 x726 <= 7 x727 <= 7 x728 <= 7 x729 <= 7 x730 <= 7 x731 <= 7 x732 <= 7 x733 <= 7 x734 <= 7 x735 <= 7 x736 <= 7 x737 <= 7 x738 <= 7 x739 <= 7 x740 <= 7 x741 <= 7 x742 <= 7 x743 <= 7 x744 <= 7 x745 <= 7 x746 <= 7 x747 <= 7 x748 <= 7 x749 <= 7 x750 <= 7 x751 <= 7 x752 <= 7 x753 <= 7 x754 <= 7 x755 <= 7 x756 <= 7 x757 <= 7 x758 <= 7 x759 <= 7 x760 <= 7 x761 <= 7 x762 <= 7 x763 <= 7 x764 <= 7 x765 <= 7 x766 <= 7 x767 <= 7 x768 <= 7 x769 <= 7 x770 <= 7 x771 <= 7 x772 <= 7 x773 <= 7 x774 <= 7 x775 <= 7 x776 <= 7 x777 <= 7 x778 <= 7 x779 <= 7 x780 <= 7 x781 <= 7 x782 <= 7 x783 <= 7 x784 <= 7 x785 <= 7 x786 <= 7 x787 <= 7 x788 <= 7 x789 <= 7 x790 <= 7 x791 <= 7 x792 <= 7 x793 <= 7 x794 <= 7 x795 <= 7 x796 <= 7 x797 <= 7 x798 <= 7 x799 <= 7 x800 <= 7 x801 <= 7 x802 <= 7 x803 <= 7 x804 <= 7 x805 <= 7 x806 <= 7 x807 <= 7 x808 <= 7 x809 <= 7 x810 <= 7 x811 <= 7 x812 <= 7 x813 <= 7 x814 <= 7 x815 <= 7 x816 <= 7 x817 <= 7 x818 <= 7 x819 <= 7 x820 <= 7 x821 <= 7 x822 <= 7 x823 <= 7 x824 <= 7 x825 <= 7 x826 <= 7 x827 <= 7 x828 <= 7 x829 <= 7 x830 <= 7 x831 <= 7 x832 <= 7 x833 <= 7 x834 <= 7 x835 <= 7 x836 <= 7 x837 <= 7 x838 <= 7 x839 <= 7 x840 <= 7 x841 <= 7 x842 <= 7 x843 <= 7 x844 <= 7 x845 <= 7 x846 <= 7 x847 <= 7 x848 <= 7 x849 <= 7 x850 <= 7 x851 <= 7 x852 <= 7 x853 <= 7 x854 <= 7 x855 <= 7 x856 <= 7 x857 <= 7 x858 <= 7 x859 <= 7 x860 <= 7 x861 <= 7 x862 <= 7 x863 <= 7 x864 <= 7 x865 <= 7 x866 <= 7 x867 <= 7 x868 <= 7 x869 <= 7 x870 <= 7 x871 <= 7 x872 <= 7 x873 <= 7 x874 <= 7 x875 <= 7 x876 <= 7 x877 <= 7 x878 <= 7 x879 <= 7 x880 <= 7 x881 <= 7 x882 <= 7 x883 <= 7 x884 <= 7 x885 <= 7 x886 <= 7 x887 <= 7 x888 <= 7 x889 <= 7 x890 <= 7 x891 <= 7 x892 <= 7 x893 <= 7 x894 <= 7 x895 <= 7 x896 <= 7 x897 <= 7 x898 <= 7 x899 <= 7 x900 <= 7 x901 <= 7 x902 <= 7 x903 <= 7 x904 <= 7 x905 <= 7 x906 <= 7 x907 <= 7 x908 <= 7 x909 <= 7 x910 <= 7 x911 <= 7 x912 <= 7 x913 <= 7 x914 <= 7 x915 <= 7 x916 <= 7 x917 <= 7 x918 <= 7 x919 <= 7 x920 <= 7 x921 <= 7 x922 <= 7 x923 <= 7 x924 <= 7 x925 <= 7 x926 <= 7 x927 <= 7 x928 <= 7 x929 <= 7 x930 <= 7 x931 <= 7 x932 <= 7 x933 <= 7 x934 <= 7 x935 <= 7 x936 <= 7 x937 <= 7 x938 <= 7 x939 <= 7 x940 <= 7 x941 <= 7 x942 <= 7 x943 <= 7 x944 <= 7 x945 <= 7 x946 <= 7 x947 <= 7 x948 <= 7 x949 <= 7 x950 <= 7 x951 <= 7 x952 <= 7 x953 <= 7 x954 <= 7 x955 <= 7 x956 <= 7 x957 <= 7 x958 <= 7 x959 <= 7 x960 <= 7 x961 <= 7 x962 <= 7 x963 <= 7 x964 <= 7 x965 <= 7 x966 <= 7 x967 <= 7 x968 <= 7 x969 <= 7 x970 <= 7 x971 <= 7 x972 <= 7 x973 <= 7 x974 <= 7 x975 <= 7 x976 <= 7 x977 <= 7 x978 <= 7 x979 <= 7 x980 <= 7 x981 <= 7 x982 <= 7 x983 <= 7 x984 <= 7 x985 <= 7 x986 <= 7 x987 <= 7 x988 <= 7 x989 <= 7 x990 <= 7 x991 <= 7 x992 <= 7 x993 <= 7 x994 <= 7 x995 <= 7 x996 <= 7 x997 <= 7 x998 <= 7 x999 <= 7 x1000 <= 7 x1001 <= 7 x1002 <= 7 x1003 <= 7 x1004 <= 7 x1005 <= 7 x1006 <= 7 x1007 <= 7 x1008 <= 7 x1009 <= 7 x1010 <= 7 x1011 <= 7 x1012 <= 7 x1013 <= 7 x1014 <= 7 x1015 <= 7 x1016 <= 7 x1017 <= 7 x1018 <= 7 x1019 <= 7 x1020 <= 7 x1021 <= 7 x1022 <= 7 x1023 <= 7 x1024 <= 7 x1025 <= 7 x1026 <= 7 x1027 <= 7 x1028 <= 7 x1029 <= 7 x1030 <= 7 x1031 <= 7 x1032 <= 7 x1033 <= 7 x1034 <= 7 x1035 <= 7 x1036 <= 7 x1037 <= 7 x1038 <= 7 x1039 <= 7 x1040 <= 7 x1041 <= 7 x1042 <= 7 x1043 <= 7 x1044 <= 7 x1045 <= 7 x1046 <= 7 x1047 <= 7 x1048 <= 7 x1049 <= 7 x1050 <= 7 x1051 <= 7 x1052 <= 7 x1053 <= 7 x1054 <= 7 x1055 <= 7 x1056 <= 7 x1057 <= 7 x1058 <= 7 x1059 <= 7 x1060 <= 7 x1061 <= 7 x1062 <= 7 x1063 <= 7 x1064 <= 7 x1065 <= 7 x1066 <= 7 x1067 <= 7 x1068 <= 7 x1069 <= 7 x1070 <= 7 x1071 <= 7 x1072 <= 7 x1073 <= 7 x1074 <= 7 x1075 <= 7 x1076 <= 7 x1077 <= 7 x1078 <= 7 x1079 <= 7 x1080 <= 7 x1081 <= 7 x1082 <= 7 x1083 <= 7 x1084 <= 7 x1085 <= 7 x1086 <= 7 x1087 <= 7 x1088 <= 7 x1089 <= 7 x1090 <= 7 x1091 <= 7 x1092 <= 7 x1093 <= 7 x1094 <= 7 x1095 <= 7 x1096 <= 7 x1097 <= 7 x1098 <= 7 x1099 <= 7 x1100 <= 7 x1101 <= 7 x1102 <= 7 x1103 <= 7 x1104 <= 7 x1105 <= 7 x1106 <= 7 x1107 <= 7 x1108 <= 7 x1109 <= 7 x1110 <= 7 x1111 <= 7 x1112 <= 7 x1113 <= 7 x1114 <= 7 x1115 <= 7 x1116 <= 7 x1117 <= 7 x1118 <= 7 x1119 <= 7 x1120 <= 7 x1121 <= 7 x1122 <= 7 x1123 <= 7 x1124 <= 7 x1125 <= 7 x1126 <= 7 x1127 <= 7 x1128 <= 7 x1129 <= 7 x1130 <= 7 x1131 <= 7 x1132 <= 7 x1133 <= 7 x1134 <= 7 x1135 <= 7 x1136 <= 7 x1137 <= 7 x1138 <= 7 x1139 <= 7 x1140 <= 7 x1141 <= 7 x1142 <= 7 x1143 <= 7 x1144 <= 7 x1145 <= 7 x1146 <= 7 x1147 <= 7 x1148 <= 7 x1149 <= 7 x1150 <= 7 x1151 <= 7 x1152 <= 7 x1153 <= 7 x1154 <= 7 x1155 <= 7 x1156 <= 7 x1157 <= 7 x1158 <= 7 x1159 <= 7 x1160 <= 7 x1161 <= 7 x1162 <= 7 x1163 <= 7 x1164 <= 7 x1165 <= 2.5e4 x1166 <= 2.5e4 x1167 <= 2.5e4 x1168 <= 2.5e4 x1169 <= 2.5e4 x1170 <= 1.45e4 x1171 <= 2.5e4 x1172 <= 2.5e4 x1173 <= 2.5e4 x1174 <= 2.5e4 x1175 <= 7e3 x1176 <= 2.5e4 x1177 <= 2.5e4 x1178 <= 2.5e4 x1179 <= 2.5e4 x1180 <= 2.5e4 x1181 <= 2.5e4 x1182 <= 2.5e4 x1183 <= 2.5e4 x1184 <= 2.5e4 x1185 <= 4e4 x1186 <= 4e4 x1187 <= 4e4 x1188 <= 4e4 x1189 <= 4e4 x1190 <= 4e4 x1191 <= 4e4 x1192 <= 4e4 x1193 <= 4e4 x1194 <= 4e4 x1195 <= 1e4 x1196 <= 4e4 x1197 <= 4e4 x1198 <= 4e4 x1199 <= 4e4 x1245 <= 1 x1246 <= 1 x1247 <= 1 x1248 <= 1 x1249 <= 1 x1250 <= 1 x1251 <= 1 x1252 <= 1 x1253 = 1 x1254 = 1 x1255 = 1 x1256 = 1 x1257 = 1 x1258 = 1 x1259 = 1 x1260 = 1 x1261 = 1 x1262 = 1 x1263 = 1 x1264 = 1 x1265 = 1 x1266 = 1 x1267 = 1 x1268 = 1 x1269 = 1 x1270 = 1 x1271 = 1 x1272 = 1 x1273 = 1 x1274 = 1 x1275 = 1 x1276 = 1 x1277 = 1 x1278 = .5 x1279 <= 1 x1280 <= 1 x1281 <= 1 x1282 <= 1 x1283 = .25 x1284 <= 1 x1285 <= 1 x1286 <= 1 x1287 <= 1 x1288 = .25 x1289 <= 1 x1290 <= 1 x1291 <= 1 x1292 <= 1 x1293 = 1 x1294 = 1 x1295 = 1 x1296 = 1 x1297 = 1 Binary b1 b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 b324 b325 End