\ Equation counts \ Total E G L N X C B \ 3896 96 528 3272 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 1584 1344 240 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 10160 9008 1152 0 \ Minimize obj: 0 x2 + 0 x3 + 0 x4 + 0 x5 + 0 x6 + 0 x7 + 0 x8 + 0 x9 + 0 x10 + 0 x11 + 0 x12 + 0 x13 + 0 x14 + 0 x15 + 0 x16 + 0 x17 + 0 x18 + 0 x19 + 0 x20 + 0 x21 + 0 x22 + 0 x23 + 0 x24 + 0 x25 + 0 x26 + 0 x27 + 0 x28 + 0 x29 + 0 x30 + 0 x31 + 0 x32 + 0 x33 + 0 x34 + 0 x35 + 0 x36 + 0 x37 + 0 x38 + 0 x39 + 0 x40 + 0 x41 + 0 x42 + 0 x43 + 0 x44 + 0 x45 + 0 x46 + 0 x47 + 0 x48 + 0 x49 + 0 x50 + 0 x51 + 0 x52 + 0 x53 + 0 x54 + 0 x55 + 0 x56 + 0 x57 + 0 x58 + 0 x59 + 0 x60 + 0 x61 + 0 x62 + 0 x63 + 0 x64 + 0 x65 + 0 x66 + 0 x67 + 0 x68 + 0 x69 + 0 x70 + 0 x71 + 0 x72 + 0 x73 + 0 x74 + 0 x75 + 0 x76 + 0 x77 + 0 x78 + 0 x79 + 0 x80 + 0 x81 + 0 x82 + 0 x83 + 0 x84 + 0 x85 + 0 x86 + 0 x87 + 0 x88 + 0 x89 + 0 x90 + 0 x91 + 0 x92 + 0 x93 + 0 x94 + 0 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+ 0 b1486 + 0 b1487 + 0 b1488 + 0 b1489 + 0 b1490 + 0 b1491 + 0 b1492 + 0 b1493 + 0 b1494 + 0 b1495 + 0 b1496 + 0 b1497 + 0 b1498 + 0 b1499 + 0 b1500 + 0 b1501 + 0 b1502 + 0 b1503 + 0 b1504 + 0 b1505 + 0 b1506 + 0 b1507 + 0 b1508 + 0 b1509 + 0 b1510 + 0 b1511 + 0 b1512 + 0 b1513 + 0 b1514 + 0 b1515 + 0 b1516 + 0 b1517 + 0 b1518 + 0 b1519 + 0 b1520 + 0 b1521 + 0 b1522 + 0 b1523 + 0 b1524 + 0 b1525 + 0 b1526 + 0 b1527 + 0 b1528 + 0 b1529 + 0 b1530 + 0 b1531 + 0 b1532 + 0 b1533 + 0 b1534 + 0 b1535 + 0 b1536 + 0 b1537 - x1538 - x1539 - x1540 - x1541 - x1542 - x1543 - x1544 - x1545 - x1546 - x1547 - x1548 - x1549 - x1550 - x1551 - x1552 - x1553 - x1554 - x1555 - x1556 - x1557 - x1558 - x1559 - x1560 - x1561 - x1562 - x1563 - x1564 - x1565 - x1566 - x1567 - x1568 - x1569 - x1570 - x1571 - x1572 - x1573 - x1574 - x1575 - x1576 - x1577 - x1578 - x1579 - x1580 - x1581 - x1582 - x1583 - x1584 - x1585 Subject To e2: 65 x2 + 65 x50 + 48 x98 + 45 x146 + 45 x194 - 70.1 x242 + 87.7 x290 + 6.6e2 x1058 + 6.6e2 x1106 + 3.47e3 x1154 + 731.6 x1202 + 731.6 x1250 + 30 b1298 + 30 b1346 + 40 b1394 + 10 b1442 + 10 b1490 + x1538 = 0 e3: 65 x3 + 65 x51 + 48 x99 + 45 x147 + 45 x195 - 70.1 x243 + 87.7 x291 + 6.6e2 x1059 + 6.6e2 x1107 + 3.47e3 x1155 + 731.6 x1203 + 731.6 x1251 + 30 b1299 + 30 b1347 + 40 b1395 + 10 b1443 + 10 b1491 + x1539 = 0 e4: 65 x4 + 65 x52 + 48 x100 + 45 x148 + 45 x196 - 70.1 x244 + 87.7 x292 + 6.6e2 x1060 + 6.6e2 x1108 + 3.47e3 x1156 + 731.6 x1204 + 731.6 x1252 + 30 b1300 + 30 b1348 + 40 b1396 + 10 b1444 + 10 b1492 + x1540 = 0 e5: 65 x5 + 65 x53 + 48 x101 + 45 x149 + 45 x197 - 70.1 x245 + 87.7 x293 + 6.6e2 x1061 + 6.6e2 x1109 + 3.47e3 x1157 + 731.6 x1205 + 731.6 x1253 + 30 b1301 + 30 b1349 + 40 b1397 + 10 b1445 + 10 b1493 + x1541 = 0 e6: 65 x6 + 65 x54 + 48 x102 + 45 x150 + 45 x198 - 70.1 x246 + 87.7 x294 + 6.6e2 x1062 + 6.6e2 x1110 + 3.47e3 x1158 + 731.6 x1206 + 731.6 x1254 + 30 b1302 + 30 b1350 + 40 b1398 + 10 b1446 + 10 b1494 + x1542 = 0 e7: 65 x7 + 65 x55 + 48 x103 + 45 x151 + 45 x199 - 70.1 x247 + 87.7 x295 + 6.6e2 x1063 + 6.6e2 x1111 + 3.47e3 x1159 + 731.6 x1207 + 731.6 x1255 + 30 b1303 + 30 b1351 + 40 b1399 + 10 b1447 + 10 b1495 + x1543 = 0 e8: 65 x8 + 65 x56 + 48 x104 + 45 x152 + 45 x200 - 70.1 x248 + 87.7 x296 + 6.6e2 x1064 + 6.6e2 x1112 + 3.47e3 x1160 + 731.6 x1208 + 731.6 x1256 + 30 b1304 + 30 b1352 + 40 b1400 + 10 b1448 + 10 b1496 + x1544 = 0 e9: 65 x9 + 65 x57 + 48 x105 + 45 x153 + 45 x201 - 92.6 x249 + 115.7 x297 + 6.6e2 x1065 + 6.6e2 x1113 + 3.47e3 x1161 + 731.6 x1209 + 731.6 x1257 + 30 b1305 + 30 b1353 + 40 b1401 + 10 b1449 + 10 b1497 + x1545 = 0 e10: 65 x10 + 65 x58 + 48 x106 + 45 x154 + 45 x202 - 126.2 x250 + 157.7 x298 + 6.6e2 x1066 + 6.6e2 x1114 + 3.47e3 x1162 + 731.6 x1210 + 731.6 x1258 + 30 b1306 + 30 b1354 + 40 b1402 + 10 b1450 + 10 b1498 + x1546 = 0 e11: 65 x11 + 65 x59 + 48 x107 + 45 x155 + 45 x203 - 126.2 x251 + 157.7 x299 + 6.6e2 x1067 + 6.6e2 x1115 + 3.47e3 x1163 + 731.6 x1211 + 731.6 x1259 + 30 b1307 + 30 b1355 + 40 b1403 + 10 b1451 + 10 b1499 + x1547 = 0 e12: 65 x12 + 65 x60 + 48 x108 + 45 x156 + 45 x204 - 126.2 x252 + 157.7 x300 + 6.6e2 x1068 + 6.6e2 x1116 + 3.47e3 x1164 + 731.6 x1212 + 731.6 x1260 + 30 b1308 + 30 b1356 + 40 b1404 + 10 b1452 + 10 b1500 + x1548 = 0 e13: 65 x13 + 65 x61 + 48 x109 + 45 x157 + 45 x205 - 126.2 x253 + 157.7 x301 + 6.6e2 x1069 + 6.6e2 x1117 + 3.47e3 x1165 + 731.6 x1213 + 731.6 x1261 + 30 b1309 + 30 b1357 + 40 b1405 + 10 b1453 + 10 b1501 + x1549 = 0 e14: 65 x14 + 65 x62 + 48 x110 + 45 x158 + 45 x206 - 126.2 x254 + 157.7 x302 + 6.6e2 x1070 + 6.6e2 x1118 + 3.47e3 x1166 + 731.6 x1214 + 731.6 x1262 + 30 b1310 + 30 b1358 + 40 b1406 + 10 b1454 + 10 b1502 + x1550 = 0 e15: 65 x15 + 65 x63 + 48 x111 + 45 x159 + 45 x207 - 126.2 x255 + 157.7 x303 + 6.6e2 x1071 + 6.6e2 x1119 + 3.47e3 x1167 + 731.6 x1215 + 731.6 x1263 + 30 b1311 + 30 b1359 + 40 b1407 + 10 b1455 + 10 b1503 + x1551 = 0 e16: 65 x16 + 65 x64 + 48 x112 + 45 x160 + 45 x208 - 126.2 x256 + 157.7 x304 + 6.6e2 x1072 + 6.6e2 x1120 + 3.47e3 x1168 + 731.6 x1216 + 731.6 x1264 + 30 b1312 + 30 b1360 + 40 b1408 + 10 b1456 + 10 b1504 + x1552 = 0 e17: 65 x17 + 65 x65 + 48 x113 + 45 x161 + 45 x209 - 126.2 x257 + 157.7 x305 + 6.6e2 x1073 + 6.6e2 x1121 + 3.47e3 x1169 + 731.6 x1217 + 731.6 x1265 + 30 b1313 + 30 b1361 + 40 b1409 + 10 b1457 + 10 b1505 + x1553 = 0 e18: 65 x18 + 65 x66 + 48 x114 + 45 x162 + 45 x210 - 126.2 x258 + 157.7 x306 + 6.6e2 x1074 + 6.6e2 x1122 + 3.47e3 x1170 + 731.6 x1218 + 731.6 x1266 + 30 b1314 + 30 b1362 + 40 b1410 + 10 b1458 + 10 b1506 + x1554 = 0 e19: 65 x19 + 65 x67 + 48 x115 + 45 x163 + 45 x211 - 126.2 x259 + 157.7 x307 + 6.6e2 x1075 + 6.6e2 x1123 + 3.47e3 x1171 + 731.6 x1219 + 731.6 x1267 + 30 b1315 + 30 b1363 + 40 b1411 + 10 b1459 + 10 b1507 + x1555 = 0 e20: 65 x20 + 65 x68 + 48 x116 + 45 x164 + 45 x212 - 126.2 x260 + 157.7 x308 + 6.6e2 x1076 + 6.6e2 x1124 + 3.47e3 x1172 + 731.6 x1220 + 731.6 x1268 + 30 b1316 + 30 b1364 + 40 b1412 + 10 b1460 + 10 b1508 + x1556 = 0 e21: 65 x21 + 65 x69 + 48 x117 + 45 x165 + 45 x213 - 92.6 x261 + 115.7 x309 + 6.6e2 x1077 + 6.6e2 x1125 + 3.47e3 x1173 + 731.6 x1221 + 731.6 x1269 + 30 b1317 + 30 b1365 + 40 b1413 + 10 b1461 + 10 b1509 + x1557 = 0 e22: 65 x22 + 65 x70 + 48 x118 + 45 x166 + 45 x214 - 92.6 x262 + 115.7 x310 + 6.6e2 x1078 + 6.6e2 x1126 + 3.47e3 x1174 + 731.6 x1222 + 731.6 x1270 + 30 b1318 + 30 b1366 + 40 b1414 + 10 b1462 + 10 b1510 + x1558 = 0 e23: 65 x23 + 65 x71 + 48 x119 + 45 x167 + 45 x215 - 92.6 x263 + 115.7 x311 + 6.6e2 x1079 + 6.6e2 x1127 + 3.47e3 x1175 + 731.6 x1223 + 731.6 x1271 + 30 b1319 + 30 b1367 + 40 b1415 + 10 b1463 + 10 b1511 + x1559 = 0 e24: 65 x24 + 65 x72 + 48 x120 + 45 x168 + 45 x216 - 92.6 x264 + 115.7 x312 + 6.6e2 x1080 + 6.6e2 x1128 + 3.47e3 x1176 + 731.6 x1224 + 731.6 x1272 + 30 b1320 + 30 b1368 + 40 b1416 + 10 b1464 + 10 b1512 + x1560 = 0 e25: 65 x25 + 65 x73 + 48 x121 + 45 x169 + 45 x217 - 70.1 x265 + 87.7 x313 + 6.6e2 x1081 + 6.6e2 x1129 + 3.47e3 x1177 + 731.6 x1225 + 731.6 x1273 + 30 b1321 + 30 b1369 + 40 b1417 + 10 b1465 + 10 b1513 + x1561 = 0 e26: 65 x26 + 65 x74 + 48 x122 + 45 x170 + 45 x218 - 80.1 x266 + 97.7 x314 + 6.6e2 x1082 + 6.6e2 x1130 + 3.47e3 x1178 + 731.6 x1226 + 731.6 x1274 + 30 b1322 + 30 b1370 + 40 b1418 + 10 b1466 + 10 b1514 + x1562 = 0 e27: 65 x27 + 65 x75 + 48 x123 + 45 x171 + 45 x219 - 80.1 x267 + 97.7 x315 + 6.6e2 x1083 + 6.6e2 x1131 + 3.47e3 x1179 + 731.6 x1227 + 731.6 x1275 + 30 b1323 + 30 b1371 + 40 b1419 + 10 b1467 + 10 b1515 + x1563 = 0 e28: 65 x28 + 65 x76 + 48 x124 + 45 x172 + 45 x220 - 80.1 x268 + 97.7 x316 + 6.6e2 x1084 + 6.6e2 x1132 + 3.47e3 x1180 + 731.6 x1228 + 731.6 x1276 + 30 b1324 + 30 b1372 + 40 b1420 + 10 b1468 + 10 b1516 + x1564 = 0 e29: 65 x29 + 65 x77 + 48 x125 + 45 x173 + 45 x221 - 80.1 x269 + 97.7 x317 + 6.6e2 x1085 + 6.6e2 x1133 + 3.47e3 x1181 + 731.6 x1229 + 731.6 x1277 + 30 b1325 + 30 b1373 + 40 b1421 + 10 b1469 + 10 b1517 + x1565 = 0 e30: 65 x30 + 65 x78 + 48 x126 + 45 x174 + 45 x222 - 80.1 x270 + 97.7 x318 + 6.6e2 x1086 + 6.6e2 x1134 + 3.47e3 x1182 + 731.6 x1230 + 731.6 x1278 + 30 b1326 + 30 b1374 + 40 b1422 + 10 b1470 + 10 b1518 + x1566 = 0 e31: 65 x31 + 65 x79 + 48 x127 + 45 x175 + 45 x223 - 80.1 x271 + 97.7 x319 + 6.6e2 x1087 + 6.6e2 x1135 + 3.47e3 x1183 + 731.6 x1231 + 731.6 x1279 + 30 b1327 + 30 b1375 + 40 b1423 + 10 b1471 + 10 b1519 + x1567 = 0 e32: 65 x32 + 65 x80 + 48 x128 + 45 x176 + 45 x224 - 80.1 x272 + 97.7 x320 + 6.6e2 x1088 + 6.6e2 x1136 + 3.47e3 x1184 + 731.6 x1232 + 731.6 x1280 + 30 b1328 + 30 b1376 + 40 b1424 + 10 b1472 + 10 b1520 + x1568 = 0 e33: 65 x33 + 65 x81 + 48 x129 + 45 x177 + 45 x225 - 92.6 x273 + 195.7 x321 + 6.6e2 x1089 + 6.6e2 x1137 + 3.47e3 x1185 + 731.6 x1233 + 731.6 x1281 + 30 b1329 + 30 b1377 + 40 b1425 + 10 b1473 + 10 b1521 + x1569 = 0 e34: 65 x34 + 65 x82 + 48 x130 + 45 x178 + 45 x226 - 126.2 x274 + 157.7 x322 + 6.6e2 x1090 + 6.6e2 x1138 + 3.47e3 x1186 + 731.6 x1234 + 731.6 x1282 + 30 b1330 + 30 b1378 + 40 b1426 + 10 b1474 + 10 b1522 + x1570 = 0 e35: 65 x35 + 65 x83 + 48 x131 + 45 x179 + 45 x227 - 126.2 x275 + 157.7 x323 + 6.6e2 x1091 + 6.6e2 x1139 + 3.47e3 x1187 + 731.6 x1235 + 731.6 x1283 + 30 b1331 + 30 b1379 + 40 b1427 + 10 b1475 + 10 b1523 + x1571 = 0 e36: 65 x36 + 65 x84 + 48 x132 + 45 x180 + 45 x228 - 126.2 x276 + 157.7 x324 + 6.6e2 x1092 + 6.6e2 x1140 + 3.47e3 x1188 + 731.6 x1236 + 731.6 x1284 + 30 b1332 + 30 b1380 + 40 b1428 + 10 b1476 + 10 b1524 + x1572 = 0 e37: 65 x37 + 65 x85 + 48 x133 + 45 x181 + 45 x229 - 136.2 x277 + 167.7 x325 + 6.6e2 x1093 + 6.6e2 x1141 + 3.47e3 x1189 + 731.6 x1237 + 731.6 x1285 + 30 b1333 + 30 b1381 + 40 b1429 + 10 b1477 + 10 b1525 + x1573 = 0 e38: 65 x38 + 65 x86 + 48 x134 + 45 x182 + 45 x230 - 136.2 x278 + 167.7 x326 + 6.6e2 x1094 + 6.6e2 x1142 + 3.47e3 x1190 + 731.6 x1238 + 731.6 x1286 + 30 b1334 + 30 b1382 + 40 b1430 + 10 b1478 + 10 b1526 + x1574 = 0 e39: 65 x39 + 65 x87 + 48 x135 + 45 x183 + 45 x231 - 146.2 x279 + 167.7 x327 + 6.6e2 x1095 + 6.6e2 x1143 + 3.47e3 x1191 + 731.6 x1239 + 731.6 x1287 + 30 b1335 + 30 b1383 + 40 b1431 + 10 b1479 + 10 b1527 + x1575 = 0 e40: 65 x40 + 65 x88 + 48 x136 + 45 x184 + 45 x232 - 136.2 x280 + 157.7 x328 + 6.6e2 x1096 + 6.6e2 x1144 + 3.47e3 x1192 + 731.6 x1240 + 731.6 x1288 + 30 b1336 + 30 b1384 + 40 b1432 + 10 b1480 + 10 b1528 + x1576 = 0 e41: 65 x41 + 65 x89 + 48 x137 + 45 x185 + 45 x233 - 136.2 x281 + 157.7 x329 + 6.6e2 x1097 + 6.6e2 x1145 + 3.47e3 x1193 + 731.6 x1241 + 731.6 x1289 + 30 b1337 + 30 b1385 + 40 b1433 + 10 b1481 + 10 b1529 + x1577 = 0 e42: 65 x42 + 65 x90 + 48 x138 + 45 x186 + 45 x234 - 126.2 x282 + 157.7 x330 + 6.6e2 x1098 + 6.6e2 x1146 + 3.47e3 x1194 + 731.6 x1242 + 731.6 x1290 + 30 b1338 + 30 b1386 + 40 b1434 + 10 b1482 + 10 b1530 + x1578 = 0 e43: 65 x43 + 65 x91 + 48 x139 + 45 x187 + 45 x235 - 126.2 x283 + 157.7 x331 + 6.6e2 x1099 + 6.6e2 x1147 + 3.47e3 x1195 + 731.6 x1243 + 731.6 x1291 + 30 b1339 + 30 b1387 + 40 b1435 + 10 b1483 + 10 b1531 + x1579 = 0 e44: 65 x44 + 65 x92 + 48 x140 + 45 x188 + 45 x236 - 126.2 x284 + 157.7 x332 + 6.6e2 x1100 + 6.6e2 x1148 + 3.47e3 x1196 + 731.6 x1244 + 731.6 x1292 + 30 b1340 + 30 b1388 + 40 b1436 + 10 b1484 + 10 b1532 + x1580 = 0 e45: 65 x45 + 65 x93 + 48 x141 + 45 x189 + 45 x237 - 92.6 x285 + 115.7 x333 + 6.6e2 x1101 + 6.6e2 x1149 + 3.47e3 x1197 + 731.6 x1245 + 731.6 x1293 + 30 b1341 + 30 b1389 + 40 b1437 + 10 b1485 + 10 b1533 + x1581 = 0 e46: 65 x46 + 65 x94 + 48 x142 + 45 x190 + 45 x238 - 92.6 x286 + 115.7 x334 + 6.6e2 x1102 + 6.6e2 x1150 + 3.47e3 x1198 + 731.6 x1246 + 731.6 x1294 + 30 b1342 + 30 b1390 + 40 b1438 + 10 b1486 + 10 b1534 + x1582 = 0 e47: 65 x47 + 65 x95 + 48 x143 + 45 x191 + 45 x239 - 92.6 x287 + 115.7 x335 + 6.6e2 x1103 + 6.6e2 x1151 + 3.47e3 x1199 + 731.6 x1247 + 731.6 x1295 + 30 b1343 + 30 b1391 + 40 b1439 + 10 b1487 + 10 b1535 + x1583 = 0 e48: 65 x48 + 65 x96 + 48 x144 + 45 x192 + 45 x240 - 92.6 x288 + 115.7 x336 + 6.6e2 x1104 + 6.6e2 x1152 + 3.47e3 x1200 + 731.6 x1248 + 731.6 x1296 + 30 b1344 + 30 b1392 + 40 b1440 + 10 b1488 + 10 b1536 + x1584 = 0 e49: 65 x49 + 65 x97 + 48 x145 + 45 x193 + 45 x241 - 80.1 x289 + 87.7 x337 + 6.6e2 x1105 + 6.6e2 x1153 + 3.47e3 x1201 + 731.6 x1249 + 731.6 x1297 + 30 b1345 + 30 b1393 + 40 b1441 + 10 b1489 + 10 b1537 + x1585 = 0 e50: - x1058 + b1298 - b1345 <= 0 e51: - x1082 - b1321 + b1322 <= 0 e52: - x1106 + b1346 - b1393 <= 0 e53: - x1130 - b1369 + b1370 <= 0 e54: - x1154 + b1394 - b1441 <= 0 e55: - x1178 - b1417 + b1418 <= 0 e56: - x1202 + b1442 - b1489 <= 0 e57: - x1226 - b1465 + b1466 <= 0 e58: - x1250 + b1490 - b1537 <= 0 e59: - x1274 - b1513 + b1514 <= 0 e60: - x1059 - b1298 + b1299 <= 0 e61: - x1060 - b1299 + b1300 <= 0 e62: - x1061 - b1300 + b1301 <= 0 e63: - x1062 - b1301 + b1302 <= 0 e64: - x1063 - b1302 + b1303 <= 0 e65: - x1064 - b1303 + b1304 <= 0 e66: - x1065 - b1304 + b1305 <= 0 e67: - x1066 - b1305 + b1306 <= 0 e68: - x1067 - b1306 + b1307 <= 0 e69: - x1068 - b1307 + b1308 <= 0 e70: - x1069 - b1308 + b1309 <= 0 e71: - x1070 - b1309 + b1310 <= 0 e72: - x1071 - b1310 + b1311 <= 0 e73: - x1072 - b1311 + b1312 <= 0 e74: - x1073 - b1312 + b1313 <= 0 e75: - x1074 - b1313 + b1314 <= 0 e76: - x1075 - b1314 + b1315 <= 0 e77: - x1076 - b1315 + b1316 <= 0 e78: - x1077 - b1316 + b1317 <= 0 e79: - x1078 - b1317 + b1318 <= 0 e80: - x1079 - b1318 + b1319 <= 0 e81: - x1080 - b1319 + b1320 <= 0 e82: - x1081 - b1320 + b1321 <= 0 e83: - x1083 - b1322 + b1323 <= 0 e84: - x1084 - b1323 + b1324 <= 0 e85: - x1085 - b1324 + b1325 <= 0 e86: - x1086 - b1325 + b1326 <= 0 e87: - x1087 - b1326 + b1327 <= 0 e88: - x1088 - b1327 + b1328 <= 0 e89: - x1089 - b1328 + b1329 <= 0 e90: - x1090 - b1329 + b1330 <= 0 e91: - x1091 - b1330 + b1331 <= 0 e92: - x1092 - b1331 + b1332 <= 0 e93: - x1093 - b1332 + b1333 <= 0 e94: - x1094 - b1333 + b1334 <= 0 e95: - x1095 - b1334 + b1335 <= 0 e96: - x1096 - b1335 + b1336 <= 0 e97: - x1097 - b1336 + b1337 <= 0 e98: - x1098 - b1337 + b1338 <= 0 e99: - x1099 - b1338 + b1339 <= 0 e100: - x1100 - b1339 + b1340 <= 0 e101: - x1101 - b1340 + b1341 <= 0 e102: - x1102 - b1341 + b1342 <= 0 e103: - x1103 - b1342 + b1343 <= 0 e104: - x1104 - b1343 + b1344 <= 0 e105: - x1105 - b1344 + b1345 <= 0 e106: - x1107 - b1346 + b1347 <= 0 e107: - x1108 - b1347 + b1348 <= 0 e108: - x1109 - b1348 + b1349 <= 0 e109: - x1110 - b1349 + b1350 <= 0 e110: - x1111 - b1350 + b1351 <= 0 e111: - x1112 - b1351 + b1352 <= 0 e112: - x1113 - b1352 + b1353 <= 0 e113: - x1114 - b1353 + b1354 <= 0 e114: - x1115 - b1354 + b1355 <= 0 e115: - x1116 - b1355 + b1356 <= 0 e116: - x1117 - b1356 + b1357 <= 0 e117: - x1118 - b1357 + b1358 <= 0 e118: - x1119 - b1358 + b1359 <= 0 e119: - x1120 - b1359 + b1360 <= 0 e120: - x1121 - b1360 + b1361 <= 0 e121: - x1122 - b1361 + b1362 <= 0 e122: - x1123 - b1362 + b1363 <= 0 e123: - x1124 - b1363 + b1364 <= 0 e124: - x1125 - b1364 + b1365 <= 0 e125: - x1126 - b1365 + b1366 <= 0 e126: - x1127 - b1366 + b1367 <= 0 e127: - x1128 - b1367 + b1368 <= 0 e128: - x1129 - b1368 + b1369 <= 0 e129: - x1131 - b1370 + b1371 <= 0 e130: - x1132 - b1371 + b1372 <= 0 e131: - x1133 - b1372 + b1373 <= 0 e132: - x1134 - b1373 + b1374 <= 0 e133: - x1135 - b1374 + b1375 <= 0 e134: - x1136 - b1375 + b1376 <= 0 e135: - x1137 - b1376 + b1377 <= 0 e136: - x1138 - b1377 + b1378 <= 0 e137: - x1139 - b1378 + b1379 <= 0 e138: - x1140 - b1379 + b1380 <= 0 e139: - x1141 - b1380 + b1381 <= 0 e140: - x1142 - b1381 + b1382 <= 0 e141: - x1143 - b1382 + b1383 <= 0 e142: - x1144 - b1383 + b1384 <= 0 e143: - x1145 - b1384 + b1385 <= 0 e144: - x1146 - b1385 + b1386 <= 0 e145: - x1147 - b1386 + b1387 <= 0 e146: - x1148 - b1387 + b1388 <= 0 e147: - x1149 - b1388 + b1389 <= 0 e148: - x1150 - b1389 + b1390 <= 0 e149: - x1151 - b1390 + b1391 <= 0 e150: - x1152 - b1391 + b1392 <= 0 e151: - x1153 - b1392 + b1393 <= 0 e152: - x1155 - b1394 + b1395 <= 0 e153: - x1156 - b1395 + b1396 <= 0 e154: - x1157 - b1396 + b1397 <= 0 e155: - x1158 - b1397 + b1398 <= 0 e156: - x1159 - b1398 + b1399 <= 0 e157: - x1160 - b1399 + b1400 <= 0 e158: - x1161 - b1400 + b1401 <= 0 e159: - x1162 - b1401 + b1402 <= 0 e160: - x1163 - b1402 + b1403 <= 0 e161: - x1164 - b1403 + b1404 <= 0 e162: - x1165 - b1404 + b1405 <= 0 e163: - x1166 - b1405 + b1406 <= 0 e164: - x1167 - b1406 + b1407 <= 0 e165: - x1168 - b1407 + b1408 <= 0 e166: - x1169 - b1408 + b1409 <= 0 e167: - x1170 - b1409 + b1410 <= 0 e168: - x1171 - b1410 + b1411 <= 0 e169: - x1172 - b1411 + b1412 <= 0 e170: - x1173 - b1412 + b1413 <= 0 e171: - x1174 - b1413 + b1414 <= 0 e172: - x1175 - b1414 + b1415 <= 0 e173: - x1176 - b1415 + b1416 <= 0 e174: - x1177 - b1416 + b1417 <= 0 e175: - x1179 - b1418 + b1419 <= 0 e176: - x1180 - b1419 + b1420 <= 0 e177: - x1181 - b1420 + b1421 <= 0 e178: - x1182 - b1421 + b1422 <= 0 e179: - x1183 - b1422 + b1423 <= 0 e180: - x1184 - b1423 + b1424 <= 0 e181: - x1185 - b1424 + b1425 <= 0 e182: - x1186 - b1425 + b1426 <= 0 e183: - x1187 - b1426 + b1427 <= 0 e184: - x1188 - b1427 + b1428 <= 0 e185: - x1189 - b1428 + b1429 <= 0 e186: - x1190 - b1429 + b1430 <= 0 e187: - x1191 - b1430 + b1431 <= 0 e188: - x1192 - b1431 + b1432 <= 0 e189: - x1193 - b1432 + b1433 <= 0 e190: - x1194 - b1433 + b1434 <= 0 e191: - x1195 - b1434 + b1435 <= 0 e192: - x1196 - b1435 + b1436 <= 0 e193: - x1197 - b1436 + b1437 <= 0 e194: - x1198 - b1437 + b1438 <= 0 e195: - x1199 - b1438 + b1439 <= 0 e196: - x1200 - b1439 + b1440 <= 0 e197: - x1201 - b1440 + b1441 <= 0 e198: - x1203 - b1442 + b1443 <= 0 e199: - x1204 - b1443 + b1444 <= 0 e200: - x1205 - b1444 + b1445 <= 0 e201: - x1206 - b1445 + b1446 <= 0 e202: - x1207 - b1446 + b1447 <= 0 e203: - x1208 - b1447 + b1448 <= 0 e204: - x1209 - b1448 + b1449 <= 0 e205: - x1210 - b1449 + b1450 <= 0 e206: - x1211 - b1450 + b1451 <= 0 e207: - x1212 - b1451 + b1452 <= 0 e208: - x1213 - b1452 + b1453 <= 0 e209: - x1214 - b1453 + b1454 <= 0 e210: - x1215 - b1454 + b1455 <= 0 e211: - x1216 - b1455 + b1456 <= 0 e212: - x1217 - b1456 + b1457 <= 0 e213: - x1218 - b1457 + b1458 <= 0 e214: - x1219 - b1458 + b1459 <= 0 e215: - x1220 - b1459 + b1460 <= 0 e216: - x1221 - b1460 + b1461 <= 0 e217: - x1222 - b1461 + b1462 <= 0 e218: - x1223 - b1462 + b1463 <= 0 e219: - x1224 - b1463 + b1464 <= 0 e220: - x1225 - b1464 + b1465 <= 0 e221: - x1227 - b1466 + b1467 <= 0 e222: - x1228 - b1467 + b1468 <= 0 e223: - x1229 - b1468 + b1469 <= 0 e224: - x1230 - b1469 + b1470 <= 0 e225: - x1231 - b1470 + b1471 <= 0 e226: - x1232 - b1471 + b1472 <= 0 e227: - x1233 - b1472 + b1473 <= 0 e228: - x1234 - b1473 + b1474 <= 0 e229: - x1235 - b1474 + b1475 <= 0 e230: - x1236 - b1475 + b1476 <= 0 e231: - x1237 - b1476 + b1477 <= 0 e232: - x1238 - b1477 + b1478 <= 0 e233: - x1239 - b1478 + b1479 <= 0 e234: - x1240 - b1479 + b1480 <= 0 e235: - x1241 - b1480 + b1481 <= 0 e236: - x1242 - b1481 + b1482 <= 0 e237: - x1243 - b1482 + b1483 <= 0 e238: - x1244 - b1483 + b1484 <= 0 e239: - x1245 - b1484 + b1485 <= 0 e240: - x1246 - b1485 + b1486 <= 0 e241: - x1247 - b1486 + b1487 <= 0 e242: - x1248 - b1487 + b1488 <= 0 e243: - x1249 - b1488 + b1489 <= 0 e244: - x1251 - b1490 + b1491 <= 0 e245: - x1252 - b1491 + b1492 <= 0 e246: - x1253 - b1492 + b1493 <= 0 e247: - x1254 - b1493 + b1494 <= 0 e248: - x1255 - b1494 + b1495 <= 0 e249: - x1256 - b1495 + b1496 <= 0 e250: - x1257 - b1496 + b1497 <= 0 e251: - x1258 - b1497 + b1498 <= 0 e252: - x1259 - b1498 + b1499 <= 0 e253: - x1260 - b1499 + b1500 <= 0 e254: - x1261 - b1500 + b1501 <= 0 e255: - x1262 - b1501 + b1502 <= 0 e256: - x1263 - b1502 + b1503 <= 0 e257: - x1264 - b1503 + b1504 <= 0 e258: - x1265 - b1504 + b1505 <= 0 e259: - x1266 - b1505 + b1506 <= 0 e260: - x1267 - b1506 + b1507 <= 0 e261: - x1268 - b1507 + b1508 <= 0 e262: - x1269 - b1508 + b1509 <= 0 e263: - x1270 - b1509 + b1510 <= 0 e264: - x1271 - b1510 + b1511 <= 0 e265: - x1272 - b1511 + b1512 <= 0 e266: - x1273 - b1512 + b1513 <= 0 e267: - x1275 - b1514 + b1515 <= 0 e268: - x1276 - b1515 + b1516 <= 0 e269: - x1277 - b1516 + b1517 <= 0 e270: - x1278 - b1517 + b1518 <= 0 e271: - x1279 - b1518 + b1519 <= 0 e272: - x1280 - b1519 + b1520 <= 0 e273: - x1281 - b1520 + b1521 <= 0 e274: - x1282 - b1521 + b1522 <= 0 e275: - x1283 - b1522 + b1523 <= 0 e276: - x1284 - b1523 + b1524 <= 0 e277: - x1285 - b1524 + b1525 <= 0 e278: - x1286 - b1525 + b1526 <= 0 e279: - x1287 - b1526 + b1527 <= 0 e280: - x1288 - b1527 + b1528 <= 0 e281: - x1289 - b1528 + b1529 <= 0 e282: - x1290 - b1529 + b1530 <= 0 e283: - x1291 - b1530 + b1531 <= 0 e284: - x1292 - b1531 + b1532 <= 0 e285: - x1293 - b1532 + b1533 <= 0 e286: - x1294 - b1533 + b1534 <= 0 e287: - x1295 - b1534 + b1535 <= 0 e288: - x1296 - b1535 + b1536 <= 0 e289: - x1297 - b1536 + b1537 <= 0 e290: x1058 + x1059 + x1060 + x1061 + x1062 + x1063 + x1064 + x1065 + x1066 + x1067 + x1068 + x1069 + x1070 + x1071 + x1072 + x1073 + x1074 + x1075 + x1076 + x1077 + x1078 + x1079 + x1080 + x1081 <= 4 e291: x1106 + x1107 + x1108 + x1109 + x1110 + x1111 + x1112 + x1113 + x1114 + x1115 + x1116 + x1117 + x1118 + x1119 + x1120 + x1121 + x1122 + x1123 + x1124 + x1125 + x1126 + x1127 + x1128 + x1129 <= 4 e292: x1154 + x1155 + x1156 + x1157 + x1158 + x1159 + x1160 + x1161 + x1162 + x1163 + x1164 + x1165 + x1166 + x1167 + x1168 + x1169 + x1170 + x1171 + x1172 + x1173 + x1174 + x1175 + x1176 + x1177 <= 2 e293: x1202 + x1203 + x1204 + x1205 + x1206 + x1207 + x1208 + x1209 + x1210 + x1211 + x1212 + x1213 + x1214 + x1215 + x1216 + x1217 + x1218 + x1219 + x1220 + x1221 + x1222 + x1223 + x1224 + x1225 <= 1e4 e294: x1250 + x1251 + x1252 + x1253 + x1254 + x1255 + x1256 + x1257 + x1258 + x1259 + x1260 + x1261 + x1262 + x1263 + x1264 + x1265 + x1266 + x1267 + x1268 + x1269 + x1270 + x1271 + x1272 + x1273 <= 1e4 e295: x1082 + x1083 + x1084 + x1085 + x1086 + x1087 + x1088 + x1089 + x1090 + x1091 + x1092 + x1093 + x1094 + x1095 + x1096 + x1097 + x1098 + x1099 + x1100 + x1101 + x1102 + x1103 + x1104 + x1105 <= 4 e296: x1130 + x1131 + x1132 + x1133 + x1134 + x1135 + x1136 + x1137 + x1138 + x1139 + x1140 + x1141 + x1142 + x1143 + x1144 + x1145 + x1146 + x1147 + x1148 + x1149 + x1150 + x1151 + x1152 + x1153 <= 4 e297: x1178 + x1179 + x1180 + x1181 + x1182 + x1183 + x1184 + x1185 + x1186 + x1187 + x1188 + x1189 + x1190 + x1191 + x1192 + x1193 + x1194 + x1195 + x1196 + x1197 + x1198 + x1199 + x1200 + x1201 <= 2 e298: x1226 + x1227 + x1228 + x1229 + x1230 + x1231 + x1232 + x1233 + x1234 + x1235 + x1236 + x1237 + x1238 + x1239 + x1240 + x1241 + x1242 + x1243 + x1244 + x1245 + x1246 + x1247 + x1248 + x1249 <= 1e4 e299: x1274 + x1275 + x1276 + x1277 + x1278 + x1279 + x1280 + x1281 + x1282 + x1283 + x1284 + x1285 + x1286 + x1287 + x1288 + x1289 + x1290 + x1291 + x1292 + x1293 + x1294 + x1295 + x1296 + x1297 <= 1e4 e300: x338 - x361 <= 4.32706 e301: - x338 + x339 <= 4.32575 e302: - x339 + x340 <= 4.32509 e303: - x340 + x341 <= 4.32378 e304: - x341 + x342 <= 4.32313 e305: - x342 + x343 <= 4.32247 e306: - x343 + x344 <= 4.32313 e307: - x344 + x345 <= 4.32444 e308: - x345 + x346 <= 4.32771 e309: - x346 + x347 <= 4.33427 e310: - x347 + x348 <= 4.34475 e311: - x348 + x349 <= 4.35655 e312: - x349 + x350 <= 4.37031 e313: - x350 + x351 <= 4.37358 e314: - x351 + x352 <= 4.36375 e315: - x352 + x353 <= 4.36113 e316: - x353 + x354 <= 4.35589 e317: - x354 + x355 <= 4.34737 e318: - x355 + x356 <= 4.34213 e319: - x356 + x357 <= 4.33951 e320: - x357 + x358 <= 4.33689 e321: - x358 + x359 <= 4.33427 e322: - x359 + x360 <= 4.3323 e323: - x360 + x361 <= 4.33034 e324: x362 - x385 <= 4.34016 e325: - x362 + x363 <= 4.34541 e326: - x363 + x364 <= 4.3513 e327: - x364 + x365 <= 4.35655 e328: - x365 + x366 <= 4.36244 e329: - x366 + x367 <= 4.36179 e330: - x367 + x368 <= 4.36244 e331: - x368 + x369 <= 4.37031 e332: - x369 + x370 <= 4.37358 e333: - x370 + x371 <= 4.38669 e334: - x371 + x372 <= 4.39062 e335: - x372 + x373 <= 4.39586 e336: - x373 + x374 <= 4.40962 e337: - x374 + x375 <= 4.41945 e338: - x375 + x376 <= 4.41618 e339: - x376 + x377 <= 4.407 e340: - x377 + x378 <= 4.40176 e341: - x378 + x379 <= 4.38669 e342: - x379 + x380 <= 4.37489 e343: - x380 + x381 <= 4.37227 e344: - x381 + x382 <= 4.3631 e345: - x382 + x383 <= 4.36703 e346: - x383 + x384 <= 4.36506 e347: - x384 + x385 <= 4.33034 e348: x386 - x409 <= 1.7525 e349: - x386 + x387 <= 1.75226 e350: - x387 + x388 <= 1.75214 e351: - x388 + x389 <= 1.7519 e352: - x389 + x390 <= 1.75179 e353: - x390 + x391 <= 1.75167 e354: - x391 + x392 <= 1.75179 e355: - x392 + x393 <= 1.75202 e356: - x393 + x394 <= 1.75262 e357: - x394 + x395 <= 1.7538 e358: - x395 + x396 <= 1.7557 e359: - x396 + x397 <= 1.75784 e360: - x397 + x398 <= 1.76033 e361: - x398 + x399 <= 1.76093 e362: - x399 + x400 <= 1.75915 e363: - x400 + x401 <= 1.75867 e364: - x401 + x402 <= 1.75772 e365: - x402 + x403 <= 1.75618 e366: - x403 + x404 <= 1.75523 e367: - x404 + x405 <= 1.75475 e368: - x405 + x406 <= 1.75428 e369: - x406 + x407 <= 1.7538 e370: - x407 + x408 <= 1.75345 e371: - x408 + x409 <= 1.75309 e372: x410 - x433 <= 1.75487 e373: - x410 + x411 <= 1.75582 e374: - x411 + x412 <= 1.75689 e375: - x412 + x413 <= 1.75784 e376: - x413 + x414 <= 1.75891 e377: - x414 + x415 <= 1.75879 e378: - x415 + x416 <= 1.75891 e379: - x416 + x417 <= 1.76033 e380: - x417 + x418 <= 1.76093 e381: - x418 + x419 <= 1.7633 e382: - x419 + x420 <= 1.76402 e383: - x420 + x421 <= 1.76496 e384: - x421 + x422 <= 1.76746 e385: - x422 + x423 <= 1.76924 e386: - x423 + x424 <= 1.76865 e387: - x424 + x425 <= 1.76698 e388: - x425 + x426 <= 1.76603 e389: - x426 + x427 <= 1.7633 e390: - x427 + x428 <= 1.76117 e391: - x428 + x429 <= 1.76069 e392: - x429 + x430 <= 1.75903 e393: - x430 + x431 <= 1.75974 e394: - x431 + x432 <= 1.75938 e395: - x432 + x433 <= 1.75309 e396: x434 - x457 <= 1.7525 e397: - x434 + x435 <= 1.75226 e398: - x435 + x436 <= 1.75214 e399: - x436 + x437 <= 1.7519 e400: - x437 + x438 <= 1.75179 e401: - x438 + x439 <= 1.75167 e402: - x439 + x440 <= 1.75179 e403: - x440 + x441 <= 1.75202 e404: - x441 + x442 <= 1.75262 e405: - x442 + x443 <= 1.7538 e406: - x443 + x444 <= 1.7557 e407: - x444 + x445 <= 1.75784 e408: - x445 + x446 <= 1.76033 e409: - x446 + x447 <= 1.76093 e410: - x447 + x448 <= 1.75915 e411: - x448 + x449 <= 1.75867 e412: - x449 + x450 <= 1.75772 e413: - x450 + x451 <= 1.75618 e414: - x451 + x452 <= 1.75523 e415: - x452 + x453 <= 1.75475 e416: - x453 + x454 <= 1.75428 e417: - x454 + x455 <= 1.7538 e418: - x455 + x456 <= 1.75345 e419: - x456 + x457 <= 1.75309 e420: x458 - x481 <= 1.75487 e421: - x458 + x459 <= 1.75582 e422: - x459 + x460 <= 1.75689 e423: - x460 + x461 <= 1.75784 e424: - x461 + x462 <= 1.75891 e425: - x462 + x463 <= 1.75879 e426: - x463 + x464 <= 1.75891 e427: - x464 + x465 <= 1.76033 e428: - x465 + x466 <= 1.76093 e429: - x466 + x467 <= 1.7633 e430: - x467 + x468 <= 1.76402 e431: - x468 + x469 <= 1.76496 e432: - x469 + x470 <= 1.76746 e433: - x470 + x471 <= 1.76924 e434: - x471 + x472 <= 1.76865 e435: - x472 + x473 <= 1.76698 e436: - x473 + x474 <= 1.76603 e437: - x474 + x475 <= 1.7633 e438: - x475 + x476 <= 1.76117 e439: - x476 + x477 <= 1.76069 e440: - x477 + x478 <= 1.75903 e441: - x478 + x479 <= 1.75974 e442: - x479 + x480 <= 1.75938 e443: - x480 + x481 <= 1.75309 e444: x338 - x361 >= -4.32706 e445: - x338 + x339 >= -4.32575 e446: - x339 + x340 >= -4.32509 e447: - x340 + x341 >= -4.32378 e448: - x341 + x342 >= -4.32313 e449: - x342 + x343 >= -4.32247 e450: - x343 + x344 >= -4.32313 e451: - x344 + x345 >= -4.32444 e452: - x345 + x346 >= -4.32771 e453: - x346 + x347 >= -4.33427 e454: - x347 + x348 >= -4.34475 e455: - x348 + x349 >= -4.35655 e456: - x349 + x350 >= -4.37031 e457: - x350 + x351 >= -4.37358 e458: - x351 + x352 >= -4.36375 e459: - x352 + x353 >= -4.36113 e460: - x353 + x354 >= -4.35589 e461: - x354 + x355 >= -4.34737 e462: - x355 + x356 >= -4.34213 e463: - x356 + x357 >= -4.33951 e464: - x357 + x358 >= -4.33689 e465: - x358 + x359 >= -4.33427 e466: - x359 + x360 >= -4.3323 e467: - x360 + x361 >= -4.33034 e468: x362 - x385 >= -4.34016 e469: - x362 + x363 >= -4.34541 e470: - x363 + x364 >= -4.3513 e471: - x364 + x365 >= -4.35655 e472: - x365 + x366 >= -4.36244 e473: - x366 + x367 >= -4.36179 e474: - x367 + x368 >= -4.36244 e475: - x368 + x369 >= -4.37031 e476: - x369 + x370 >= -4.37358 e477: - x370 + x371 >= -4.38669 e478: - x371 + x372 >= -4.39062 e479: - x372 + x373 >= -4.39586 e480: - x373 + x374 >= -4.40962 e481: - x374 + x375 >= -4.41945 e482: - x375 + x376 >= -4.41618 e483: - x376 + x377 >= -4.407 e484: - x377 + x378 >= -4.40176 e485: - x378 + x379 >= -4.38669 e486: - x379 + x380 >= -4.37489 e487: - x380 + x381 >= -4.37227 e488: - x381 + x382 >= -4.3631 e489: - x382 + x383 >= -4.36703 e490: - x383 + x384 >= -4.36506 e491: - x384 + x385 >= -4.33034 e492: x386 - x409 >= -1.7525 e493: - x386 + x387 >= -1.75226 e494: - x387 + x388 >= -1.75214 e495: - x388 + x389 >= -1.7519 e496: - x389 + x390 >= -1.75179 e497: - x390 + x391 >= -1.75167 e498: - x391 + x392 >= -1.75179 e499: - x392 + x393 >= -1.75202 e500: - x393 + x394 >= -1.75262 e501: - x394 + x395 >= -1.7538 e502: - x395 + x396 >= -1.7557 e503: - x396 + x397 >= -1.75784 e504: - x397 + x398 >= -1.76033 e505: - x398 + x399 >= -1.76093 e506: - x399 + x400 >= -1.75915 e507: - x400 + x401 >= -1.75867 e508: - x401 + x402 >= -1.75772 e509: - x402 + x403 >= -1.75618 e510: - x403 + x404 >= -1.75523 e511: - x404 + x405 >= -1.75475 e512: - x405 + x406 >= -1.75428 e513: - x406 + x407 >= -1.7538 e514: - x407 + x408 >= -1.75345 e515: - x408 + x409 >= -1.75309 e516: x410 - x433 >= -1.75487 e517: - x410 + x411 >= -1.75582 e518: - x411 + x412 >= -1.75689 e519: - x412 + x413 >= -1.75784 e520: - x413 + x414 >= -1.75891 e521: - x414 + x415 >= -1.75879 e522: - x415 + x416 >= -1.75891 e523: - x416 + x417 >= -1.76033 e524: - x417 + x418 >= -1.76093 e525: - x418 + x419 >= -1.7633 e526: - x419 + x420 >= -1.76402 e527: - x420 + x421 >= -1.76496 e528: - x421 + x422 >= -1.76746 e529: - x422 + x423 >= -1.76924 e530: - x423 + x424 >= -1.76865 e531: - x424 + x425 >= -1.76698 e532: - x425 + x426 >= -1.76603 e533: - x426 + x427 >= -1.7633 e534: - x427 + x428 >= -1.76117 e535: - x428 + x429 >= -1.76069 e536: - x429 + x430 >= -1.75903 e537: - x430 + x431 >= -1.75974 e538: - x431 + x432 >= -1.75938 e539: - x432 + x433 >= -1.75309 e540: x434 - x457 >= -1.7525 e541: - x434 + x435 >= -1.75226 e542: - x435 + x436 >= -1.75214 e543: - x436 + x437 >= -1.7519 e544: - x437 + x438 >= -1.75179 e545: - x438 + x439 >= -1.75167 e546: - x439 + x440 >= -1.75179 e547: - x440 + x441 >= -1.75202 e548: - x441 + x442 >= -1.75262 e549: - x442 + x443 >= -1.7538 e550: - x443 + x444 >= -1.7557 e551: - x444 + x445 >= -1.75784 e552: - x445 + x446 >= -1.76033 e553: - x446 + x447 >= -1.76093 e554: - x447 + x448 >= -1.75915 e555: - x448 + x449 >= -1.75867 e556: - x449 + x450 >= -1.75772 e557: - x450 + x451 >= -1.75618 e558: - x451 + x452 >= -1.75523 e559: - x452 + x453 >= -1.75475 e560: - x453 + x454 >= -1.75428 e561: - x454 + x455 >= -1.7538 e562: - x455 + x456 >= -1.75345 e563: - x456 + x457 >= -1.75309 e564: x458 - x481 >= -1.75487 e565: - x458 + x459 >= -1.75582 e566: - x459 + x460 >= -1.75689 e567: - x460 + x461 >= -1.75784 e568: - x461 + x462 >= -1.75891 e569: - x462 + x463 >= -1.75879 e570: - x463 + x464 >= -1.75891 e571: - x464 + x465 >= -1.76033 e572: - x465 + x466 >= -1.76093 e573: - x466 + x467 >= -1.7633 e574: - x467 + x468 >= -1.76402 e575: - x468 + x469 >= -1.76496 e576: - x469 + x470 >= -1.76746 e577: - x470 + x471 >= -1.76924 e578: - x471 + x472 >= -1.76865 e579: - x472 + x473 >= -1.76698 e580: - x473 + x474 >= -1.76603 e581: - x474 + x475 >= -1.7633 e582: - x475 + x476 >= -1.76117 e583: - x476 + x477 >= -1.76069 e584: - x477 + x478 >= -1.75903 e585: - x478 + x479 >= -1.75974 e586: - x479 + x480 >= -1.75938 e587: - x480 + x481 >= -1.75309 e588: x482 - x505 <= 6.983 e589: - x482 + x483 <= 6.983 e590: - x483 + x484 <= 6.983 e591: - x484 + x485 <= 6.983 e592: - x485 + x486 <= 6.983 e593: - x486 + x487 <= 6.983 e594: - x487 + x488 <= 6.983 e595: - x488 + x489 <= 6.983 e596: - x489 + x490 <= 6.983 e597: - x490 + x491 <= 6.983 e598: - x491 + x492 <= 6.983 e599: - x492 + x493 <= 6.983 e600: - x493 + x494 <= 6.983 e601: - x494 + x495 <= 6.983 e602: - x495 + x496 <= 6.983 e603: - x496 + x497 <= 6.983 e604: - x497 + x498 <= 6.983 e605: - x498 + x499 <= 6.983 e606: - x499 + x500 <= 6.983 e607: - x500 + x501 <= 6.983 e608: - x501 + x502 <= 6.983 e609: - x502 + x503 <= 6.983 e610: - x503 + x504 <= 6.983 e611: - x504 + x505 <= 6.983 e612: x506 - x529 <= 6.983 e613: - x506 + x507 <= 6.983 e614: - x507 + x508 <= 6.983 e615: - x508 + x509 <= 6.983 e616: - x509 + x510 <= 6.983 e617: - x510 + x511 <= 6.983 e618: - x511 + x512 <= 6.983 e619: - x512 + x513 <= 6.983 e620: - x513 + x514 <= 6.983 e621: - x514 + x515 <= 6.983 e622: - x515 + x516 <= 6.983 e623: - x516 + x517 <= 6.983 e624: - x517 + x518 <= 6.983 e625: - x518 + x519 <= 6.983 e626: - x519 + x520 <= 6.983 e627: - x520 + x521 <= 6.983 e628: - x521 + x522 <= 6.983 e629: - x522 + x523 <= 6.983 e630: - x523 + x524 <= 6.983 e631: - x524 + x525 <= 6.983 e632: - x525 + x526 <= 6.983 e633: - x526 + x527 <= 6.983 e634: - x527 + x528 <= 6.983 e635: - x528 + x529 <= 6.983 e636: x530 - x553 <= 6.983 e637: - x530 + x531 <= 6.983 e638: - x531 + x532 <= 6.983 e639: - x532 + x533 <= 6.983 e640: - x533 + x534 <= 6.983 e641: - x534 + x535 <= 6.983 e642: - x535 + x536 <= 6.983 e643: - x536 + x537 <= 6.983 e644: - x537 + x538 <= 6.983 e645: - x538 + x539 <= 6.983 e646: - x539 + x540 <= 6.983 e647: - x540 + x541 <= 6.983 e648: - x541 + x542 <= 6.983 e649: - x542 + x543 <= 6.983 e650: - x543 + x544 <= 6.983 e651: - x544 + x545 <= 6.983 e652: - x545 + x546 <= 6.983 e653: - x546 + x547 <= 6.983 e654: - x547 + x548 <= 6.983 e655: - x548 + x549 <= 6.983 e656: - x549 + x550 <= 6.983 e657: - x550 + x551 <= 6.983 e658: - x551 + x552 <= 6.983 e659: - x552 + x553 <= 6.983 e660: x554 - x577 <= 6.983 e661: - x554 + x555 <= 6.983 e662: - x555 + x556 <= 6.983 e663: - x556 + x557 <= 6.983 e664: - x557 + x558 <= 6.983 e665: - x558 + x559 <= 6.983 e666: - x559 + x560 <= 6.983 e667: - x560 + x561 <= 6.983 e668: - x561 + x562 <= 6.983 e669: - x562 + x563 <= 6.983 e670: - x563 + x564 <= 6.983 e671: - x564 + x565 <= 6.983 e672: - x565 + x566 <= 6.983 e673: - x566 + x567 <= 6.983 e674: - x567 + x568 <= 6.983 e675: - x568 + x569 <= 6.983 e676: - x569 + x570 <= 6.983 e677: - x570 + x571 <= 6.983 e678: - x571 + x572 <= 6.983 e679: - x572 + x573 <= 6.983 e680: - x573 + x574 <= 6.983 e681: - x574 + x575 <= 6.983 e682: - x575 + x576 <= 6.983 e683: - x576 + x577 <= 6.983 e684: x578 - x601 <= 5.1187 e685: - x578 + x579 <= 5.11491 e686: - x579 + x580 <= 5.11301 e687: - x580 + x581 <= 5.10922 e688: - x581 + x582 <= 5.10733 e689: - x582 + x583 <= 5.10543 e690: - x583 + x584 <= 5.10733 e691: - x584 + x585 <= 5.11112 e692: - x585 + x586 <= 5.12059 e693: - x586 + x587 <= 5.13954 e694: - x587 + x588 <= 5.16985 e695: - x588 + x589 <= 5.20395 e696: - x589 + x590 <= 5.24374 e697: - x590 + x591 <= 5.25321 e698: - x591 + x592 <= 5.22479 e699: - x592 + x593 <= 5.21721 e700: - x593 + x594 <= 5.20206 e701: - x594 + x595 <= 5.17743 e702: - x595 + x596 <= 5.16227 e703: - x596 + x597 <= 5.15469 e704: - x597 + x598 <= 5.14712 e705: - x598 + x599 <= 5.13954 e706: - x599 + x600 <= 5.13385 e707: - x600 + x601 <= 5.12817 e708: x602 - x625 <= 5.15659 e709: - x602 + x603 <= 5.17174 e710: - x603 + x604 <= 5.1888 e711: - x604 + x605 <= 5.20395 e712: - x605 + x606 <= 5.221 e713: - x606 + x607 <= 5.21911 e714: - x607 + x608 <= 5.221 e715: - x608 + x609 <= 5.24374 e716: - x609 + x610 <= 5.25321 e717: - x610 + x611 <= 5.2911 e718: - x611 + x612 <= 5.30247 e719: - x612 + x613 <= 5.31763 e720: - x613 + x614 <= 5.35741 e721: - x614 + x615 <= 5.38583 e722: - x615 + x616 <= 5.37636 e723: - x616 + x617 <= 5.34984 e724: - x617 + x618 <= 5.33468 e725: - x618 + x619 <= 5.2911 e726: - x619 + x620 <= 5.257 e727: - x620 + x621 <= 5.24942 e728: - x621 + x622 <= 5.2229 e729: - x622 + x623 <= 5.23427 e730: - x623 + x624 <= 5.22858 e731: - x624 + x625 <= 5.12817 e732: x626 - x649 <= 2.28215 e733: - x626 + x627 <= 2.28176 e734: - x627 + x628 <= 2.28157 e735: - x628 + x629 <= 2.28118 e736: - x629 + x630 <= 2.28099 e737: - x630 + x631 <= 2.2808 e738: - x631 + x632 <= 2.28099 e739: - x632 + x633 <= 2.28138 e740: - x633 + x634 <= 2.28235 e741: - x634 + x635 <= 2.28428 e742: - x635 + x636 <= 2.28738 e743: - x636 + x637 <= 2.29087 e744: - x637 + x638 <= 2.29494 e745: - x638 + x639 <= 2.29591 e746: - x639 + x640 <= 2.293 e747: - x640 + x641 <= 2.29223 e748: - x641 + x642 <= 2.29068 e749: - x642 + x643 <= 2.28816 e750: - x643 + x644 <= 2.28661 e751: - x644 + x645 <= 2.28583 e752: - x645 + x646 <= 2.28506 e753: - x646 + x647 <= 2.28428 e754: - x647 + x648 <= 2.2837 e755: - x648 + x649 <= 2.28312 e756: x650 - x673 <= 2.28603 e757: - x650 + x651 <= 2.28758 e758: - x651 + x652 <= 2.28932 e759: - x652 + x653 <= 2.29087 e760: - x653 + x654 <= 2.29262 e761: - x654 + x655 <= 2.29242 e762: - x655 + x656 <= 2.29262 e763: - x656 + x657 <= 2.29494 e764: - x657 + x658 <= 2.29591 e765: - x658 + x659 <= 2.29979 e766: - x659 + x660 <= 2.30095 e767: - x660 + x661 <= 2.3025 e768: - x661 + x662 <= 2.30657 e769: - x662 + x663 <= 2.30947 e770: - x663 + x664 <= 2.30851 e771: - x664 + x665 <= 2.30579 e772: - x665 + x666 <= 2.30424 e773: - x666 + x667 <= 2.29979 e774: - x667 + x668 <= 2.2963 e775: - x668 + x669 <= 2.29552 e776: - x669 + x670 <= 2.29281 e777: - x670 + x671 <= 2.29397 e778: - x671 + x672 <= 2.29339 e779: - x672 + x673 <= 2.28312 e780: x674 - x697 <= 2.28215 e781: - x674 + x675 <= 2.28176 e782: - x675 + x676 <= 2.28157 e783: - x676 + x677 <= 2.28118 e784: - x677 + x678 <= 2.28099 e785: - x678 + x679 <= 2.2808 e786: - x679 + x680 <= 2.28099 e787: - x680 + x681 <= 2.28138 e788: - x681 + x682 <= 2.28235 e789: - x682 + x683 <= 2.28428 e790: - x683 + x684 <= 2.28738 e791: - x684 + x685 <= 2.29087 e792: - x685 + x686 <= 2.29494 e793: - x686 + x687 <= 2.29591 e794: - x687 + x688 <= 2.293 e795: - x688 + x689 <= 2.29223 e796: - x689 + x690 <= 2.29068 e797: - x690 + x691 <= 2.28816 e798: - x691 + x692 <= 2.28661 e799: - x692 + x693 <= 2.28583 e800: - x693 + x694 <= 2.28506 e801: - x694 + x695 <= 2.28428 e802: - x695 + x696 <= 2.2837 e803: - x696 + x697 <= 2.28312 e804: x698 - x721 <= 2.28603 e805: - x698 + x699 <= 2.28758 e806: - x699 + x700 <= 2.28932 e807: - x700 + x701 <= 2.29087 e808: - x701 + x702 <= 2.29262 e809: - x702 + x703 <= 2.29242 e810: - x703 + x704 <= 2.29262 e811: - x704 + x705 <= 2.29494 e812: - x705 + x706 <= 2.29591 e813: - x706 + x707 <= 2.29979 e814: - x707 + x708 <= 2.30095 e815: - x708 + x709 <= 2.3025 e816: - x709 + x710 <= 2.30657 e817: - x710 + x711 <= 2.30947 e818: - x711 + x712 <= 2.30851 e819: - x712 + x713 <= 2.30579 e820: - x713 + x714 <= 2.30424 e821: - x714 + x715 <= 2.29979 e822: - x715 + x716 <= 2.2963 e823: - x716 + x717 <= 2.29552 e824: - x717 + x718 <= 2.29281 e825: - x718 + x719 <= 2.29397 e826: - x719 + x720 <= 2.29339 e827: - x720 + x721 <= 2.28312 e828: x482 - x505 >= -6.983 e829: - x482 + x483 >= -6.983 e830: - x483 + x484 >= -6.983 e831: - x484 + x485 >= -6.983 e832: - x485 + x486 >= -6.983 e833: - x486 + x487 >= -6.983 e834: - x487 + x488 >= -6.983 e835: - x488 + x489 >= -6.983 e836: - x489 + x490 >= -6.983 e837: - x490 + x491 >= -6.983 e838: - x491 + x492 >= -6.983 e839: - x492 + x493 >= -6.983 e840: - x493 + x494 >= -6.983 e841: - x494 + x495 >= -6.983 e842: - x495 + x496 >= -6.983 e843: - x496 + x497 >= -6.983 e844: - x497 + x498 >= -6.983 e845: - x498 + x499 >= -6.983 e846: - x499 + x500 >= -6.983 e847: - x500 + x501 >= -6.983 e848: - x501 + x502 >= -6.983 e849: - x502 + x503 >= -6.983 e850: - x503 + x504 >= -6.983 e851: - x504 + x505 >= -6.983 e852: x506 - x529 >= -6.983 e853: - x506 + x507 >= -6.983 e854: - x507 + x508 >= -6.983 e855: - x508 + x509 >= -6.983 e856: - x509 + x510 >= -6.983 e857: - x510 + x511 >= -6.983 e858: - x511 + x512 >= -6.983 e859: - x512 + x513 >= -6.983 e860: - x513 + x514 >= -6.983 e861: - x514 + x515 >= -6.983 e862: - x515 + x516 >= -6.983 e863: - x516 + x517 >= -6.983 e864: - x517 + x518 >= -6.983 e865: - x518 + x519 >= -6.983 e866: - x519 + x520 >= -6.983 e867: - x520 + x521 >= -6.983 e868: - x521 + x522 >= -6.983 e869: - x522 + x523 >= -6.983 e870: - x523 + x524 >= -6.983 e871: - x524 + x525 >= -6.983 e872: - x525 + x526 >= -6.983 e873: - x526 + x527 >= -6.983 e874: - x527 + x528 >= -6.983 e875: - x528 + x529 >= -6.983 e876: x530 - x553 >= -6.983 e877: - x530 + x531 >= -6.983 e878: - x531 + x532 >= -6.983 e879: - x532 + x533 >= -6.983 e880: - x533 + x534 >= -6.983 e881: - x534 + x535 >= -6.983 e882: - x535 + x536 >= -6.983 e883: - x536 + x537 >= -6.983 e884: - x537 + x538 >= -6.983 e885: - x538 + x539 >= -6.983 e886: - x539 + x540 >= -6.983 e887: - x540 + x541 >= -6.983 e888: - x541 + x542 >= -6.983 e889: - x542 + x543 >= -6.983 e890: - x543 + x544 >= -6.983 e891: - x544 + x545 >= -6.983 e892: - x545 + x546 >= -6.983 e893: - x546 + x547 >= -6.983 e894: - x547 + x548 >= -6.983 e895: - x548 + x549 >= -6.983 e896: - x549 + x550 >= -6.983 e897: - x550 + x551 >= -6.983 e898: - x551 + x552 >= -6.983 e899: - x552 + x553 >= -6.983 e900: x554 - x577 >= -6.983 e901: - x554 + x555 >= -6.983 e902: - x555 + x556 >= -6.983 e903: - x556 + x557 >= -6.983 e904: - x557 + x558 >= -6.983 e905: - x558 + x559 >= -6.983 e906: - x559 + x560 >= -6.983 e907: - x560 + x561 >= -6.983 e908: - x561 + x562 >= -6.983 e909: - x562 + x563 >= -6.983 e910: - x563 + x564 >= -6.983 e911: - x564 + x565 >= -6.983 e912: - x565 + x566 >= -6.983 e913: - x566 + x567 >= -6.983 e914: - x567 + x568 >= -6.983 e915: - x568 + x569 >= -6.983 e916: - x569 + x570 >= -6.983 e917: - x570 + x571 >= -6.983 e918: - x571 + x572 >= -6.983 e919: - x572 + x573 >= -6.983 e920: - x573 + x574 >= -6.983 e921: - x574 + x575 >= -6.983 e922: - x575 + x576 >= -6.983 e923: - x576 + x577 >= -6.983 e924: x578 - x601 >= -5.1187 e925: - x578 + x579 >= -5.11491 e926: - x579 + x580 >= -5.11301 e927: - x580 + x581 >= -5.10922 e928: - x581 + x582 >= -5.10733 e929: - x582 + x583 >= -5.10543 e930: - x583 + x584 >= -5.10733 e931: - x584 + x585 >= -5.11112 e932: - x585 + x586 >= -5.12059 e933: - x586 + x587 >= -5.13954 e934: - x587 + x588 >= -5.16985 e935: - x588 + x589 >= -5.20395 e936: - x589 + x590 >= -5.24374 e937: - x590 + x591 >= -5.25321 e938: - x591 + x592 >= -5.22479 e939: - x592 + x593 >= -5.21721 e940: - x593 + x594 >= -5.20206 e941: - x594 + x595 >= -5.17743 e942: - x595 + x596 >= -5.16227 e943: - x596 + x597 >= -5.15469 e944: - x597 + x598 >= -5.14712 e945: - x598 + x599 >= -5.13954 e946: - x599 + x600 >= -5.13385 e947: - x600 + x601 >= -5.12817 e948: x602 - x625 >= -5.15659 e949: - x602 + x603 >= -5.17174 e950: - x603 + x604 >= -5.1888 e951: - x604 + x605 >= -5.20395 e952: - x605 + x606 >= -5.221 e953: - x606 + x607 >= -5.21911 e954: - x607 + x608 >= -5.221 e955: - x608 + x609 >= -5.24374 e956: - x609 + x610 >= -5.25321 e957: - x610 + x611 >= -5.2911 e958: - x611 + x612 >= -5.30247 e959: - x612 + x613 >= -5.31763 e960: - x613 + x614 >= -5.35741 e961: - x614 + x615 >= -5.38583 e962: - x615 + x616 >= -5.37636 e963: - x616 + x617 >= -5.34984 e964: - x617 + x618 >= -5.33468 e965: - x618 + x619 >= -5.2911 e966: - x619 + x620 >= -5.257 e967: - x620 + x621 >= -5.24942 e968: - x621 + x622 >= -5.2229 e969: - x622 + x623 >= -5.23427 e970: - x623 + x624 >= -5.22858 e971: - x624 + x625 >= -5.12817 e972: x626 - x649 >= -2.28215 e973: - x626 + x627 >= -2.28176 e974: - x627 + x628 >= -2.28157 e975: - x628 + x629 >= -2.28118 e976: - x629 + x630 >= -2.28099 e977: - x630 + x631 >= -2.2808 e978: - x631 + x632 >= -2.28099 e979: - x632 + x633 >= -2.28138 e980: - x633 + x634 >= -2.28235 e981: - x634 + x635 >= -2.28428 e982: - x635 + x636 >= -2.28738 e983: - x636 + x637 >= -2.29087 e984: - x637 + x638 >= -2.29494 e985: - x638 + x639 >= -2.29591 e986: - x639 + x640 >= -2.293 e987: - x640 + x641 >= -2.29223 e988: - x641 + x642 >= -2.29068 e989: - x642 + x643 >= -2.28816 e990: - x643 + x644 >= -2.28661 e991: - x644 + x645 >= -2.28583 e992: - x645 + x646 >= -2.28506 e993: - x646 + x647 >= -2.28428 e994: - x647 + x648 >= -2.2837 e995: - x648 + x649 >= -2.28312 e996: x650 - x673 >= -2.28603 e997: - x650 + x651 >= -2.28758 e998: - x651 + x652 >= -2.28932 e999: - x652 + x653 >= -2.29087 e1000: - x653 + x654 >= -2.29262 e1001: - x654 + x655 >= -2.29242 e1002: - x655 + x656 >= -2.29262 e1003: - x656 + x657 >= -2.29494 e1004: - x657 + x658 >= -2.29591 e1005: - x658 + x659 >= -2.29979 e1006: - x659 + x660 >= -2.30095 e1007: - x660 + x661 >= -2.3025 e1008: - x661 + x662 >= -2.30657 e1009: - x662 + x663 >= -2.30947 e1010: - x663 + x664 >= -2.30851 e1011: - x664 + x665 >= -2.30579 e1012: - x665 + x666 >= -2.30424 e1013: - x666 + x667 >= -2.29979 e1014: - x667 + x668 >= -2.2963 e1015: - x668 + x669 >= -2.29552 e1016: - x669 + x670 >= -2.29281 e1017: - x670 + x671 >= -2.29397 e1018: - x671 + x672 >= -2.29339 e1019: - x672 + x673 >= -2.28312 e1020: x674 - x697 >= -2.28215 e1021: - x674 + x675 >= -2.28176 e1022: - x675 + x676 >= -2.28157 e1023: - x676 + x677 >= -2.28118 e1024: - x677 + x678 >= -2.28099 e1025: - x678 + x679 >= -2.2808 e1026: - x679 + x680 >= -2.28099 e1027: - x680 + x681 >= -2.28138 e1028: - x681 + x682 >= -2.28235 e1029: - x682 + x683 >= -2.28428 e1030: - x683 + x684 >= -2.28738 e1031: - x684 + x685 >= -2.29087 e1032: - x685 + x686 >= -2.29494 e1033: - x686 + x687 >= -2.29591 e1034: - x687 + x688 >= -2.293 e1035: - x688 + x689 >= -2.29223 e1036: - x689 + x690 >= -2.29068 e1037: - x690 + x691 >= -2.28816 e1038: - x691 + x692 >= -2.28661 e1039: - x692 + x693 >= -2.28583 e1040: - x693 + x694 >= -2.28506 e1041: - x694 + x695 >= -2.28428 e1042: - x695 + x696 >= -2.2837 e1043: - x696 + x697 >= -2.28312 e1044: x698 - x721 >= -2.28603 e1045: - x698 + x699 >= -2.28758 e1046: - x699 + x700 >= -2.28932 e1047: - x700 + x701 >= -2.29087 e1048: - x701 + x702 >= -2.29262 e1049: - x702 + x703 >= -2.29242 e1050: - x703 + x704 >= -2.29262 e1051: - x704 + x705 >= -2.29494 e1052: - x705 + x706 >= -2.29591 e1053: - x706 + x707 >= -2.29979 e1054: - x707 + x708 >= -2.30095 e1055: - x708 + x709 >= -2.3025 e1056: - x709 + x710 >= -2.30657 e1057: - x710 + x711 >= -2.30947 e1058: - x711 + x712 >= -2.30851 e1059: - x712 + x713 >= -2.30579 e1060: - x713 + x714 >= -2.30424 e1061: - x714 + x715 >= -2.29979 e1062: - x715 + x716 >= -2.2963 e1063: - x716 + x717 >= -2.29552 e1064: - x717 + x718 >= -2.29281 e1065: - x718 + x719 >= -2.29397 e1066: - x719 + x720 >= -2.29339 e1067: - x720 + x721 >= -2.28312 e1068: x482 + x530 + x578 + x626 + x674 + .9975 x914 - x915 - x1010 >= 78.44 e1069: x483 + x531 + x579 + x627 + x675 + .9975 x915 - x916 - x1011 >= 79.24 e1070: x484 + x532 + x580 + x628 + x676 + .9975 x916 - x917 - x1012 >= 81.84 e1071: x485 + x533 + x581 + x629 + x677 + .9975 x917 - x918 - x1013 >= 84.24 e1072: x486 + x534 + x582 + x630 + x678 + .9975 x918 - x919 - x1014 >= 87.24 e1073: x487 + x535 + x583 + x631 + x679 + .9975 x919 - x920 - x1015 >= 90.25 e1074: x488 + x536 + x584 + x632 + x680 + .9975 x920 - x921 - x1016 >= 92.85 e1075: x489 + x537 + x585 + x633 + x681 + .9975 x921 - x922 - x1017 >= 93.85 e1076: x490 + x538 + x586 + x634 + x682 + .9975 x922 - x923 - x1018 >= 93.85 e1077: x491 + x539 + x587 + x635 + x683 + .9975 x923 - x924 - x1019 >= 92.45 e1078: x492 + x540 + x588 + x636 + x684 + .9975 x924 - x925 - x1020 >= 90.85 e1079: x493 + x541 + x589 + x637 + x685 + .9975 x925 - x926 - x1021 >= 87.65 e1080: x494 + x542 + x590 + x638 + x686 + .9975 x926 - x927 - x1022 >= 87.44 e1081: x495 + x543 + x591 + x639 + x687 + .9975 x927 - x928 - x1023 >= 89.05 e1082: x496 + x544 + x592 + x640 + x688 + .9975 x928 - x929 - x1024 >= 90.65 e1083: x497 + x545 + x593 + x641 + x689 + .9975 x929 - x930 - x1025 >= 90.85 e1084: x498 + x546 + x594 + x642 + x690 + .9975 x930 - x931 - x1026 >= 90.65 e1085: x499 + x547 + x595 + x643 + x691 + .9975 x931 - x932 - x1027 >= 89.45 e1086: x500 + x548 + x596 + x644 + x692 + .9975 x932 - x933 - x1028 >= 88.25 e1087: x501 + x549 + x597 + x645 + x693 + .9975 x933 - x934 - x1029 >= 87.04 e1088: x502 + x550 + x598 + x646 + x694 + .9975 x934 - x935 - x1030 >= 85.84 e1089: x503 + x551 + x599 + x647 + x695 + .9975 x935 - x936 - x1031 >= 82.64 e1090: x504 + x552 + x600 + x648 + x696 + .9975 x936 - x937 - x1032 >= 79.04 e1091: x506 + x554 + x602 + x650 + x698 + .9975 x938 - x939 - x1034 >= 54.15 e1092: x507 + x555 + x603 + x651 + x699 + .9975 x939 - x940 - x1035 >= 55.56 e1093: x508 + x556 + x604 + x652 + x700 + .9975 x940 - x941 - x1036 >= 56.98 e1094: x509 + x557 + x605 + x653 + x701 + .9975 x941 - x942 - x1037 >= 56.98 e1095: x510 + x558 + x606 + x654 + x702 + .9975 x942 - x943 - x1038 >= 55.56 e1096: x511 + x559 + x607 + x655 + x703 + .9975 x943 - x944 - x1039 >= 68.57 e1097: x512 + x560 + x608 + x656 + x704 + .9975 x944 - x945 - x1040 >= 71.29 e1098: x513 + x561 + x609 + x657 + x705 + .9975 x945 - x946 - x1041 >= 41.38 e1099: x514 + x562 + x610 + x658 + x706 + .9975 x946 - x947 - x1042 >= 39.11 e1100: x515 + x563 + x611 + x659 + x707 + .9975 x947 - x948 - x1043 >= 36.4 e1101: x516 + x564 + x612 + x660 + x708 + .9975 x948 - x949 - x1044 >= 33.57 e1102: x517 + x565 + x613 + x661 + x709 + .9975 x949 - x950 - x1045 >= 27.23 e1103: x518 + x566 + x614 + x662 + x710 + .9975 x950 - x951 - x1046 >= 23.92 e1104: x519 + x567 + x615 + x663 + x711 + .9975 x951 - x952 - x1047 >= 19.3 e1105: x520 + x568 + x616 + x664 + x712 + .9975 x952 - x953 - x1048 >= 20.58 e1106: x521 + x569 + x617 + x665 + x713 + .9975 x953 - x954 - x1049 >= 22.88 e1107: x522 + x570 + x618 + x666 + x714 + .9975 x954 - x955 - x1050 >= 26.71 e1108: x523 + x571 + x619 + x667 + x715 + .9975 x955 - x956 - x1051 >= 28.65 e1109: x524 + x572 + x620 + x668 + x716 + .9975 x956 - x957 - x1052 >= 36.78 e1110: x525 + x573 + x621 + x669 + x717 + .9975 x957 - x958 - x1053 >= 43.94 e1111: x526 + x574 + x622 + x670 + x718 + .9975 x958 - x959 - x1054 >= 44.06 e1112: x527 + x575 + x623 + x671 + x719 + .9975 x959 - x960 - x1055 >= 46.68 e1113: x528 + x576 + x624 + x672 + x720 + .9975 x960 - x961 - x1056 >= 34.97 e1114: x482 + x530 + x578 + x626 + x674 + .9975 x914 - x915 - x1010 <= 86.284 e1115: x483 + x531 + x579 + x627 + x675 + .9975 x915 - x916 - x1011 <= 87.164 e1116: x484 + x532 + x580 + x628 + x676 + .9975 x916 - x917 - x1012 <= 90.024 e1117: x485 + x533 + x581 + x629 + x677 + .9975 x917 - x918 - x1013 <= 92.664 e1118: x486 + x534 + x582 + x630 + x678 + .9975 x918 - x919 - x1014 <= 95.964 e1119: x487 + x535 + x583 + x631 + x679 + .9975 x919 - x920 - x1015 <= 99.275 e1120: x488 + x536 + x584 + x632 + x680 + .9975 x920 - x921 - x1016 <= 102.135 e1121: x489 + x537 + x585 + x633 + x681 + .9975 x921 - x922 - x1017 <= 103.235 e1122: x490 + x538 + x586 + x634 + x682 + .9975 x922 - x923 - x1018 <= 103.235 e1123: x491 + x539 + x587 + x635 + x683 + .9975 x923 - x924 - x1019 <= 101.695 e1124: x492 + x540 + x588 + x636 + x684 + .9975 x924 - x925 - x1020 <= 99.935 e1125: x493 + x541 + x589 + x637 + x685 + .9975 x925 - x926 - x1021 <= 96.415 e1126: x494 + x542 + x590 + x638 + x686 + .9975 x926 - x927 - x1022 <= 96.184 e1127: x495 + x543 + x591 + x639 + x687 + .9975 x927 - x928 - x1023 <= 97.955 e1128: x496 + x544 + x592 + x640 + x688 + .9975 x928 - x929 - x1024 <= 99.715 e1129: x497 + x545 + x593 + x641 + x689 + .9975 x929 - x930 - x1025 <= 99.935 e1130: x498 + x546 + x594 + x642 + x690 + .9975 x930 - x931 - x1026 <= 99.715 e1131: x499 + x547 + x595 + x643 + x691 + .9975 x931 - x932 - x1027 <= 98.395 e1132: x500 + x548 + x596 + x644 + x692 + .9975 x932 - x933 - x1028 <= 97.075 e1133: x501 + x549 + x597 + x645 + x693 + .9975 x933 - x934 - x1029 <= 95.744 e1134: x502 + x550 + x598 + x646 + x694 + .9975 x934 - x935 - x1030 <= 94.424 e1135: x503 + x551 + x599 + x647 + x695 + .9975 x935 - x936 - x1031 <= 90.904 e1136: x504 + x552 + x600 + x648 + x696 + .9975 x936 - x937 - x1032 <= 86.944 e1137: x506 + x554 + x602 + x650 + x698 + .9975 x938 - x939 - x1034 <= 59.565 e1138: x507 + x555 + x603 + x651 + x699 + .9975 x939 - x940 - x1035 <= 61.116 e1139: x508 + x556 + x604 + x652 + x700 + .9975 x940 - x941 - x1036 <= 62.678 e1140: x509 + x557 + x605 + x653 + x701 + .9975 x941 - x942 - x1037 <= 62.678 e1141: x510 + x558 + x606 + x654 + x702 + .9975 x942 - x943 - x1038 <= 61.116 e1142: x511 + x559 + x607 + x655 + x703 + .9975 x943 - x944 - x1039 <= 75.427 e1143: x512 + x560 + x608 + x656 + x704 + .9975 x944 - x945 - x1040 <= 78.419 e1144: x513 + x561 + x609 + x657 + x705 + .9975 x945 - x946 - x1041 <= 45.518 e1145: x514 + x562 + x610 + x658 + x706 + .9975 x946 - x947 - x1042 <= 43.021 e1146: x515 + x563 + x611 + x659 + x707 + .9975 x947 - x948 - x1043 <= 40.04 e1147: x516 + x564 + x612 + x660 + x708 + .9975 x948 - x949 - x1044 <= 36.927 e1148: x517 + x565 + x613 + x661 + x709 + .9975 x949 - x950 - x1045 <= 29.953 e1149: x518 + x566 + x614 + x662 + x710 + .9975 x950 - x951 - x1046 <= 26.312 e1150: x519 + x567 + x615 + x663 + x711 + .9975 x951 - x952 - x1047 <= 21.23 e1151: x520 + x568 + x616 + x664 + x712 + .9975 x952 - x953 - x1048 <= 22.638 e1152: x521 + x569 + x617 + x665 + x713 + .9975 x953 - x954 - x1049 <= 25.168 e1153: x522 + x570 + x618 + x666 + x714 + .9975 x954 - x955 - x1050 <= 29.381 e1154: x523 + x571 + x619 + x667 + x715 + .9975 x955 - x956 - x1051 <= 31.515 e1155: x524 + x572 + x620 + x668 + x716 + .9975 x956 - x957 - x1052 <= 40.458 e1156: x525 + x573 + x621 + x669 + x717 + .9975 x957 - x958 - x1053 <= 48.334 e1157: x526 + x574 + x622 + x670 + x718 + .9975 x958 - x959 - x1054 <= 48.466 e1158: x527 + x575 + x623 + x671 + x719 + .9975 x959 - x960 - x1055 <= 51.348 e1159: x528 + x576 + x624 + x672 + x720 + .9975 x960 - x961 - x1056 <= 38.467 e1160: x505 + x553 + x601 + x649 + x697 + .9975 x937 - x938 - x1033 >= 75.24 e1161: x529 + x577 + x625 + x673 + x721 - x914 + .9975 x961 - x1057 >= 50.55 e1162: x722 + x770 + x818 + .9975 x866 - x867 + x1010 >= 0 e1163: x723 + x771 + x819 + .9975 x867 - x868 + x1011 >= 0 e1164: x724 + x772 + x820 + .9975 x868 - x869 + x1012 >= 0 e1165: x725 + x773 + x821 + .9975 x869 - x870 + x1013 >= 0 e1166: x726 + x774 + x822 + .9975 x870 - x871 + x1014 >= 0 e1167: x727 + x775 + x823 + .9975 x871 - x872 + x1015 >= 6.37 e1168: x728 + x776 + x824 + .9975 x872 - x873 + x1016 >= 6.48 e1169: x729 + x777 + x825 + .9975 x873 - x874 + x1017 >= 7.92 e1170: x730 + x778 + x826 + .9975 x874 - x875 + x1018 >= 6.48 e1171: x731 + x779 + x827 + .9975 x875 - x876 + x1019 >= 6.37 e1172: x732 + x780 + x828 + .9975 x876 - x877 + x1020 >= 6.37 e1173: x733 + x781 + x829 + .9975 x877 - x878 + x1021 >= 6.37 e1174: x734 + x782 + x830 + .9975 x878 - x879 + x1022 >= 7.48 e1175: x735 + x783 + x831 + .9975 x879 - x880 + x1023 >= 8.64 e1176: x736 + x784 + x832 + .9975 x880 - x881 + x1024 >= 8.48 e1177: x737 + x785 + x833 + .9975 x881 - x882 + x1025 >= 9.48 e1178: x738 + x786 + x834 + .9975 x882 - x883 + x1026 >= 6.37 e1179: x739 + x787 + x835 + .9975 x883 - x884 + x1027 >= 6.37 e1180: x740 + x788 + x836 + .9975 x884 - x885 + x1028 >= 7.2 e1181: x741 + x789 + x837 + .9975 x885 - x886 + x1029 >= 6.37 e1182: x742 + x790 + x838 + .9975 x886 - x887 + x1030 >= 0 e1183: x743 + x791 + x839 + .9975 x887 - x888 + x1031 >= 0 e1184: x744 + x792 + x840 + .9975 x888 - x889 + x1032 >= 0 e1185: x746 + x794 + x842 + .9975 x890 - x891 + x1034 >= 4 e1186: x747 + x795 + x843 + .9975 x891 - x892 + x1035 >= 0 e1187: x748 + x796 + x844 + .9975 x892 - x893 + x1036 >= 0 e1188: x749 + x797 + x845 + .9975 x893 - x894 + x1037 >= 0 e1189: x750 + x798 + x846 + .9975 x894 - x895 + x1038 >= 0 e1190: x751 + x799 + x847 + .9975 x895 - x896 + x1039 >= 6.37 e1191: x752 + x800 + x848 + .9975 x896 - x897 + x1040 >= 6.48 e1192: x753 + x801 + x849 + .9975 x897 - x898 + x1041 >= 7.92 e1193: x754 + x802 + x850 + .9975 x898 - x899 + x1042 >= 6.48 e1194: x755 + x803 + x851 + .9975 x899 - x900 + x1043 >= 6.37 e1195: x756 + x804 + x852 + .9975 x900 - x901 + x1044 >= 6.37 e1196: x757 + x805 + x853 + .9975 x901 - x902 + x1045 >= 6.37 e1197: x758 + x806 + x854 + .9975 x902 - x903 + x1046 >= 6.48 e1198: x759 + x807 + x855 + .9975 x903 - x904 + x1047 >= 8.64 e1199: x760 + x808 + x856 + .9975 x904 - x905 + x1048 >= 6.48 e1200: x761 + x809 + x857 + .9975 x905 - x906 + x1049 >= 6.48 e1201: x762 + x810 + x858 + .9975 x906 - x907 + x1050 >= 6.37 e1202: x763 + x811 + x859 + .9975 x907 - x908 + x1051 >= 6.37 e1203: x764 + x812 + x860 + .9975 x908 - x909 + x1052 >= 7.2 e1204: x765 + x813 + x861 + .9975 x909 - x910 + x1053 >= 6.37 e1205: x766 + x814 + x862 + .9975 x910 - x911 + x1054 >= 12 e1206: x767 + x815 + x863 + .9975 x911 - x912 + x1055 >= 0 e1207: x768 + x816 + x864 + .9975 x912 - x913 + x1056 >= 0 e1208: x745 + x793 + x841 + .9975 x889 - x890 + x1033 >= 3.6 e1209: x769 + x817 + x865 - x866 + .9975 x913 + x1057 >= 3.6 e1210: - x242 + x290 + x338 + x386 + x434 = 0 e1211: - x243 + x291 + x339 + x387 + x435 = 0 e1212: - x244 + x292 + x340 + x388 + x436 = 0 e1213: - x245 + x293 + x341 + x389 + x437 = 0 e1214: - x246 + x294 + x342 + x390 + x438 = 0 e1215: - x247 + x295 + x343 + x391 + x439 = 0 e1216: - x248 + x296 + x344 + x392 + x440 = 0 e1217: - x249 + x297 + x345 + x393 + x441 = 0 e1218: - x250 + x298 + x346 + x394 + x442 = 0 e1219: - x251 + x299 + x347 + x395 + x443 = 0 e1220: - x252 + x300 + x348 + x396 + x444 = 0 e1221: - x253 + x301 + x349 + x397 + x445 = 0 e1222: - x254 + x302 + x350 + x398 + x446 = 0 e1223: - x255 + x303 + x351 + x399 + x447 = 0 e1224: - x256 + x304 + x352 + x400 + x448 = 0 e1225: - x257 + x305 + x353 + x401 + x449 = 0 e1226: - x258 + x306 + x354 + x402 + x450 = 0 e1227: - x259 + x307 + x355 + x403 + x451 = 0 e1228: - x260 + x308 + x356 + x404 + x452 = 0 e1229: - x261 + x309 + x357 + x405 + x453 = 0 e1230: - x262 + x310 + x358 + x406 + x454 = 0 e1231: - x263 + x311 + x359 + x407 + x455 = 0 e1232: - x264 + x312 + x360 + x408 + x456 = 0 e1233: - x265 + x313 + x361 + x409 + x457 = 0 e1234: - x266 + x314 + x362 + x410 + x458 = 0 e1235: - x267 + x315 + x363 + x411 + x459 = 0 e1236: - x268 + x316 + x364 + x412 + x460 = 0 e1237: - x269 + x317 + x365 + x413 + x461 = 0 e1238: - x270 + x318 + x366 + x414 + x462 = 0 e1239: - x271 + x319 + x367 + x415 + x463 = 0 e1240: - x272 + x320 + x368 + x416 + x464 = 0 e1241: - x273 + x321 + x369 + x417 + x465 = 0 e1242: - x274 + x322 + x370 + x418 + x466 = 0 e1243: - x275 + x323 + x371 + x419 + x467 = 0 e1244: - x276 + x324 + x372 + x420 + x468 = 0 e1245: - x277 + x325 + x373 + x421 + x469 = 0 e1246: - x278 + x326 + x374 + x422 + x470 = 0 e1247: - x279 + x327 + x375 + x423 + x471 = 0 e1248: - x280 + x328 + x376 + x424 + x472 = 0 e1249: - x281 + x329 + x377 + x425 + x473 = 0 e1250: - x282 + x330 + x378 + x426 + x474 = 0 e1251: - x283 + x331 + x379 + x427 + x475 = 0 e1252: - x284 + x332 + x380 + x428 + x476 = 0 e1253: - x285 + x333 + x381 + x429 + x477 = 0 e1254: - x286 + x334 + x382 + x430 + x478 = 0 e1255: - x287 + x335 + x383 + x431 + x479 = 0 e1256: - x288 + x336 + x384 + x432 + x480 = 0 e1257: - x289 + x337 + x385 + x433 + x481 = 0 e1258: .997 x962 - x963 >= 0 e1259: .997 x963 - x964 >= 0 e1260: .997 x964 - x965 >= 0 e1261: .997 x965 - x966 >= 0 e1262: .997 x966 - x967 >= 0 e1263: .997 x967 - x968 >= 0 e1264: .997 x968 - x969 >= 0 e1265: .997 x969 - x970 >= 0 e1266: .997 x970 - x971 >= 0 e1267: .997 x971 - x972 >= 0 e1268: .997 x972 - x973 >= 0 e1269: .997 x973 - x974 >= 0 e1270: .997 x974 - x975 >= 0 e1271: .997 x975 - x976 >= 0 e1272: .997 x976 - x977 >= 0 e1273: .997 x977 - x978 >= 0 e1274: .997 x978 - x979 >= 0 e1275: .997 x979 - x980 >= 0 e1276: .997 x980 - x981 >= 0 e1277: .997 x981 - x982 >= 0 e1278: .997 x982 - x983 >= 0 e1279: .997 x983 - x984 >= 0 e1280: .997 x984 - x985 >= 0 e1281: .997 x986 - x987 >= 0 e1282: .997 x987 - x988 >= 0 e1283: .997 x988 - x989 >= 0 e1284: .997 x989 - x990 >= 0 e1285: .997 x990 - x991 >= 0 e1286: .997 x991 - x992 >= 0 e1287: .997 x992 - x993 >= 0 e1288: .997 x993 - x994 >= 0 e1289: .997 x994 - x995 >= 0 e1290: .997 x995 - x996 >= 0 e1291: .997 x996 - x997 >= 0 e1292: .997 x997 - x998 >= 0 e1293: .997 x998 - x999 >= 0 e1294: .997 x999 - x1000 >= 0 e1295: .997 x1000 - x1001 >= 0 e1296: .997 x1001 - x1002 >= 0 e1297: .997 x1002 - x1003 >= 0 e1298: .997 x1003 - x1004 >= 0 e1299: .997 x1004 - x1005 >= 0 e1300: .997 x1005 - x1006 >= 0 e1301: .997 x1006 - x1007 >= 0 e1302: .997 x1007 - x1008 >= 0 e1303: .997 x1008 - x1009 >= 0 e1304: .997 x985 - x986 >= 0 e1305: - x962 + .997 x1009 >= 0 e1306: - x2 + b1442 <= 0 e1307: - x3 + b1443 <= 0 e1308: - x4 + b1444 <= 0 e1309: - x5 + b1445 <= 0 e1310: - x6 + b1446 <= 0 e1311: - x7 + b1447 <= 0 e1312: - x8 + b1448 <= 0 e1313: - x9 + b1449 <= 0 e1314: - x10 + b1450 <= 0 e1315: - x11 + b1451 <= 0 e1316: - x12 + b1452 <= 0 e1317: - x13 + b1453 <= 0 e1318: - x14 + b1454 <= 0 e1319: - x15 + b1455 <= 0 e1320: - x16 + b1456 <= 0 e1321: - x17 + b1457 <= 0 e1322: - x18 + b1458 <= 0 e1323: - x19 + b1459 <= 0 e1324: - x20 + b1460 <= 0 e1325: - x21 + b1461 <= 0 e1326: - x22 + b1462 <= 0 e1327: - x23 + b1463 <= 0 e1328: - x24 + b1464 <= 0 e1329: - x25 + b1465 <= 0 e1330: - x26 + b1466 <= 0 e1331: - x27 + b1467 <= 0 e1332: - x28 + b1468 <= 0 e1333: - x29 + b1469 <= 0 e1334: - x30 + b1470 <= 0 e1335: - x31 + b1471 <= 0 e1336: - x32 + b1472 <= 0 e1337: - x33 + b1473 <= 0 e1338: - x34 + b1474 <= 0 e1339: - x35 + b1475 <= 0 e1340: - x36 + b1476 <= 0 e1341: - x37 + b1477 <= 0 e1342: - x38 + b1478 <= 0 e1343: - x39 + b1479 <= 0 e1344: - x40 + b1480 <= 0 e1345: - x41 + b1481 <= 0 e1346: - x42 + b1482 <= 0 e1347: - x43 + b1483 <= 0 e1348: - x44 + b1484 <= 0 e1349: - x45 + b1485 <= 0 e1350: - x46 + b1486 <= 0 e1351: - x47 + b1487 <= 0 e1352: - x48 + b1488 <= 0 e1353: - x49 + b1489 <= 0 e1354: - x50 + b1490 <= 0 e1355: - x51 + b1491 <= 0 e1356: - x52 + b1492 <= 0 e1357: - x53 + b1493 <= 0 e1358: - x54 + b1494 <= 0 e1359: - x55 + b1495 <= 0 e1360: - x56 + b1496 <= 0 e1361: - x57 + b1497 <= 0 e1362: - x58 + b1498 <= 0 e1363: - x59 + b1499 <= 0 e1364: - x60 + b1500 <= 0 e1365: - x61 + b1501 <= 0 e1366: - x62 + b1502 <= 0 e1367: - x63 + b1503 <= 0 e1368: - x64 + b1504 <= 0 e1369: - x65 + b1505 <= 0 e1370: - x66 + b1506 <= 0 e1371: - x67 + b1507 <= 0 e1372: - x68 + b1508 <= 0 e1373: - x69 + b1509 <= 0 e1374: - x70 + b1510 <= 0 e1375: - x71 + b1511 <= 0 e1376: - x72 + b1512 <= 0 e1377: - x73 + b1513 <= 0 e1378: - x74 + b1514 <= 0 e1379: - x75 + b1515 <= 0 e1380: - x76 + b1516 <= 0 e1381: - x77 + b1517 <= 0 e1382: - x78 + b1518 <= 0 e1383: - x79 + b1519 <= 0 e1384: - x80 + b1520 <= 0 e1385: - x81 + b1521 <= 0 e1386: - x82 + b1522 <= 0 e1387: - x83 + b1523 <= 0 e1388: - x84 + b1524 <= 0 e1389: - x85 + b1525 <= 0 e1390: - x86 + b1526 <= 0 e1391: - x87 + b1527 <= 0 e1392: - x88 + b1528 <= 0 e1393: - x89 + b1529 <= 0 e1394: - x90 + b1530 <= 0 e1395: - x91 + b1531 <= 0 e1396: - x92 + b1532 <= 0 e1397: - x93 + b1533 <= 0 e1398: - x94 + b1534 <= 0 e1399: - x95 + b1535 <= 0 e1400: - x96 + b1536 <= 0 e1401: - x97 + b1537 <= 0 e1402: - x98 + 48 b1394 <= 0 e1403: - x99 + 48 b1395 <= 0 e1404: - x100 + 48 b1396 <= 0 e1405: - x101 + 48 b1397 <= 0 e1406: - x102 + 48 b1398 <= 0 e1407: - x103 + 48 b1399 <= 0 e1408: - x104 + 48 b1400 <= 0 e1409: - x105 + 48 b1401 <= 0 e1410: - x106 + 48 b1402 <= 0 e1411: - x107 + 48 b1403 <= 0 e1412: - x108 + 48 b1404 <= 0 e1413: - x109 + 48 b1405 <= 0 e1414: - x110 + 48 b1406 <= 0 e1415: - x111 + 48 b1407 <= 0 e1416: - x112 + 48 b1408 <= 0 e1417: - x113 + 48 b1409 <= 0 e1418: - x114 + 48 b1410 <= 0 e1419: - x115 + 48 b1411 <= 0 e1420: - x116 + 48 b1412 <= 0 e1421: - x117 + 48 b1413 <= 0 e1422: - x118 + 48 b1414 <= 0 e1423: - x119 + 48 b1415 <= 0 e1424: - x120 + 48 b1416 <= 0 e1425: - x121 + 48 b1417 <= 0 e1426: - x122 + 48 b1418 <= 0 e1427: - x123 + 48 b1419 <= 0 e1428: - x124 + 48 b1420 <= 0 e1429: - x125 + 48 b1421 <= 0 e1430: - x126 + 48 b1422 <= 0 e1431: - x127 + 48 b1423 <= 0 e1432: - x128 + 48 b1424 <= 0 e1433: - x129 + 48 b1425 <= 0 e1434: - x130 + 48 b1426 <= 0 e1435: - x131 + 48 b1427 <= 0 e1436: - x132 + 48 b1428 <= 0 e1437: - x133 + 48 b1429 <= 0 e1438: - x134 + 48 b1430 <= 0 e1439: - x135 + 48 b1431 <= 0 e1440: - x136 + 48 b1432 <= 0 e1441: - x137 + 48 b1433 <= 0 e1442: - x138 + 48 b1434 <= 0 e1443: - x139 + 48 b1435 <= 0 e1444: - x140 + 48 b1436 <= 0 e1445: - x141 + 48 b1437 <= 0 e1446: - x142 + 48 b1438 <= 0 e1447: - x143 + 48 b1439 <= 0 e1448: - x144 + 48 b1440 <= 0 e1449: - x145 + 48 b1441 <= 0 e1450: - x146 + 9 b1298 <= 0 e1451: - x147 + 9 b1299 <= 0 e1452: - x148 + 9 b1300 <= 0 e1453: - x149 + 9 b1301 <= 0 e1454: - x150 + 9 b1302 <= 0 e1455: - x151 + 9 b1303 <= 0 e1456: - x152 + 9 b1304 <= 0 e1457: - x153 + 9 b1305 <= 0 e1458: - x154 + 9 b1306 <= 0 e1459: - x155 + 9 b1307 <= 0 e1460: - x156 + 9 b1308 <= 0 e1461: - x157 + 9 b1309 <= 0 e1462: - x158 + 9 b1310 <= 0 e1463: - x159 + 9 b1311 <= 0 e1464: - x160 + 9 b1312 <= 0 e1465: - x161 + 9 b1313 <= 0 e1466: - x162 + 9 b1314 <= 0 e1467: - x163 + 9 b1315 <= 0 e1468: - x164 + 9 b1316 <= 0 e1469: - x165 + 9 b1317 <= 0 e1470: - x166 + 9 b1318 <= 0 e1471: - x167 + 9 b1319 <= 0 e1472: - x168 + 9 b1320 <= 0 e1473: - x169 + 9 b1321 <= 0 e1474: - x170 + 9 b1322 <= 0 e1475: - x171 + 9 b1323 <= 0 e1476: - x172 + 9 b1324 <= 0 e1477: - x173 + 9 b1325 <= 0 e1478: - x174 + 9 b1326 <= 0 e1479: - x175 + 9 b1327 <= 0 e1480: - x176 + 9 b1328 <= 0 e1481: - x177 + 9 b1329 <= 0 e1482: - x178 + 9 b1330 <= 0 e1483: - x179 + 9 b1331 <= 0 e1484: - x180 + 9 b1332 <= 0 e1485: - x181 + 9 b1333 <= 0 e1486: - x182 + 9 b1334 <= 0 e1487: - x183 + 9 b1335 <= 0 e1488: - x184 + 9 b1336 <= 0 e1489: - x185 + 9 b1337 <= 0 e1490: - x186 + 9 b1338 <= 0 e1491: - x187 + 9 b1339 <= 0 e1492: - x188 + 9 b1340 <= 0 e1493: - x189 + 9 b1341 <= 0 e1494: - x190 + 9 b1342 <= 0 e1495: - x191 + 9 b1343 <= 0 e1496: - x192 + 9 b1344 <= 0 e1497: - x193 + 9 b1345 <= 0 e1498: - x194 + 9 b1346 <= 0 e1499: - x195 + 9 b1347 <= 0 e1500: - x196 + 9 b1348 <= 0 e1501: - x197 + 9 b1349 <= 0 e1502: - x198 + 9 b1350 <= 0 e1503: - x199 + 9 b1351 <= 0 e1504: - x200 + 9 b1352 <= 0 e1505: - x201 + 9 b1353 <= 0 e1506: - x202 + 9 b1354 <= 0 e1507: - x203 + 9 b1355 <= 0 e1508: - x204 + 9 b1356 <= 0 e1509: - x205 + 9 b1357 <= 0 e1510: - x206 + 9 b1358 <= 0 e1511: - x207 + 9 b1359 <= 0 e1512: - x208 + 9 b1360 <= 0 e1513: - x209 + 9 b1361 <= 0 e1514: - x210 + 9 b1362 <= 0 e1515: - x211 + 9 b1363 <= 0 e1516: - x212 + 9 b1364 <= 0 e1517: - x213 + 9 b1365 <= 0 e1518: - x214 + 9 b1366 <= 0 e1519: - x215 + 9 b1367 <= 0 e1520: - x216 + 9 b1368 <= 0 e1521: - x217 + 9 b1369 <= 0 e1522: - x218 + 9 b1370 <= 0 e1523: - x219 + 9 b1371 <= 0 e1524: - x220 + 9 b1372 <= 0 e1525: - x221 + 9 b1373 <= 0 e1526: - x222 + 9 b1374 <= 0 e1527: - x223 + 9 b1375 <= 0 e1528: - x224 + 9 b1376 <= 0 e1529: - x225 + 9 b1377 <= 0 e1530: - x226 + 9 b1378 <= 0 e1531: - x227 + 9 b1379 <= 0 e1532: - x228 + 9 b1380 <= 0 e1533: - x229 + 9 b1381 <= 0 e1534: - x230 + 9 b1382 <= 0 e1535: - x231 + 9 b1383 <= 0 e1536: - x232 + 9 b1384 <= 0 e1537: - x233 + 9 b1385 <= 0 e1538: - x234 + 9 b1386 <= 0 e1539: - x235 + 9 b1387 <= 0 e1540: - x236 + 9 b1388 <= 0 e1541: - x237 + 9 b1389 <= 0 e1542: - x238 + 9 b1390 <= 0 e1543: - x239 + 9 b1391 <= 0 e1544: - x240 + 9 b1392 <= 0 e1545: - x241 + 9 b1393 <= 0 e1546: x2 - 45 b1442 <= 0 e1547: x3 - 45 b1443 <= 0 e1548: x4 - 45 b1444 <= 0 e1549: x5 - 45 b1445 <= 0 e1550: x6 - 45 b1446 <= 0 e1551: x7 - 45 b1447 <= 0 e1552: x8 - 45 b1448 <= 0 e1553: x9 - 45 b1449 <= 0 e1554: x10 - 45 b1450 <= 0 e1555: x11 - 45 b1451 <= 0 e1556: x12 - 45 b1452 <= 0 e1557: x13 - 45 b1453 <= 0 e1558: x14 - 45 b1454 <= 0 e1559: x15 - 45 b1455 <= 0 e1560: x16 - 45 b1456 <= 0 e1561: x17 - 45 b1457 <= 0 e1562: x18 - 45 b1458 <= 0 e1563: x19 - 45 b1459 <= 0 e1564: x20 - 45 b1460 <= 0 e1565: x21 - 45 b1461 <= 0 e1566: x22 - 45 b1462 <= 0 e1567: x23 - 45 b1463 <= 0 e1568: x24 - 45 b1464 <= 0 e1569: x25 - 45 b1465 <= 0 e1570: x26 - 45 b1466 <= 0 e1571: x27 - 45 b1467 <= 0 e1572: x28 - 45 b1468 <= 0 e1573: x29 - 45 b1469 <= 0 e1574: x30 - 45 b1470 <= 0 e1575: x31 - 45 b1471 <= 0 e1576: x32 - 45 b1472 <= 0 e1577: x33 - 45 b1473 <= 0 e1578: x34 - 45 b1474 <= 0 e1579: x35 - 45 b1475 <= 0 e1580: x36 - 45 b1476 <= 0 e1581: x37 - 45 b1477 <= 0 e1582: x38 - 45 b1478 <= 0 e1583: x39 - 45 b1479 <= 0 e1584: x40 - 45 b1480 <= 0 e1585: x41 - 45 b1481 <= 0 e1586: x42 - 45 b1482 <= 0 e1587: x43 - 45 b1483 <= 0 e1588: x44 - 45 b1484 <= 0 e1589: x45 - 45 b1485 <= 0 e1590: x46 - 45 b1486 <= 0 e1591: x47 - 45 b1487 <= 0 e1592: x48 - 45 b1488 <= 0 e1593: x49 - 45 b1489 <= 0 e1594: x50 - 45 b1490 <= 0 e1595: x51 - 45 b1491 <= 0 e1596: x52 - 45 b1492 <= 0 e1597: x53 - 45 b1493 <= 0 e1598: x54 - 45 b1494 <= 0 e1599: x55 - 45 b1495 <= 0 e1600: x56 - 45 b1496 <= 0 e1601: x57 - 45 b1497 <= 0 e1602: x58 - 45 b1498 <= 0 e1603: x59 - 45 b1499 <= 0 e1604: x60 - 45 b1500 <= 0 e1605: x61 - 45 b1501 <= 0 e1606: x62 - 45 b1502 <= 0 e1607: x63 - 45 b1503 <= 0 e1608: x64 - 45 b1504 <= 0 e1609: x65 - 45 b1505 <= 0 e1610: x66 - 45 b1506 <= 0 e1611: x67 - 45 b1507 <= 0 e1612: x68 - 45 b1508 <= 0 e1613: x69 - 45 b1509 <= 0 e1614: x70 - 45 b1510 <= 0 e1615: x71 - 45 b1511 <= 0 e1616: x72 - 45 b1512 <= 0 e1617: x73 - 45 b1513 <= 0 e1618: x74 - 45 b1514 <= 0 e1619: x75 - 45 b1515 <= 0 e1620: x76 - 45 b1516 <= 0 e1621: x77 - 45 b1517 <= 0 e1622: x78 - 45 b1518 <= 0 e1623: x79 - 45 b1519 <= 0 e1624: x80 - 45 b1520 <= 0 e1625: x81 - 45 b1521 <= 0 e1626: x82 - 45 b1522 <= 0 e1627: x83 - 45 b1523 <= 0 e1628: x84 - 45 b1524 <= 0 e1629: x85 - 45 b1525 <= 0 e1630: x86 - 45 b1526 <= 0 e1631: x87 - 45 b1527 <= 0 e1632: x88 - 45 b1528 <= 0 e1633: x89 - 45 b1529 <= 0 e1634: x90 - 45 b1530 <= 0 e1635: x91 - 45 b1531 <= 0 e1636: x92 - 45 b1532 <= 0 e1637: x93 - 45 b1533 <= 0 e1638: x94 - 45 b1534 <= 0 e1639: x95 - 45 b1535 <= 0 e1640: x96 - 45 b1536 <= 0 e1641: x97 - 45 b1537 <= 0 e1642: x98 - 97 b1394 <= 0 e1643: x99 - 97 b1395 <= 0 e1644: x100 - 97 b1396 <= 0 e1645: x101 - 97 b1397 <= 0 e1646: x102 - 97 b1398 <= 0 e1647: x103 - 97 b1399 <= 0 e1648: x104 - 97 b1400 <= 0 e1649: x105 - 97 b1401 <= 0 e1650: x106 - 97 b1402 <= 0 e1651: x107 - 97 b1403 <= 0 e1652: x108 - 97 b1404 <= 0 e1653: x109 - 97 b1405 <= 0 e1654: x110 - 97 b1406 <= 0 e1655: x111 - 97 b1407 <= 0 e1656: x112 - 97 b1408 <= 0 e1657: x113 - 97 b1409 <= 0 e1658: x114 - 97 b1410 <= 0 e1659: x115 - 97 b1411 <= 0 e1660: x116 - 97 b1412 <= 0 e1661: x117 - 97 b1413 <= 0 e1662: x118 - 97 b1414 <= 0 e1663: x119 - 97 b1415 <= 0 e1664: x120 - 97 b1416 <= 0 e1665: x121 - 97 b1417 <= 0 e1666: x122 - 97 b1418 <= 0 e1667: x123 - 97 b1419 <= 0 e1668: x124 - 97 b1420 <= 0 e1669: x125 - 97 b1421 <= 0 e1670: x126 - 97 b1422 <= 0 e1671: x127 - 97 b1423 <= 0 e1672: x128 - 97 b1424 <= 0 e1673: x129 - 97 b1425 <= 0 e1674: x130 - 97 b1426 <= 0 e1675: x131 - 97 b1427 <= 0 e1676: x132 - 97 b1428 <= 0 e1677: x133 - 97 b1429 <= 0 e1678: x134 - 97 b1430 <= 0 e1679: x135 - 97 b1431 <= 0 e1680: x136 - 97 b1432 <= 0 e1681: x137 - 97 b1433 <= 0 e1682: x138 - 97 b1434 <= 0 e1683: x139 - 97 b1435 <= 0 e1684: x140 - 97 b1436 <= 0 e1685: x141 - 97 b1437 <= 0 e1686: x142 - 97 b1438 <= 0 e1687: x143 - 97 b1439 <= 0 e1688: x144 - 97 b1440 <= 0 e1689: x145 - 97 b1441 <= 0 e1690: x146 - 19 b1298 <= 0 e1691: x147 - 19 b1299 <= 0 e1692: x148 - 19 b1300 <= 0 e1693: x149 - 19 b1301 <= 0 e1694: x150 - 19 b1302 <= 0 e1695: x151 - 19 b1303 <= 0 e1696: x152 - 19 b1304 <= 0 e1697: x153 - 19 b1305 <= 0 e1698: x154 - 19 b1306 <= 0 e1699: x155 - 19 b1307 <= 0 e1700: x156 - 19 b1308 <= 0 e1701: x157 - 19 b1309 <= 0 e1702: x158 - 19 b1310 <= 0 e1703: x159 - 19 b1311 <= 0 e1704: x160 - 19 b1312 <= 0 e1705: x161 - 19 b1313 <= 0 e1706: x162 - 19 b1314 <= 0 e1707: x163 - 19 b1315 <= 0 e1708: x164 - 19 b1316 <= 0 e1709: x165 - 19 b1317 <= 0 e1710: x166 - 19 b1318 <= 0 e1711: x167 - 19 b1319 <= 0 e1712: x168 - 19 b1320 <= 0 e1713: x169 - 19 b1321 <= 0 e1714: x170 - 19 b1322 <= 0 e1715: x171 - 19 b1323 <= 0 e1716: x172 - 19 b1324 <= 0 e1717: x173 - 19 b1325 <= 0 e1718: x174 - 19 b1326 <= 0 e1719: x175 - 19 b1327 <= 0 e1720: x176 - 19 b1328 <= 0 e1721: x177 - 19 b1329 <= 0 e1722: x178 - 19 b1330 <= 0 e1723: x179 - 19 b1331 <= 0 e1724: x180 - 19 b1332 <= 0 e1725: x181 - 19 b1333 <= 0 e1726: x182 - 19 b1334 <= 0 e1727: x183 - 19 b1335 <= 0 e1728: x184 - 19 b1336 <= 0 e1729: x185 - 19 b1337 <= 0 e1730: x186 - 19 b1338 <= 0 e1731: x187 - 19 b1339 <= 0 e1732: x188 - 19 b1340 <= 0 e1733: x189 - 19 b1341 <= 0 e1734: x190 - 19 b1342 <= 0 e1735: x191 - 19 b1343 <= 0 e1736: x192 - 19 b1344 <= 0 e1737: x193 - 19 b1345 <= 0 e1738: x194 - 19 b1346 <= 0 e1739: x195 - 19 b1347 <= 0 e1740: x196 - 19 b1348 <= 0 e1741: x197 - 19 b1349 <= 0 e1742: x198 - 19 b1350 <= 0 e1743: x199 - 19 b1351 <= 0 e1744: x200 - 19 b1352 <= 0 e1745: x201 - 19 b1353 <= 0 e1746: x202 - 19 b1354 <= 0 e1747: x203 - 19 b1355 <= 0 e1748: x204 - 19 b1356 <= 0 e1749: x205 - 19 b1357 <= 0 e1750: x206 - 19 b1358 <= 0 e1751: x207 - 19 b1359 <= 0 e1752: x208 - 19 b1360 <= 0 e1753: x209 - 19 b1361 <= 0 e1754: x210 - 19 b1362 <= 0 e1755: x211 - 19 b1363 <= 0 e1756: x212 - 19 b1364 <= 0 e1757: x213 - 19 b1365 <= 0 e1758: x214 - 19 b1366 <= 0 e1759: x215 - 19 b1367 <= 0 e1760: x216 - 19 b1368 <= 0 e1761: x217 - 19 b1369 <= 0 e1762: x218 - 19 b1370 <= 0 e1763: x219 - 19 b1371 <= 0 e1764: x220 - 19 b1372 <= 0 e1765: x221 - 19 b1373 <= 0 e1766: x222 - 19 b1374 <= 0 e1767: x223 - 19 b1375 <= 0 e1768: x224 - 19 b1376 <= 0 e1769: x225 - 19 b1377 <= 0 e1770: x226 - 19 b1378 <= 0 e1771: x227 - 19 b1379 <= 0 e1772: x228 - 19 b1380 <= 0 e1773: x229 - 19 b1381 <= 0 e1774: x230 - 19 b1382 <= 0 e1775: x231 - 19 b1383 <= 0 e1776: x232 - 19 b1384 <= 0 e1777: x233 - 19 b1385 <= 0 e1778: x234 - 19 b1386 <= 0 e1779: x235 - 19 b1387 <= 0 e1780: x236 - 19 b1388 <= 0 e1781: x237 - 19 b1389 <= 0 e1782: x238 - 19 b1390 <= 0 e1783: x239 - 19 b1391 <= 0 e1784: x240 - 19 b1392 <= 0 e1785: x241 - 19 b1393 <= 0 e1786: - x338 + 7.23816 b1394 <= 0 e1787: - x339 + 7.22483 b1395 <= 0 e1788: - x340 + 7.21817 b1396 <= 0 e1789: - x341 + 7.20485 b1397 <= 0 e1790: - x342 + 7.19819 b1398 <= 0 e1791: - x343 + 7.19153 b1399 <= 0 e1792: - x344 + 7.19819 b1400 <= 0 e1793: - x345 + 7.21151 b1401 <= 0 e1794: - x346 + 7.24482 b1402 <= 0 e1795: - x347 + 7.31142 b1403 <= 0 e1796: - x348 + 7.418 b1404 <= 0 e1797: - x349 + 7.53789 b1405 <= 0 e1798: - x350 + 7.67777 b1406 <= 0 e1799: - x351 + 7.71107 b1407 <= 0 e1800: - x352 + 7.61116 b1408 <= 0 e1801: - x353 + 7.58452 b1409 <= 0 e1802: - x354 + 7.53123 b1410 <= 0 e1803: - x355 + 7.44464 b1411 <= 0 e1804: - x356 + 7.39135 b1412 <= 0 e1805: - x357 + 7.36471 b1413 <= 0 e1806: - x358 + 7.33807 b1414 <= 0 e1807: - x359 + 7.31142 b1415 <= 0 e1808: - x360 + 7.29144 b1416 <= 0 e1809: - x361 + 7.27146 b1417 <= 0 e1810: - x362 + 7.37137 b1418 <= 0 e1811: - x363 + 7.42466 b1419 <= 0 e1812: - x364 + 7.48461 b1420 <= 0 e1813: - x365 + 7.53789 b1421 <= 0 e1814: - x366 + 7.59784 b1422 <= 0 e1815: - x367 + 7.59118 b1423 <= 0 e1816: - x368 + 7.59784 b1424 <= 0 e1817: - x369 + 7.67777 b1425 <= 0 e1818: - x370 + 7.71107 b1426 <= 0 e1819: - x371 + 7.84429 b1427 <= 0 e1820: - x372 + 7.88425 b1428 <= 0 e1821: - x373 + 7.93754 b1429 <= 0 e1822: - x374 + 8.07742 b1430 <= 0 e1823: - x375 + 8.17733 b1431 <= 0 e1824: - x376 + 8.14403 b1432 <= 0 e1825: - x377 + 8.05078 b1433 <= 0 e1826: - x378 + 7.99749 b1434 <= 0 e1827: - x379 + 7.84429 b1435 <= 0 e1828: - x380 + 7.72439 b1436 <= 0 e1829: - x381 + 7.69775 b1437 <= 0 e1830: - x382 + 7.6045 b1438 <= 0 e1831: - x383 + 7.64447 b1439 <= 0 e1832: - x384 + 7.62448 b1440 <= 0 e1833: - x385 + 7.27146 b1441 <= 0 e1834: - x386 + 2.17406 b1298 <= 0 e1835: - x387 + 2.17396 b1299 <= 0 e1836: - x388 + 2.1739 b1300 <= 0 e1837: - x389 + 2.1738 b1301 <= 0 e1838: - x390 + 2.17375 b1302 <= 0 e1839: - x391 + 2.17369 b1303 <= 0 e1840: - x392 + 2.17375 b1304 <= 0 e1841: - x393 + 2.17385 b1305 <= 0 e1842: - x394 + 2.17411 b1306 <= 0 e1843: - x395 + 2.17464 b1307 <= 0 e1844: - x396 + 2.17549 b1308 <= 0 e1845: - x397 + 2.17644 b1309 <= 0 e1846: - x398 + 2.17755 b1310 <= 0 e1847: - x399 + 2.17781 b1311 <= 0 e1848: - x400 + 2.17702 b1312 <= 0 e1849: - x401 + 2.17681 b1313 <= 0 e1850: - x402 + 2.17639 b1314 <= 0 e1851: - x403 + 2.1757 b1315 <= 0 e1852: - x404 + 2.17528 b1316 <= 0 e1853: - x405 + 2.17507 b1317 <= 0 e1854: - x406 + 2.17485 b1318 <= 0 e1855: - x407 + 2.17464 b1319 <= 0 e1856: - x408 + 2.17448 b1320 <= 0 e1857: - x409 + 2.17433 b1321 <= 0 e1858: - x410 + 2.17512 b1322 <= 0 e1859: - x411 + 2.17554 b1323 <= 0 e1860: - x412 + 2.17602 b1324 <= 0 e1861: - x413 + 2.17644 b1325 <= 0 e1862: - x414 + 2.17691 b1326 <= 0 e1863: - x415 + 2.17686 b1327 <= 0 e1864: - x416 + 2.17691 b1328 <= 0 e1865: - x417 + 2.17755 b1329 <= 0 e1866: - x418 + 2.17781 b1330 <= 0 e1867: - x419 + 2.17887 b1331 <= 0 e1868: - x420 + 2.17919 b1332 <= 0 e1869: - x421 + 2.17961 b1333 <= 0 e1870: - x422 + 2.18072 b1334 <= 0 e1871: - x423 + 2.18151 b1335 <= 0 e1872: - x424 + 2.18125 b1336 <= 0 e1873: - x425 + 2.18051 b1337 <= 0 e1874: - x426 + 2.18008 b1338 <= 0 e1875: - x427 + 2.17887 b1339 <= 0 e1876: - x428 + 2.17792 b1340 <= 0 e1877: - x429 + 2.17771 b1341 <= 0 e1878: - x430 + 2.17697 b1342 <= 0 e1879: - x431 + 2.17728 b1343 <= 0 e1880: - x432 + 2.17713 b1344 <= 0 e1881: - x433 + 2.17433 b1345 <= 0 e1882: - x434 + 2.17406 b1346 <= 0 e1883: - x435 + 2.17396 b1347 <= 0 e1884: - x436 + 2.1739 b1348 <= 0 e1885: - x437 + 2.1738 b1349 <= 0 e1886: - x438 + 2.17375 b1350 <= 0 e1887: - x439 + 2.17369 b1351 <= 0 e1888: - x440 + 2.17375 b1352 <= 0 e1889: - x441 + 2.17385 b1353 <= 0 e1890: - x442 + 2.17411 b1354 <= 0 e1891: - x443 + 2.17464 b1355 <= 0 e1892: - x444 + 2.17549 b1356 <= 0 e1893: - x445 + 2.17644 b1357 <= 0 e1894: - x446 + 2.17755 b1358 <= 0 e1895: - x447 + 2.17781 b1359 <= 0 e1896: - x448 + 2.17702 b1360 <= 0 e1897: - x449 + 2.17681 b1361 <= 0 e1898: - x450 + 2.17639 b1362 <= 0 e1899: - x451 + 2.1757 b1363 <= 0 e1900: - x452 + 2.17528 b1364 <= 0 e1901: - x453 + 2.17507 b1365 <= 0 e1902: - x454 + 2.17485 b1366 <= 0 e1903: - x455 + 2.17464 b1367 <= 0 e1904: - x456 + 2.17448 b1368 <= 0 e1905: - x457 + 2.17433 b1369 <= 0 e1906: - x458 + 2.17512 b1370 <= 0 e1907: - x459 + 2.17554 b1371 <= 0 e1908: - x460 + 2.17602 b1372 <= 0 e1909: - x461 + 2.17644 b1373 <= 0 e1910: - x462 + 2.17691 b1374 <= 0 e1911: - x463 + 2.17686 b1375 <= 0 e1912: - x464 + 2.17691 b1376 <= 0 e1913: - x465 + 2.17755 b1377 <= 0 e1914: - x466 + 2.17781 b1378 <= 0 e1915: - x467 + 2.17887 b1379 <= 0 e1916: - x468 + 2.17919 b1380 <= 0 e1917: - x469 + 2.17961 b1381 <= 0 e1918: - x470 + 2.18072 b1382 <= 0 e1919: - x471 + 2.18151 b1383 <= 0 e1920: - x472 + 2.18125 b1384 <= 0 e1921: - x473 + 2.18051 b1385 <= 0 e1922: - x474 + 2.18008 b1386 <= 0 e1923: - x475 + 2.17887 b1387 <= 0 e1924: - x476 + 2.17792 b1388 <= 0 e1925: - x477 + 2.17771 b1389 <= 0 e1926: - x478 + 2.17697 b1390 <= 0 e1927: - x479 + 2.17728 b1391 <= 0 e1928: - x480 + 2.17713 b1392 <= 0 e1929: - x481 + 2.17433 b1393 <= 0 e1930: x338 - 17.3082 b1394 <= 0 e1931: x339 - 17.303 b1395 <= 0 e1932: x340 - 17.3004 b1396 <= 0 e1933: x341 - 17.2951 b1397 <= 0 e1934: x342 - 17.2925 b1398 <= 0 e1935: x343 - 17.2899 b1399 <= 0 e1936: x344 - 17.2925 b1400 <= 0 e1937: x345 - 17.2978 b1401 <= 0 e1938: x346 - 17.3109 b1402 <= 0 e1939: x347 - 17.3371 b1403 <= 0 e1940: x348 - 17.379 b1404 <= 0 e1941: x349 - 17.4262 b1405 <= 0 e1942: x350 - 17.4812 b1406 <= 0 e1943: x351 - 17.4943 b1407 <= 0 e1944: x352 - 17.455 b1408 <= 0 e1945: x353 - 17.4445 b1409 <= 0 e1946: x354 - 17.4236 b1410 <= 0 e1947: x355 - 17.3895 b1411 <= 0 e1948: x356 - 17.3685 b1412 <= 0 e1949: x357 - 17.358 b1413 <= 0 e1950: x358 - 17.3476 b1414 <= 0 e1951: x359 - 17.3371 b1415 <= 0 e1952: x360 - 17.3292 b1416 <= 0 e1953: x361 - 17.3213 b1417 <= 0 e1954: x362 - 17.3607 b1418 <= 0 e1955: x363 - 17.3816 b1419 <= 0 e1956: x364 - 17.4052 b1420 <= 0 e1957: x365 - 17.4262 b1421 <= 0 e1958: x366 - 17.4498 b1422 <= 0 e1959: x367 - 17.4472 b1423 <= 0 e1960: x368 - 17.4498 b1424 <= 0 e1961: x369 - 17.4812 b1425 <= 0 e1962: x370 - 17.4943 b1426 <= 0 e1963: x371 - 17.5468 b1427 <= 0 e1964: x372 - 17.5625 b1428 <= 0 e1965: x373 - 17.5834 b1429 <= 0 e1966: x374 - 17.6385 b1430 <= 0 e1967: x375 - 17.6778 b1431 <= 0 e1968: x376 - 17.6647 b1432 <= 0 e1969: x377 - 17.628 b1433 <= 0 e1970: x378 - 17.607 b1434 <= 0 e1971: x379 - 17.5468 b1435 <= 0 e1972: x380 - 17.4996 b1436 <= 0 e1973: x381 - 17.4891 b1437 <= 0 e1974: x382 - 17.4524 b1438 <= 0 e1975: x383 - 17.4681 b1439 <= 0 e1976: x384 - 17.4603 b1440 <= 0 e1977: x385 - 17.3213 b1441 <= 0 e1978: x386 - 7.00999 b1298 <= 0 e1979: x387 - 7.00904 b1299 <= 0 e1980: x388 - 7.00857 b1300 <= 0 e1981: x389 - 7.00762 b1301 <= 0 e1982: x390 - 7.00714 b1302 <= 0 e1983: x391 - 7.00667 b1303 <= 0 e1984: x392 - 7.00714 b1304 <= 0 e1985: x393 - 7.00809 b1305 <= 0 e1986: x394 - 7.01047 b1306 <= 0 e1987: x395 - 7.01522 b1307 <= 0 e1988: x396 - 7.02282 b1308 <= 0 e1989: x397 - 7.03137 b1309 <= 0 e1990: x398 - 7.04134 b1310 <= 0 e1991: x399 - 7.04371 b1311 <= 0 e1992: x400 - 7.03659 b1312 <= 0 e1993: x401 - 7.03469 b1313 <= 0 e1994: x402 - 7.03089 b1314 <= 0 e1995: x403 - 7.02472 b1315 <= 0 e1996: x404 - 7.02092 b1316 <= 0 e1997: x405 - 7.01902 b1317 <= 0 e1998: x406 - 7.01712 b1318 <= 0 e1999: x407 - 7.01522 b1319 <= 0 e2000: x408 - 7.01379 b1320 <= 0 e2001: x409 - 7.01237 b1321 <= 0 e2002: x410 - 7.01949 b1322 <= 0 e2003: x411 - 7.02329 b1323 <= 0 e2004: x412 - 7.02757 b1324 <= 0 e2005: x413 - 7.03137 b1325 <= 0 e2006: x414 - 7.03564 b1326 <= 0 e2007: x415 - 7.03516 b1327 <= 0 e2008: x416 - 7.03564 b1328 <= 0 e2009: x417 - 7.04134 b1329 <= 0 e2010: x418 - 7.04371 b1330 <= 0 e2011: x419 - 7.05321 b1331 <= 0 e2012: x420 - 7.05606 b1332 <= 0 e2013: x421 - 7.05986 b1333 <= 0 e2014: x422 - 7.06983 b1334 <= 0 e2015: x423 - 7.07696 b1335 <= 0 e2016: x424 - 7.07458 b1336 <= 0 e2017: x425 - 7.06793 b1337 <= 0 e2018: x426 - 7.06413 b1338 <= 0 e2019: x427 - 7.05321 b1339 <= 0 e2020: x428 - 7.04466 b1340 <= 0 e2021: x429 - 7.04276 b1341 <= 0 e2022: x430 - 7.03611 b1342 <= 0 e2023: x431 - 7.03896 b1343 <= 0 e2024: x432 - 7.03754 b1344 <= 0 e2025: x433 - 7.01237 b1345 <= 0 e2026: x434 - 7.00999 b1346 <= 0 e2027: x435 - 7.00904 b1347 <= 0 e2028: x436 - 7.00857 b1348 <= 0 e2029: x437 - 7.00762 b1349 <= 0 e2030: x438 - 7.00714 b1350 <= 0 e2031: x439 - 7.00667 b1351 <= 0 e2032: x440 - 7.00714 b1352 <= 0 e2033: x441 - 7.00809 b1353 <= 0 e2034: x442 - 7.01047 b1354 <= 0 e2035: x443 - 7.01522 b1355 <= 0 e2036: x444 - 7.02282 b1356 <= 0 e2037: x445 - 7.03137 b1357 <= 0 e2038: x446 - 7.04134 b1358 <= 0 e2039: x447 - 7.04371 b1359 <= 0 e2040: x448 - 7.03659 b1360 <= 0 e2041: x449 - 7.03469 b1361 <= 0 e2042: x450 - 7.03089 b1362 <= 0 e2043: x451 - 7.02472 b1363 <= 0 e2044: x452 - 7.02092 b1364 <= 0 e2045: x453 - 7.01902 b1365 <= 0 e2046: x454 - 7.01712 b1366 <= 0 e2047: x455 - 7.01522 b1367 <= 0 e2048: x456 - 7.01379 b1368 <= 0 e2049: x457 - 7.01237 b1369 <= 0 e2050: x458 - 7.01949 b1370 <= 0 e2051: x459 - 7.02329 b1371 <= 0 e2052: x460 - 7.02757 b1372 <= 0 e2053: x461 - 7.03137 b1373 <= 0 e2054: x462 - 7.03564 b1374 <= 0 e2055: x463 - 7.03516 b1375 <= 0 e2056: x464 - 7.03564 b1376 <= 0 e2057: x465 - 7.04134 b1377 <= 0 e2058: x466 - 7.04371 b1378 <= 0 e2059: x467 - 7.05321 b1379 <= 0 e2060: x468 - 7.05606 b1380 <= 0 e2061: x469 - 7.05986 b1381 <= 0 e2062: x470 - 7.06983 b1382 <= 0 e2063: x471 - 7.07696 b1383 <= 0 e2064: x472 - 7.07458 b1384 <= 0 e2065: x473 - 7.06793 b1385 <= 0 e2066: x474 - 7.06413 b1386 <= 0 e2067: x475 - 7.05321 b1387 <= 0 e2068: x476 - 7.04466 b1388 <= 0 e2069: x477 - 7.04276 b1389 <= 0 e2070: x478 - 7.03611 b1390 <= 0 e2071: x479 - 7.03896 b1391 <= 0 e2072: x480 - 7.03754 b1392 <= 0 e2073: x481 - 7.01237 b1393 <= 0 e2074: - x722 <= 0 e2075: - x723 <= 0 e2076: - x724 <= 0 e2077: - x725 <= 0 e2078: - x726 <= 0 e2079: - x727 <= 0 e2080: - x728 <= 0 e2081: - x729 <= 0 e2082: - x730 <= 0 e2083: - x731 <= 0 e2084: - x732 <= 0 e2085: - x733 <= 0 e2086: - x734 <= 0 e2087: - x735 <= 0 e2088: - x736 <= 0 e2089: - x737 <= 0 e2090: - x738 <= 0 e2091: - x739 <= 0 e2092: - x740 <= 0 e2093: - x741 <= 0 e2094: - x742 <= 0 e2095: - x743 <= 0 e2096: - x744 <= 0 e2097: - x745 <= 0 e2098: - x746 <= 0 e2099: - x747 <= 0 e2100: - x748 <= 0 e2101: - x749 <= 0 e2102: - x750 <= 0 e2103: - x751 <= 0 e2104: - x752 <= 0 e2105: - x753 <= 0 e2106: - x754 <= 0 e2107: - x755 <= 0 e2108: - x756 <= 0 e2109: - x757 <= 0 e2110: - x758 <= 0 e2111: - x759 <= 0 e2112: - x760 <= 0 e2113: - x761 <= 0 e2114: - x762 <= 0 e2115: - x763 <= 0 e2116: - x764 <= 0 e2117: - x765 <= 0 e2118: - x766 <= 0 e2119: - x767 <= 0 e2120: - x768 <= 0 e2121: - x769 <= 0 e2122: - x770 <= 0 e2123: - x771 <= 0 e2124: - x772 <= 0 e2125: - x773 <= 0 e2126: - x774 <= 0 e2127: - x775 <= 0 e2128: - x776 <= 0 e2129: - x777 <= 0 e2130: - x778 <= 0 e2131: - x779 <= 0 e2132: - x780 <= 0 e2133: - x781 <= 0 e2134: - x782 <= 0 e2135: - x783 <= 0 e2136: - x784 <= 0 e2137: - x785 <= 0 e2138: - x786 <= 0 e2139: - x787 <= 0 e2140: - x788 <= 0 e2141: - x789 <= 0 e2142: - x790 <= 0 e2143: - x791 <= 0 e2144: - x792 <= 0 e2145: - x793 <= 0 e2146: - x794 <= 0 e2147: - x795 <= 0 e2148: - x796 <= 0 e2149: - x797 <= 0 e2150: - x798 <= 0 e2151: - x799 <= 0 e2152: - x800 <= 0 e2153: - x801 <= 0 e2154: - x802 <= 0 e2155: - x803 <= 0 e2156: - x804 <= 0 e2157: - x805 <= 0 e2158: - x806 <= 0 e2159: - x807 <= 0 e2160: - x808 <= 0 e2161: - x809 <= 0 e2162: - x810 <= 0 e2163: - x811 <= 0 e2164: - x812 <= 0 e2165: - x813 <= 0 e2166: - x814 <= 0 e2167: - x815 <= 0 e2168: - x816 <= 0 e2169: - x817 <= 0 e2170: - x818 <= 0 e2171: - x819 <= 0 e2172: - x820 <= 0 e2173: - x821 <= 0 e2174: - x822 <= 0 e2175: - x823 <= 0 e2176: - x824 <= 0 e2177: - x825 <= 0 e2178: - x826 <= 0 e2179: - x827 <= 0 e2180: - x828 <= 0 e2181: - x829 <= 0 e2182: - x830 <= 0 e2183: - x831 <= 0 e2184: - x832 <= 0 e2185: - x833 <= 0 e2186: - x834 <= 0 e2187: - x835 <= 0 e2188: - x836 <= 0 e2189: - x837 <= 0 e2190: - x838 <= 0 e2191: - x839 <= 0 e2192: - x840 <= 0 e2193: - x841 <= 0 e2194: - x842 <= 0 e2195: - x843 <= 0 e2196: - x844 <= 0 e2197: - x845 <= 0 e2198: - x846 <= 0 e2199: - x847 <= 0 e2200: - x848 <= 0 e2201: - x849 <= 0 e2202: - x850 <= 0 e2203: - x851 <= 0 e2204: - x852 <= 0 e2205: - x853 <= 0 e2206: - x854 <= 0 e2207: - x855 <= 0 e2208: - x856 <= 0 e2209: - x857 <= 0 e2210: - x858 <= 0 e2211: - x859 <= 0 e2212: - x860 <= 0 e2213: - x861 <= 0 e2214: - x862 <= 0 e2215: - x863 <= 0 e2216: - x864 <= 0 e2217: - x865 <= 0 e2218: x722 <= 0 e2219: x723 <= 0 e2220: x724 <= 0 e2221: x725 <= 0 e2222: x726 <= 0 e2223: x727 <= 0 e2224: x728 <= 0 e2225: x729 <= 0 e2226: x730 <= 0 e2227: x731 <= 0 e2228: x732 <= 0 e2229: x733 <= 0 e2230: x734 <= 0 e2231: x735 <= 0 e2232: x736 <= 0 e2233: x737 <= 0 e2234: x738 <= 0 e2235: x739 <= 0 e2236: x740 <= 0 e2237: x741 <= 0 e2238: x742 <= 0 e2239: x743 <= 0 e2240: x744 <= 0 e2241: x745 <= 0 e2242: x746 <= 0 e2243: x747 <= 0 e2244: x748 <= 0 e2245: x749 <= 0 e2246: x750 <= 0 e2247: x751 <= 0 e2248: x752 <= 0 e2249: x753 <= 0 e2250: x754 <= 0 e2251: x755 <= 0 e2252: x756 <= 0 e2253: x757 <= 0 e2254: x758 <= 0 e2255: x759 <= 0 e2256: x760 <= 0 e2257: x761 <= 0 e2258: x762 <= 0 e2259: x763 <= 0 e2260: x764 <= 0 e2261: x765 <= 0 e2262: x766 <= 0 e2263: x767 <= 0 e2264: x768 <= 0 e2265: x769 <= 0 e2266: x770 <= 0 e2267: x771 <= 0 e2268: x772 <= 0 e2269: x773 <= 0 e2270: x774 <= 0 e2271: x775 <= 0 e2272: x776 <= 0 e2273: x777 <= 0 e2274: x778 <= 0 e2275: x779 <= 0 e2276: x780 <= 0 e2277: x781 <= 0 e2278: x782 <= 0 e2279: x783 <= 0 e2280: x784 <= 0 e2281: x785 <= 0 e2282: x786 <= 0 e2283: x787 <= 0 e2284: x788 <= 0 e2285: x789 <= 0 e2286: x790 <= 0 e2287: x791 <= 0 e2288: x792 <= 0 e2289: x793 <= 0 e2290: x794 <= 0 e2291: x795 <= 0 e2292: x796 <= 0 e2293: x797 <= 0 e2294: x798 <= 0 e2295: x799 <= 0 e2296: x800 <= 0 e2297: x801 <= 0 e2298: x802 <= 0 e2299: x803 <= 0 e2300: x804 <= 0 e2301: x805 <= 0 e2302: x806 <= 0 e2303: x807 <= 0 e2304: x808 <= 0 e2305: x809 <= 0 e2306: x810 <= 0 e2307: x811 <= 0 e2308: x812 <= 0 e2309: x813 <= 0 e2310: x814 <= 0 e2311: x815 <= 0 e2312: x816 <= 0 e2313: x817 <= 0 e2314: x818 <= 0 e2315: x819 <= 0 e2316: x820 <= 0 e2317: x821 <= 0 e2318: x822 <= 0 e2319: x823 <= 0 e2320: x824 <= 0 e2321: x825 <= 0 e2322: x826 <= 0 e2323: x827 <= 0 e2324: x828 <= 0 e2325: x829 <= 0 e2326: x830 <= 0 e2327: x831 <= 0 e2328: x832 <= 0 e2329: x833 <= 0 e2330: x834 <= 0 e2331: x835 <= 0 e2332: x836 <= 0 e2333: x837 <= 0 e2334: x838 <= 0 e2335: x839 <= 0 e2336: x840 <= 0 e2337: x841 <= 0 e2338: x842 <= 0 e2339: x843 <= 0 e2340: x844 <= 0 e2341: x845 <= 0 e2342: x846 <= 0 e2343: x847 <= 0 e2344: x848 <= 0 e2345: x849 <= 0 e2346: x850 <= 0 e2347: x851 <= 0 e2348: x852 <= 0 e2349: x853 <= 0 e2350: x854 <= 0 e2351: x855 <= 0 e2352: x856 <= 0 e2353: x857 <= 0 e2354: x858 <= 0 e2355: x859 <= 0 e2356: x860 <= 0 e2357: x861 <= 0 e2358: x862 <= 0 e2359: x863 <= 0 e2360: x864 <= 0 e2361: x865 <= 0 e2362: - x482 + 2.31802e-2 b1442 <= 0 e2363: - x483 + 2.31802e-2 b1443 <= 0 e2364: - x484 + 2.31802e-2 b1444 <= 0 e2365: - x485 + 2.31802e-2 b1445 <= 0 e2366: - x486 + 2.31802e-2 b1446 <= 0 e2367: - x487 + 2.31802e-2 b1447 <= 0 e2368: - x488 + 2.31802e-2 b1448 <= 0 e2369: - x489 + 2.31802e-2 b1449 <= 0 e2370: - x490 + 2.31802e-2 b1450 <= 0 e2371: - x491 + 2.31802e-2 b1451 <= 0 e2372: - x492 + 2.31802e-2 b1452 <= 0 e2373: - x493 + 2.31802e-2 b1453 <= 0 e2374: - x494 + 2.31802e-2 b1454 <= 0 e2375: - x495 + 2.31802e-2 b1455 <= 0 e2376: - x496 + 2.31802e-2 b1456 <= 0 e2377: - x497 + 2.31802e-2 b1457 <= 0 e2378: - x498 + 2.31802e-2 b1458 <= 0 e2379: - x499 + 2.31802e-2 b1459 <= 0 e2380: - x500 + 2.31802e-2 b1460 <= 0 e2381: - x501 + 2.31802e-2 b1461 <= 0 e2382: - x502 + 2.31802e-2 b1462 <= 0 e2383: - x503 + 2.31802e-2 b1463 <= 0 e2384: - x504 + 2.31802e-2 b1464 <= 0 e2385: - x505 + 2.31802e-2 b1465 <= 0 e2386: - x506 + 2.31802e-2 b1466 <= 0 e2387: - x507 + 2.31802e-2 b1467 <= 0 e2388: - x508 + 2.31802e-2 b1468 <= 0 e2389: - x509 + 2.31802e-2 b1469 <= 0 e2390: - x510 + 2.31802e-2 b1470 <= 0 e2391: - x511 + 2.31802e-2 b1471 <= 0 e2392: - x512 + 2.31802e-2 b1472 <= 0 e2393: - x513 + 2.31802e-2 b1473 <= 0 e2394: - x514 + 2.31802e-2 b1474 <= 0 e2395: - x515 + 2.31802e-2 b1475 <= 0 e2396: - x516 + 2.31802e-2 b1476 <= 0 e2397: - x517 + 2.31802e-2 b1477 <= 0 e2398: - x518 + 2.31802e-2 b1478 <= 0 e2399: - x519 + 2.31802e-2 b1479 <= 0 e2400: - x520 + 2.31802e-2 b1480 <= 0 e2401: - x521 + 2.31802e-2 b1481 <= 0 e2402: - x522 + 2.31802e-2 b1482 <= 0 e2403: - x523 + 2.31802e-2 b1483 <= 0 e2404: - x524 + 2.31802e-2 b1484 <= 0 e2405: - x525 + 2.31802e-2 b1485 <= 0 e2406: - x526 + 2.31802e-2 b1486 <= 0 e2407: - x527 + 2.31802e-2 b1487 <= 0 e2408: - x528 + 2.31802e-2 b1488 <= 0 e2409: - x529 + 2.31802e-2 b1489 <= 0 e2410: - x530 + 2.31802e-2 b1490 <= 0 e2411: - x531 + 2.31802e-2 b1491 <= 0 e2412: - x532 + 2.31802e-2 b1492 <= 0 e2413: - x533 + 2.31802e-2 b1493 <= 0 e2414: - x534 + 2.31802e-2 b1494 <= 0 e2415: - x535 + 2.31802e-2 b1495 <= 0 e2416: - x536 + 2.31802e-2 b1496 <= 0 e2417: - x537 + 2.31802e-2 b1497 <= 0 e2418: - x538 + 2.31802e-2 b1498 <= 0 e2419: - x539 + 2.31802e-2 b1499 <= 0 e2420: - x540 + 2.31802e-2 b1500 <= 0 e2421: - x541 + 2.31802e-2 b1501 <= 0 e2422: - x542 + 2.31802e-2 b1502 <= 0 e2423: - x543 + 2.31802e-2 b1503 <= 0 e2424: - x544 + 2.31802e-2 b1504 <= 0 e2425: - x545 + 2.31802e-2 b1505 <= 0 e2426: - x546 + 2.31802e-2 b1506 <= 0 e2427: - x547 + 2.31802e-2 b1507 <= 0 e2428: - x548 + 2.31802e-2 b1508 <= 0 e2429: - x549 + 2.31802e-2 b1509 <= 0 e2430: - x550 + 2.31802e-2 b1510 <= 0 e2431: - x551 + 2.31802e-2 b1511 <= 0 e2432: - x552 + 2.31802e-2 b1512 <= 0 e2433: - x553 + 2.31802e-2 b1513 <= 0 e2434: - x554 + 2.31802e-2 b1514 <= 0 e2435: - x555 + 2.31802e-2 b1515 <= 0 e2436: - x556 + 2.31802e-2 b1516 <= 0 e2437: - x557 + 2.31802e-2 b1517 <= 0 e2438: - x558 + 2.31802e-2 b1518 <= 0 e2439: - x559 + 2.31802e-2 b1519 <= 0 e2440: - x560 + 2.31802e-2 b1520 <= 0 e2441: - x561 + 2.31802e-2 b1521 <= 0 e2442: - x562 + 2.31802e-2 b1522 <= 0 e2443: - x563 + 2.31802e-2 b1523 <= 0 e2444: - x564 + 2.31802e-2 b1524 <= 0 e2445: - x565 + 2.31802e-2 b1525 <= 0 e2446: - x566 + 2.31802e-2 b1526 <= 0 e2447: - x567 + 2.31802e-2 b1527 <= 0 e2448: - x568 + 2.31802e-2 b1528 <= 0 e2449: - x569 + 2.31802e-2 b1529 <= 0 e2450: - x570 + 2.31802e-2 b1530 <= 0 e2451: - x571 + 2.31802e-2 b1531 <= 0 e2452: - x572 + 2.31802e-2 b1532 <= 0 e2453: - x573 + 2.31802e-2 b1533 <= 0 e2454: - x574 + 2.31802e-2 b1534 <= 0 e2455: - x575 + 2.31802e-2 b1535 <= 0 e2456: - x576 + 2.31802e-2 b1536 <= 0 e2457: - x577 + 2.31802e-2 b1537 <= 0 e2458: - x578 + 10.8589 b1394 <= 0 e2459: - x579 + 10.83 b1395 <= 0 e2460: - x580 + 10.8155 b1396 <= 0 e2461: - x581 + 10.7866 b1397 <= 0 e2462: - x582 + 10.7721 b1398 <= 0 e2463: - x583 + 10.7576 b1399 <= 0 e2464: - x584 + 10.7721 b1400 <= 0 e2465: - x585 + 10.801 b1401 <= 0 e2466: - x586 + 10.8734 b1402 <= 0 e2467: - x587 + 11.018 b1403 <= 0 e2468: - x588 + 11.2495 b1404 <= 0 e2469: - x589 + 11.5099 b1405 <= 0 e2470: - x590 + 11.8136 b1406 <= 0 e2471: - x591 + 11.886 b1407 <= 0 e2472: - x592 + 11.669 b1408 <= 0 e2473: - x593 + 11.6111 b1409 <= 0 e2474: - x594 + 11.4954 b1410 <= 0 e2475: - x595 + 11.3073 b1411 <= 0 e2476: - x596 + 11.1916 b1412 <= 0 e2477: - x597 + 11.1337 b1413 <= 0 e2478: - x598 + 11.0759 b1414 <= 0 e2479: - x599 + 11.018 b1415 <= 0 e2480: - x600 + 10.9746 b1416 <= 0 e2481: - x601 + 10.9312 b1417 <= 0 e2482: - x602 + 11.1482 b1418 <= 0 e2483: - x603 + 11.2639 b1419 <= 0 e2484: - x604 + 11.3941 b1420 <= 0 e2485: - x605 + 11.5099 b1421 <= 0 e2486: - x606 + 11.64 b1422 <= 0 e2487: - x607 + 11.6256 b1423 <= 0 e2488: - x608 + 11.64 b1424 <= 0 e2489: - x609 + 11.8136 b1425 <= 0 e2490: - x610 + 11.886 b1426 <= 0 e2491: - x611 + 12.1753 b1427 <= 0 e2492: - x612 + 12.2621 b1428 <= 0 e2493: - x613 + 12.3778 b1429 <= 0 e2494: - x614 + 12.6815 b1430 <= 0 e2495: - x615 + 12.8985 b1431 <= 0 e2496: - x616 + 12.8262 b1432 <= 0 e2497: - x617 + 12.6237 b1433 <= 0 e2498: - x618 + 12.508 b1434 <= 0 e2499: - x619 + 12.1753 b1435 <= 0 e2500: - x620 + 11.9149 b1436 <= 0 e2501: - x621 + 11.857 b1437 <= 0 e2502: - x622 + 11.6545 b1438 <= 0 e2503: - x623 + 11.7413 b1439 <= 0 e2504: - x624 + 11.6979 b1440 <= 0 e2505: - x625 + 10.9312 b1441 <= 0 e2506: - x626 + 5.3342 b1298 <= 0 e2507: - x627 + 5.33199 b1299 <= 0 e2508: - x628 + 5.33088 b1300 <= 0 e2509: - x629 + 5.32866 b1301 <= 0 e2510: - x630 + 5.32755 b1302 <= 0 e2511: - x631 + 5.32644 b1303 <= 0 e2512: - x632 + 5.32755 b1304 <= 0 e2513: - x633 + 5.32977 b1305 <= 0 e2514: - x634 + 5.33531 b1306 <= 0 e2515: - x635 + 5.34641 b1307 <= 0 e2516: - x636 + 5.36416 b1308 <= 0 e2517: - x637 + 5.38413 b1309 <= 0 e2518: - x638 + 5.40742 b1310 <= 0 e2519: - x639 + 5.41297 b1311 <= 0 e2520: - x640 + 5.39633 b1312 <= 0 e2521: - x641 + 5.39189 b1313 <= 0 e2522: - x642 + 5.38302 b1314 <= 0 e2523: - x643 + 5.36859 b1315 <= 0 e2524: - x644 + 5.35972 b1316 <= 0 e2525: - x645 + 5.35528 b1317 <= 0 e2526: - x646 + 5.35084 b1318 <= 0 e2527: - x647 + 5.34641 b1319 <= 0 e2528: - x648 + 5.34308 b1320 <= 0 e2529: - x649 + 5.33975 b1321 <= 0 e2530: - x650 + 5.35639 b1322 <= 0 e2531: - x651 + 5.36527 b1323 <= 0 e2532: - x652 + 5.37525 b1324 <= 0 e2533: - x653 + 5.38413 b1325 <= 0 e2534: - x654 + 5.39411 b1326 <= 0 e2535: - x655 + 5.393 b1327 <= 0 e2536: - x656 + 5.39411 b1328 <= 0 e2537: - x657 + 5.40742 b1329 <= 0 e2538: - x658 + 5.41297 b1330 <= 0 e2539: - x659 + 5.43516 b1331 <= 0 e2540: - x660 + 5.44181 b1332 <= 0 e2541: - x661 + 5.45069 b1333 <= 0 e2542: - x662 + 5.47398 b1334 <= 0 e2543: - x663 + 5.49063 b1335 <= 0 e2544: - x664 + 5.48508 b1336 <= 0 e2545: - x665 + 5.46955 b1337 <= 0 e2546: - x666 + 5.46067 b1338 <= 0 e2547: - x667 + 5.43516 b1339 <= 0 e2548: - x668 + 5.41519 b1340 <= 0 e2549: - x669 + 5.41075 b1341 <= 0 e2550: - x670 + 5.39522 b1342 <= 0 e2551: - x671 + 5.40188 b1343 <= 0 e2552: - x672 + 5.39855 b1344 <= 0 e2553: - x673 + 5.33975 b1345 <= 0 e2554: - x674 + 5.3342 b1346 <= 0 e2555: - x675 + 5.33199 b1347 <= 0 e2556: - x676 + 5.33088 b1348 <= 0 e2557: - x677 + 5.32866 b1349 <= 0 e2558: - x678 + 5.32755 b1350 <= 0 e2559: - x679 + 5.32644 b1351 <= 0 e2560: - x680 + 5.32755 b1352 <= 0 e2561: - x681 + 5.32977 b1353 <= 0 e2562: - x682 + 5.33531 b1354 <= 0 e2563: - x683 + 5.34641 b1355 <= 0 e2564: - x684 + 5.36416 b1356 <= 0 e2565: - x685 + 5.38413 b1357 <= 0 e2566: - x686 + 5.40742 b1358 <= 0 e2567: - x687 + 5.41297 b1359 <= 0 e2568: - x688 + 5.39633 b1360 <= 0 e2569: - x689 + 5.39189 b1361 <= 0 e2570: - x690 + 5.38302 b1362 <= 0 e2571: - x691 + 5.36859 b1363 <= 0 e2572: - x692 + 5.35972 b1364 <= 0 e2573: - x693 + 5.35528 b1365 <= 0 e2574: - x694 + 5.35084 b1366 <= 0 e2575: - x695 + 5.34641 b1367 <= 0 e2576: - x696 + 5.34308 b1368 <= 0 e2577: - x697 + 5.33975 b1369 <= 0 e2578: - x698 + 5.35639 b1370 <= 0 e2579: - x699 + 5.36527 b1371 <= 0 e2580: - x700 + 5.37525 b1372 <= 0 e2581: - x701 + 5.38413 b1373 <= 0 e2582: - x702 + 5.39411 b1374 <= 0 e2583: - x703 + 5.393 b1375 <= 0 e2584: - x704 + 5.39411 b1376 <= 0 e2585: - x705 + 5.40742 b1377 <= 0 e2586: - x706 + 5.41297 b1378 <= 0 e2587: - x707 + 5.43516 b1379 <= 0 e2588: - x708 + 5.44181 b1380 <= 0 e2589: - x709 + 5.45069 b1381 <= 0 e2590: - x710 + 5.47398 b1382 <= 0 e2591: - x711 + 5.49063 b1383 <= 0 e2592: - x712 + 5.48508 b1384 <= 0 e2593: - x713 + 5.46955 b1385 <= 0 e2594: - x714 + 5.46067 b1386 <= 0 e2595: - x715 + 5.43516 b1387 <= 0 e2596: - x716 + 5.41519 b1388 <= 0 e2597: - x717 + 5.41075 b1389 <= 0 e2598: - x718 + 5.39522 b1390 <= 0 e2599: - x719 + 5.40188 b1391 <= 0 e2600: - x720 + 5.39855 b1392 <= 0 e2601: - x721 + 5.33975 b1393 <= 0 e2602: x482 - 27.932 b1442 <= 0 e2603: x483 - 27.932 b1443 <= 0 e2604: x484 - 27.932 b1444 <= 0 e2605: x485 - 27.932 b1445 <= 0 e2606: x486 - 27.932 b1446 <= 0 e2607: x487 - 27.932 b1447 <= 0 e2608: x488 - 27.932 b1448 <= 0 e2609: x489 - 27.932 b1449 <= 0 e2610: x490 - 27.932 b1450 <= 0 e2611: x491 - 27.932 b1451 <= 0 e2612: x492 - 27.932 b1452 <= 0 e2613: x493 - 27.932 b1453 <= 0 e2614: x494 - 27.932 b1454 <= 0 e2615: x495 - 27.932 b1455 <= 0 e2616: x496 - 27.932 b1456 <= 0 e2617: x497 - 27.932 b1457 <= 0 e2618: x498 - 27.932 b1458 <= 0 e2619: x499 - 27.932 b1459 <= 0 e2620: x500 - 27.932 b1460 <= 0 e2621: x501 - 27.932 b1461 <= 0 e2622: x502 - 27.932 b1462 <= 0 e2623: x503 - 27.932 b1463 <= 0 e2624: x504 - 27.932 b1464 <= 0 e2625: x505 - 27.932 b1465 <= 0 e2626: x506 - 27.932 b1466 <= 0 e2627: x507 - 27.932 b1467 <= 0 e2628: x508 - 27.932 b1468 <= 0 e2629: x509 - 27.932 b1469 <= 0 e2630: x510 - 27.932 b1470 <= 0 e2631: x511 - 27.932 b1471 <= 0 e2632: x512 - 27.932 b1472 <= 0 e2633: x513 - 27.932 b1473 <= 0 e2634: x514 - 27.932 b1474 <= 0 e2635: x515 - 27.932 b1475 <= 0 e2636: x516 - 27.932 b1476 <= 0 e2637: x517 - 27.932 b1477 <= 0 e2638: x518 - 27.932 b1478 <= 0 e2639: x519 - 27.932 b1479 <= 0 e2640: x520 - 27.932 b1480 <= 0 e2641: x521 - 27.932 b1481 <= 0 e2642: x522 - 27.932 b1482 <= 0 e2643: x523 - 27.932 b1483 <= 0 e2644: x524 - 27.932 b1484 <= 0 e2645: x525 - 27.932 b1485 <= 0 e2646: x526 - 27.932 b1486 <= 0 e2647: x527 - 27.932 b1487 <= 0 e2648: x528 - 27.932 b1488 <= 0 e2649: x529 - 27.932 b1489 <= 0 e2650: x530 - 27.932 b1490 <= 0 e2651: x531 - 27.932 b1491 <= 0 e2652: x532 - 27.932 b1492 <= 0 e2653: x533 - 27.932 b1493 <= 0 e2654: x534 - 27.932 b1494 <= 0 e2655: x535 - 27.932 b1495 <= 0 e2656: x536 - 27.932 b1496 <= 0 e2657: x537 - 27.932 b1497 <= 0 e2658: x538 - 27.932 b1498 <= 0 e2659: x539 - 27.932 b1499 <= 0 e2660: x540 - 27.932 b1500 <= 0 e2661: x541 - 27.932 b1501 <= 0 e2662: x542 - 27.932 b1502 <= 0 e2663: x543 - 27.932 b1503 <= 0 e2664: x544 - 27.932 b1504 <= 0 e2665: x545 - 27.932 b1505 <= 0 e2666: x546 - 27.932 b1506 <= 0 e2667: x547 - 27.932 b1507 <= 0 e2668: x548 - 27.932 b1508 <= 0 e2669: x549 - 27.932 b1509 <= 0 e2670: x550 - 27.932 b1510 <= 0 e2671: x551 - 27.932 b1511 <= 0 e2672: x552 - 27.932 b1512 <= 0 e2673: x553 - 27.932 b1513 <= 0 e2674: x554 - 27.932 b1514 <= 0 e2675: x555 - 27.932 b1515 <= 0 e2676: x556 - 27.932 b1516 <= 0 e2677: x557 - 27.932 b1517 <= 0 e2678: x558 - 27.932 b1518 <= 0 e2679: x559 - 27.932 b1519 <= 0 e2680: x560 - 27.932 b1520 <= 0 e2681: x561 - 27.932 b1521 <= 0 e2682: x562 - 27.932 b1522 <= 0 e2683: x563 - 27.932 b1523 <= 0 e2684: x564 - 27.932 b1524 <= 0 e2685: x565 - 27.932 b1525 <= 0 e2686: x566 - 27.932 b1526 <= 0 e2687: x567 - 27.932 b1527 <= 0 e2688: x568 - 27.932 b1528 <= 0 e2689: x569 - 27.932 b1529 <= 0 e2690: x570 - 27.932 b1530 <= 0 e2691: x571 - 27.932 b1531 <= 0 e2692: x572 - 27.932 b1532 <= 0 e2693: x573 - 27.932 b1533 <= 0 e2694: x574 - 27.932 b1534 <= 0 e2695: x575 - 27.932 b1535 <= 0 e2696: x576 - 27.932 b1536 <= 0 e2697: x577 - 27.932 b1537 <= 0 e2698: x578 - 20.4748 b1394 <= 0 e2699: x579 - 20.4596 b1395 <= 0 e2700: x580 - 20.4521 b1396 <= 0 e2701: x581 - 20.4369 b1397 <= 0 e2702: x582 - 20.4293 b1398 <= 0 e2703: x583 - 20.4217 b1399 <= 0 e2704: x584 - 20.4293 b1400 <= 0 e2705: x585 - 20.4445 b1401 <= 0 e2706: x586 - 20.4824 b1402 <= 0 e2707: x587 - 20.5581 b1403 <= 0 e2708: x588 - 20.6794 b1404 <= 0 e2709: x589 - 20.8158 b1405 <= 0 e2710: x590 - 20.975 b1406 <= 0 e2711: x591 - 21.0128 b1407 <= 0 e2712: x592 - 20.8992 b1408 <= 0 e2713: x593 - 20.8689 b1409 <= 0 e2714: x594 - 20.8082 b1410 <= 0 e2715: x595 - 20.7097 b1411 <= 0 e2716: x596 - 20.6491 b1412 <= 0 e2717: x597 - 20.6188 b1413 <= 0 e2718: x598 - 20.5885 b1414 <= 0 e2719: x599 - 20.5581 b1415 <= 0 e2720: x600 - 20.5354 b1416 <= 0 e2721: x601 - 20.5127 b1417 <= 0 e2722: x602 - 20.6264 b1418 <= 0 e2723: x603 - 20.687 b1419 <= 0 e2724: x604 - 20.7552 b1420 <= 0 e2725: x605 - 20.8158 b1421 <= 0 e2726: x606 - 20.884 b1422 <= 0 e2727: x607 - 20.8764 b1423 <= 0 e2728: x608 - 20.884 b1424 <= 0 e2729: x609 - 20.975 b1425 <= 0 e2730: x610 - 21.0128 b1426 <= 0 e2731: x611 - 21.1644 b1427 <= 0 e2732: x612 - 21.2099 b1428 <= 0 e2733: x613 - 21.2705 b1429 <= 0 e2734: x614 - 21.4297 b1430 <= 0 e2735: x615 - 21.5433 b1431 <= 0 e2736: x616 - 21.5054 b1432 <= 0 e2737: x617 - 21.3993 b1433 <= 0 e2738: x618 - 21.3387 b1434 <= 0 e2739: x619 - 21.1644 b1435 <= 0 e2740: x620 - 21.028 b1436 <= 0 e2741: x621 - 20.9977 b1437 <= 0 e2742: x622 - 20.8916 b1438 <= 0 e2743: x623 - 20.9371 b1439 <= 0 e2744: x624 - 20.9143 b1440 <= 0 e2745: x625 - 20.5127 b1441 <= 0 e2746: x626 - 9.12861 b1298 <= 0 e2747: x627 - 9.12706 b1299 <= 0 e2748: x628 - 9.12628 b1300 <= 0 e2749: x629 - 9.12473 b1301 <= 0 e2750: x630 - 9.12396 b1302 <= 0 e2751: x631 - 9.12318 b1303 <= 0 e2752: x632 - 9.12396 b1304 <= 0 e2753: x633 - 9.12551 b1305 <= 0 e2754: x634 - 9.12938 b1306 <= 0 e2755: x635 - 9.13713 b1307 <= 0 e2756: x636 - 9.14954 b1308 <= 0 e2757: x637 - 9.16349 b1309 <= 0 e2758: x638 - 9.17976 b1310 <= 0 e2759: x639 - 9.18364 b1311 <= 0 e2760: x640 - 9.17201 b1312 <= 0 e2761: x641 - 9.16891 b1313 <= 0 e2762: x642 - 9.16271 b1314 <= 0 e2763: x643 - 9.15264 b1315 <= 0 e2764: x644 - 9.14644 b1316 <= 0 e2765: x645 - 9.14334 b1317 <= 0 e2766: x646 - 9.14024 b1318 <= 0 e2767: x647 - 9.13713 b1319 <= 0 e2768: x648 - 9.13481 b1320 <= 0 e2769: x649 - 9.13248 b1321 <= 0 e2770: x650 - 9.14411 b1322 <= 0 e2771: x651 - 9.15031 b1323 <= 0 e2772: x652 - 9.15729 b1324 <= 0 e2773: x653 - 9.16349 b1325 <= 0 e2774: x654 - 9.17046 b1326 <= 0 e2775: x655 - 9.16969 b1327 <= 0 e2776: x656 - 9.17046 b1328 <= 0 e2777: x657 - 9.17976 b1329 <= 0 e2778: x658 - 9.18364 b1330 <= 0 e2779: x659 - 9.19914 b1331 <= 0 e2780: x660 - 9.20379 b1332 <= 0 e2781: x661 - 9.20999 b1333 <= 0 e2782: x662 - 9.22627 b1334 <= 0 e2783: x663 - 9.2379 b1335 <= 0 e2784: x664 - 9.23402 b1336 <= 0 e2785: x665 - 9.22317 b1337 <= 0 e2786: x666 - 9.21697 b1338 <= 0 e2787: x667 - 9.19914 b1339 <= 0 e2788: x668 - 9.18519 b1340 <= 0 e2789: x669 - 9.18209 b1341 <= 0 e2790: x670 - 9.17124 b1342 <= 0 e2791: x671 - 9.17589 b1343 <= 0 e2792: x672 - 9.17356 b1344 <= 0 e2793: x673 - 9.13248 b1345 <= 0 e2794: x674 - 9.12861 b1346 <= 0 e2795: x675 - 9.12706 b1347 <= 0 e2796: x676 - 9.12628 b1348 <= 0 e2797: x677 - 9.12473 b1349 <= 0 e2798: x678 - 9.12396 b1350 <= 0 e2799: x679 - 9.12318 b1351 <= 0 e2800: x680 - 9.12396 b1352 <= 0 e2801: x681 - 9.12551 b1353 <= 0 e2802: x682 - 9.12938 b1354 <= 0 e2803: x683 - 9.13713 b1355 <= 0 e2804: x684 - 9.14954 b1356 <= 0 e2805: x685 - 9.16349 b1357 <= 0 e2806: x686 - 9.17976 b1358 <= 0 e2807: x687 - 9.18364 b1359 <= 0 e2808: x688 - 9.17201 b1360 <= 0 e2809: x689 - 9.16891 b1361 <= 0 e2810: x690 - 9.16271 b1362 <= 0 e2811: x691 - 9.15264 b1363 <= 0 e2812: x692 - 9.14644 b1364 <= 0 e2813: x693 - 9.14334 b1365 <= 0 e2814: x694 - 9.14024 b1366 <= 0 e2815: x695 - 9.13713 b1367 <= 0 e2816: x696 - 9.13481 b1368 <= 0 e2817: x697 - 9.13248 b1369 <= 0 e2818: x698 - 9.14411 b1370 <= 0 e2819: x699 - 9.15031 b1371 <= 0 e2820: x700 - 9.15729 b1372 <= 0 e2821: x701 - 9.16349 b1373 <= 0 e2822: x702 - 9.17046 b1374 <= 0 e2823: x703 - 9.16969 b1375 <= 0 e2824: x704 - 9.17046 b1376 <= 0 e2825: x705 - 9.17976 b1377 <= 0 e2826: x706 - 9.18364 b1378 <= 0 e2827: x707 - 9.19914 b1379 <= 0 e2828: x708 - 9.20379 b1380 <= 0 e2829: x709 - 9.20999 b1381 <= 0 e2830: x710 - 9.22627 b1382 <= 0 e2831: x711 - 9.2379 b1383 <= 0 e2832: x712 - 9.23402 b1384 <= 0 e2833: x713 - 9.22317 b1385 <= 0 e2834: x714 - 9.21697 b1386 <= 0 e2835: x715 - 9.19914 b1387 <= 0 e2836: x716 - 9.18519 b1388 <= 0 e2837: x717 - 9.18209 b1389 <= 0 e2838: x718 - 9.17124 b1390 <= 0 e2839: x719 - 9.17589 b1391 <= 0 e2840: x720 - 9.17356 b1392 <= 0 e2841: x721 - 9.13248 b1393 <= 0 e2842: x770 <= 0 e2843: x771 <= 0 e2844: x772 <= 0 e2845: x773 <= 0 e2846: x774 <= 0 e2847: x775 <= 0 e2848: x776 <= 0 e2849: x777 <= 0 e2850: x778 <= 0 e2851: x779 <= 0 e2852: x780 <= 0 e2853: x781 <= 0 e2854: x782 <= 0 e2855: x783 <= 0 e2856: x784 <= 0 e2857: x785 <= 0 e2858: x786 <= 0 e2859: x787 <= 0 e2860: x788 <= 0 e2861: x789 <= 0 e2862: x790 <= 0 e2863: x791 <= 0 e2864: x792 <= 0 e2865: x793 <= 0 e2866: x794 <= 0 e2867: x795 <= 0 e2868: x796 <= 0 e2869: x797 <= 0 e2870: x798 <= 0 e2871: x799 <= 0 e2872: x800 <= 0 e2873: x801 <= 0 e2874: x802 <= 0 e2875: x803 <= 0 e2876: x804 <= 0 e2877: x805 <= 0 e2878: x806 <= 0 e2879: x807 <= 0 e2880: x808 <= 0 e2881: x809 <= 0 e2882: x810 <= 0 e2883: x811 <= 0 e2884: x812 <= 0 e2885: x813 <= 0 e2886: x814 <= 0 e2887: x815 <= 0 e2888: x816 <= 0 e2889: x817 <= 0 e2890: x818 <= 0 e2891: x819 <= 0 e2892: x820 <= 0 e2893: x821 <= 0 e2894: x822 <= 0 e2895: x823 <= 0 e2896: x824 <= 0 e2897: x825 <= 0 e2898: x826 <= 0 e2899: x827 <= 0 e2900: x828 <= 0 e2901: x829 <= 0 e2902: x830 <= 0 e2903: x831 <= 0 e2904: x832 <= 0 e2905: x833 <= 0 e2906: x834 <= 0 e2907: x835 <= 0 e2908: x836 <= 0 e2909: x837 <= 0 e2910: x838 <= 0 e2911: x839 <= 0 e2912: x840 <= 0 e2913: x841 <= 0 e2914: x842 <= 0 e2915: x843 <= 0 e2916: x844 <= 0 e2917: x845 <= 0 e2918: x846 <= 0 e2919: x847 <= 0 e2920: x848 <= 0 e2921: x849 <= 0 e2922: x850 <= 0 e2923: x851 <= 0 e2924: x852 <= 0 e2925: x853 <= 0 e2926: x854 <= 0 e2927: x855 <= 0 e2928: x856 <= 0 e2929: x857 <= 0 e2930: x858 <= 0 e2931: x859 <= 0 e2932: x860 <= 0 e2933: x861 <= 0 e2934: x862 <= 0 e2935: x863 <= 0 e2936: x864 <= 0 e2937: x865 <= 0 e2938: 9.92753e-2 x626 + .1372 b1298 - 9.13329646017699e-2 x146 b1298 + 1.91656795755345e-3 x146^2 b1298 <= 0 e2939: 9.92753e-2 x627 + .13748 b1299 - 9.13396017699115e-2 x147 b1299 + 1.91656795755345e-3 x147^2 b1299 <= 0 e2940: 9.92753e-2 x628 + .13762 b1300 - 9.13429203539823e-2 x148 b1300 + 1.91656795755345e-3 x148^2 b1300 <= 0 e2941: 9.92753e-2 x629 + .1379 b1301 - 9.13495575221239e-2 x149 b1301 + 1.91656795755345e-3 x149^2 b1301 <= 0 e2942: 9.92753e-2 x630 + .13804 b1302 - 9.13528761061947e-2 x150 b1302 + 1.91656795755345e-3 x150^2 b1302 <= 0 e2943: 9.92753e-2 x631 + .13818 b1303 - 9.13561946902655e-2 x151 b1303 + 1.91656795755345e-3 x151^2 b1303 <= 0 e2944: 9.92753e-2 x632 + .13804 b1304 - 9.13528761061947e-2 x152 b1304 + 1.91656795755345e-3 x152^2 b1304 <= 0 e2945: 9.92753e-2 x633 + .13776 b1305 - 9.13462389380531e-2 x153 b1305 + 1.91656795755345e-3 x153^2 b1305 <= 0 e2946: 9.92753e-2 x634 + .13706 b1306 - 9.13296460176991e-2 x154 b1306 + 1.91656795755345e-3 x154^2 b1306 <= 0 e2947: 9.92753e-2 x635 + .13566 b1307 - 9.12964601769911e-2 x155 b1307 + 1.91656795755345e-3 x155^2 b1307 <= 0 e2948: 9.92753e-2 x636 + .13342 b1308 - 9.12433628318584e-2 x156 b1308 + 1.91656795755345e-3 x156^2 b1308 <= 0 e2949: 9.92753e-2 x637 + .1309 b1309 - 9.11836283185841e-2 x157 b1309 + 1.91656795755345e-3 x157^2 b1309 <= 0 e2950: 9.92753e-2 x638 + .12796 b1310 - 9.11139380530973e-2 x158 b1310 + 1.91656795755345e-3 x158^2 b1310 <= 0 e2951: 9.92753e-2 x639 + .12726 b1311 - 9.10973451327434e-2 x159 b1311 + 1.91656795755345e-3 x159^2 b1311 <= 0 e2952: 9.92753e-2 x640 + .12936 b1312 - 9.11471238938053e-2 x160 b1312 + 1.91656795755345e-3 x160^2 b1312 <= 0 e2953: 9.92753e-2 x641 + .12992 b1313 - 9.11603982300885e-2 x161 b1313 + 1.91656795755345e-3 x161^2 b1313 <= 0 e2954: 9.92753e-2 x642 + .13104 b1314 - 9.11869469026549e-2 x162 b1314 + 1.91656795755345e-3 x162^2 b1314 <= 0 e2955: 9.92753e-2 x643 + .13286 b1315 - 9.12300884955752e-2 x163 b1315 + 1.91656795755345e-3 x163^2 b1315 <= 0 e2956: 9.92753e-2 x644 + .13398 b1316 - 9.12566371681416e-2 x164 b1316 + 1.91656795755345e-3 x164^2 b1316 <= 0 e2957: 9.92753e-2 x645 + .13454 b1317 - 9.12699115044248e-2 x165 b1317 + 1.91656795755345e-3 x165^2 b1317 <= 0 e2958: 9.92753e-2 x646 + .1351 b1318 - 9.1283185840708e-2 x166 b1318 + 1.91656795755345e-3 x166^2 b1318 <= 0 e2959: 9.92753e-2 x647 + .13566 b1319 - 9.12964601769911e-2 x167 b1319 + 1.91656795755345e-3 x167^2 b1319 <= 0 e2960: 9.92753e-2 x648 + .13608 b1320 - 9.13064159292035e-2 x168 b1320 + 1.91656795755345e-3 x168^2 b1320 <= 0 e2961: 9.92753e-2 x649 + .1365 b1321 - 9.13163716814159e-2 x169 b1321 + 1.91656795755345e-3 x169^2 b1321 <= 0 e2962: 9.92753e-2 x650 + .1344 b1322 - 9.1266592920354e-2 x170 b1322 + 1.91656795755345e-3 x170^2 b1322 <= 0 e2963: 9.92753e-2 x651 + .13328 b1323 - 9.12400442477876e-2 x171 b1323 + 1.91656795755345e-3 x171^2 b1323 <= 0 e2964: 9.92753e-2 x652 + .13202 b1324 - 9.12101769911504e-2 x172 b1324 + 1.91656795755345e-3 x172^2 b1324 <= 0 e2965: 9.92753e-2 x653 + .1309 b1325 - 9.11836283185841e-2 x173 b1325 + 1.91656795755345e-3 x173^2 b1325 <= 0 e2966: 9.92753e-2 x654 + .12964 b1326 - 9.11537610619469e-2 x174 b1326 + 1.91656795755345e-3 x174^2 b1326 <= 0 e2967: 9.92753e-2 x655 + .12978 b1327 - 9.11570796460177e-2 x175 b1327 + 1.91656795755345e-3 x175^2 b1327 <= 0 e2968: 9.92753e-2 x656 + .12964 b1328 - 9.11537610619469e-2 x176 b1328 + 1.91656795755345e-3 x176^2 b1328 <= 0 e2969: 9.92753e-2 x657 + .12796 b1329 - 9.11139380530973e-2 x177 b1329 + 1.91656795755345e-3 x177^2 b1329 <= 0 e2970: 9.92753e-2 x658 + .12726 b1330 - 9.10973451327434e-2 x178 b1330 + 1.91656795755345e-3 x178^2 b1330 <= 0 e2971: 9.92753e-2 x659 + .12446 b1331 - 9.10309734513274e-2 x179 b1331 + 1.91656795755345e-3 x179^2 b1331 <= 0 e2972: 9.92753e-2 x660 + .12362 b1332 - 9.10110619469026e-2 x180 b1332 + 1.91656795755345e-3 x180^2 b1332 <= 0 e2973: 9.92753e-2 x661 + .1225 b1333 - 9.09845132743363e-2 x181 b1333 + 1.91656795755345e-3 x181^2 b1333 <= 0 e2974: 9.92753e-2 x662 + .11956 b1334 - 9.09148230088496e-2 x182 b1334 + 1.91656795755345e-3 x182^2 b1334 <= 0 e2975: 9.92753e-2 x663 + .11746 b1335 - 9.08650442477876e-2 x183 b1335 + 1.91656795755345e-3 x183^2 b1335 <= 0 e2976: 9.92753e-2 x664 + .11816 b1336 - 9.08816371681416e-2 x184 b1336 + 1.91656795755345e-3 x184^2 b1336 <= 0 e2977: 9.92753e-2 x665 + .12012 b1337 - 9.09280973451327e-2 x185 b1337 + 1.91656795755345e-3 x185^2 b1337 <= 0 e2978: 9.92753e-2 x666 + .12124 b1338 - 9.09546460176991e-2 x186 b1338 + 1.91656795755345e-3 x186^2 b1338 <= 0 e2979: 9.92753e-2 x667 + .12446 b1339 - 9.10309734513274e-2 x187 b1339 + 1.91656795755345e-3 x187^2 b1339 <= 0 e2980: 9.92753e-2 x668 + .12698 b1340 - 9.10907079646018e-2 x188 b1340 + 1.91656795755345e-3 x188^2 b1340 <= 0 e2981: 9.92753e-2 x669 + .12754 b1341 - 9.11039823008849e-2 x189 b1341 + 1.91656795755345e-3 x189^2 b1341 <= 0 e2982: 9.92753e-2 x670 + .1295 b1342 - 9.11504424778761e-2 x190 b1342 + 1.91656795755345e-3 x190^2 b1342 <= 0 e2983: 9.92753e-2 x671 + .12866 b1343 - 9.11305309734513e-2 x191 b1343 + 1.91656795755345e-3 x191^2 b1343 <= 0 e2984: 9.92753e-2 x672 + .12908 b1344 - 9.11404867256637e-2 x192 b1344 + 1.91656795755345e-3 x192^2 b1344 <= 0 e2985: 9.92753e-2 x673 + .1365 b1345 - 9.13163716814159e-2 x193 b1345 + 1.91656795755345e-3 x193^2 b1345 <= 0 e2986: 9.92753e-2 x674 + .1372 b1346 - 9.13329646017699e-2 x194 b1346 + 1.91656795755345e-3 x194^2 b1346 <= 0 e2987: 9.92753e-2 x675 + .13748 b1347 - 9.13396017699115e-2 x195 b1347 + 1.91656795755345e-3 x195^2 b1347 <= 0 e2988: 9.92753e-2 x676 + .13762 b1348 - 9.13429203539823e-2 x196 b1348 + 1.91656795755345e-3 x196^2 b1348 <= 0 e2989: 9.92753e-2 x677 + .1379 b1349 - 9.13495575221239e-2 x197 b1349 + 1.91656795755345e-3 x197^2 b1349 <= 0 e2990: 9.92753e-2 x678 + .13804 b1350 - 9.13528761061947e-2 x198 b1350 + 1.91656795755345e-3 x198^2 b1350 <= 0 e2991: 9.92753e-2 x679 + .13818 b1351 - 9.13561946902655e-2 x199 b1351 + 1.91656795755345e-3 x199^2 b1351 <= 0 e2992: 9.92753e-2 x680 + .13804 b1352 - 9.13528761061947e-2 x200 b1352 + 1.91656795755345e-3 x200^2 b1352 <= 0 e2993: 9.92753e-2 x681 + .13776 b1353 - 9.13462389380531e-2 x201 b1353 + 1.91656795755345e-3 x201^2 b1353 <= 0 e2994: 9.92753e-2 x682 + .13706 b1354 - 9.13296460176991e-2 x202 b1354 + 1.91656795755345e-3 x202^2 b1354 <= 0 e2995: 9.92753e-2 x683 + .13566 b1355 - 9.12964601769911e-2 x203 b1355 + 1.91656795755345e-3 x203^2 b1355 <= 0 e2996: 9.92753e-2 x684 + .13342 b1356 - 9.12433628318584e-2 x204 b1356 + 1.91656795755345e-3 x204^2 b1356 <= 0 e2997: 9.92753e-2 x685 + .1309 b1357 - 9.11836283185841e-2 x205 b1357 + 1.91656795755345e-3 x205^2 b1357 <= 0 e2998: 9.92753e-2 x686 + .12796 b1358 - 9.11139380530973e-2 x206 b1358 + 1.91656795755345e-3 x206^2 b1358 <= 0 e2999: 9.92753e-2 x687 + .12726 b1359 - 9.10973451327434e-2 x207 b1359 + 1.91656795755345e-3 x207^2 b1359 <= 0 e3000: 9.92753e-2 x688 + .12936 b1360 - 9.11471238938053e-2 x208 b1360 + 1.91656795755345e-3 x208^2 b1360 <= 0 e3001: 9.92753e-2 x689 + .12992 b1361 - 9.11603982300885e-2 x209 b1361 + 1.91656795755345e-3 x209^2 b1361 <= 0 e3002: 9.92753e-2 x690 + .13104 b1362 - 9.11869469026549e-2 x210 b1362 + 1.91656795755345e-3 x210^2 b1362 <= 0 e3003: 9.92753e-2 x691 + .13286 b1363 - 9.12300884955752e-2 x211 b1363 + 1.91656795755345e-3 x211^2 b1363 <= 0 e3004: 9.92753e-2 x692 + .13398 b1364 - 9.12566371681416e-2 x212 b1364 + 1.91656795755345e-3 x212^2 b1364 <= 0 e3005: 9.92753e-2 x693 + .13454 b1365 - 9.12699115044248e-2 x213 b1365 + 1.91656795755345e-3 x213^2 b1365 <= 0 e3006: 9.92753e-2 x694 + .1351 b1366 - 9.1283185840708e-2 x214 b1366 + 1.91656795755345e-3 x214^2 b1366 <= 0 e3007: 9.92753e-2 x695 + .13566 b1367 - 9.12964601769911e-2 x215 b1367 + 1.91656795755345e-3 x215^2 b1367 <= 0 e3008: 9.92753e-2 x696 + .13608 b1368 - 9.13064159292035e-2 x216 b1368 + 1.91656795755345e-3 x216^2 b1368 <= 0 e3009: 9.92753e-2 x697 + .1365 b1369 - 9.13163716814159e-2 x217 b1369 + 1.91656795755345e-3 x217^2 b1369 <= 0 e3010: 9.92753e-2 x698 + .1344 b1370 - 9.1266592920354e-2 x218 b1370 + 1.91656795755345e-3 x218^2 b1370 <= 0 e3011: 9.92753e-2 x699 + .13328 b1371 - 9.12400442477876e-2 x219 b1371 + 1.91656795755345e-3 x219^2 b1371 <= 0 e3012: 9.92753e-2 x700 + .13202 b1372 - 9.12101769911504e-2 x220 b1372 + 1.91656795755345e-3 x220^2 b1372 <= 0 e3013: 9.92753e-2 x701 + .1309 b1373 - 9.11836283185841e-2 x221 b1373 + 1.91656795755345e-3 x221^2 b1373 <= 0 e3014: 9.92753e-2 x702 + .12964 b1374 - 9.11537610619469e-2 x222 b1374 + 1.91656795755345e-3 x222^2 b1374 <= 0 e3015: 9.92753e-2 x703 + .12978 b1375 - 9.11570796460177e-2 x223 b1375 + 1.91656795755345e-3 x223^2 b1375 <= 0 e3016: 9.92753e-2 x704 + .12964 b1376 - 9.11537610619469e-2 x224 b1376 + 1.91656795755345e-3 x224^2 b1376 <= 0 e3017: 9.92753e-2 x705 + .12796 b1377 - 9.11139380530973e-2 x225 b1377 + 1.91656795755345e-3 x225^2 b1377 <= 0 e3018: 9.92753e-2 x706 + .12726 b1378 - 9.10973451327434e-2 x226 b1378 + 1.91656795755345e-3 x226^2 b1378 <= 0 e3019: 9.92753e-2 x707 + .12446 b1379 - 9.10309734513274e-2 x227 b1379 + 1.91656795755345e-3 x227^2 b1379 <= 0 e3020: 9.92753e-2 x708 + .12362 b1380 - 9.10110619469026e-2 x228 b1380 + 1.91656795755345e-3 x228^2 b1380 <= 0 e3021: 9.92753e-2 x709 + .1225 b1381 - 9.09845132743363e-2 x229 b1381 + 1.91656795755345e-3 x229^2 b1381 <= 0 e3022: 9.92753e-2 x710 + .11956 b1382 - 9.09148230088496e-2 x230 b1382 + 1.91656795755345e-3 x230^2 b1382 <= 0 e3023: 9.92753e-2 x711 + .11746 b1383 - 9.08650442477876e-2 x231 b1383 + 1.91656795755345e-3 x231^2 b1383 <= 0 e3024: 9.92753e-2 x712 + .11816 b1384 - 9.08816371681416e-2 x232 b1384 + 1.91656795755345e-3 x232^2 b1384 <= 0 e3025: 9.92753e-2 x713 + .12012 b1385 - 9.09280973451327e-2 x233 b1385 + 1.91656795755345e-3 x233^2 b1385 <= 0 e3026: 9.92753e-2 x714 + .12124 b1386 - 9.09546460176991e-2 x234 b1386 + 1.91656795755345e-3 x234^2 b1386 <= 0 e3027: 9.92753e-2 x715 + .12446 b1387 - 9.10309734513274e-2 x235 b1387 + 1.91656795755345e-3 x235^2 b1387 <= 0 e3028: 9.92753e-2 x716 + .12698 b1388 - 9.10907079646018e-2 x236 b1388 + 1.91656795755345e-3 x236^2 b1388 <= 0 e3029: 9.92753e-2 x717 + .12754 b1389 - 9.11039823008849e-2 x237 b1389 + 1.91656795755345e-3 x237^2 b1389 <= 0 e3030: 9.92753e-2 x718 + .1295 b1390 - 9.11504424778761e-2 x238 b1390 + 1.91656795755345e-3 x238^2 b1390 <= 0 e3031: 9.92753e-2 x719 + .12866 b1391 - 9.11305309734513e-2 x239 b1391 + 1.91656795755345e-3 x239^2 b1391 <= 0 e3032: 9.92753e-2 x720 + .12908 b1392 - 9.11404867256637e-2 x240 b1392 + 1.91656795755345e-3 x240^2 b1392 <= 0 e3033: 9.92753e-2 x721 + .1365 b1393 - 9.13163716814159e-2 x241 b1393 + 1.91656795755345e-3 x241^2 b1393 <= 0 e3034: .183453 x386 + .1052 b1298 - 4.05088495575221e-2 x146 b1298 - 1.72169903672958e-3 x146^2 b1298 <= 0 e3035: .183453 x387 + .10508 b1299 - 4.04933628318584e-2 x147 b1299 - 1.72169903672958e-3 x147^2 b1299 <= 0 e3036: .183453 x388 + .10502 b1300 - 4.04856194690265e-2 x148 b1300 - 1.72169903672958e-3 x148^2 b1300 <= 0 e3037: .183453 x389 + .1049 b1301 - 4.04701327433628e-2 x149 b1301 - 1.72169903672958e-3 x149^2 b1301 <= 0 e3038: .183453 x390 + .10484 b1302 - 4.0462389380531e-2 x150 b1302 - 1.72169903672958e-3 x150^2 b1302 <= 0 e3039: .183453 x391 + .10478 b1303 - 4.04546460176991e-2 x151 b1303 - 1.72169903672958e-3 x151^2 b1303 <= 0 e3040: .183453 x392 + .10484 b1304 - 4.0462389380531e-2 x152 b1304 - 1.72169903672958e-3 x152^2 b1304 <= 0 e3041: .183453 x393 + .10496 b1305 - 4.04778761061947e-2 x153 b1305 - 1.72169903672958e-3 x153^2 b1305 <= 0 e3042: .183453 x394 + .10526 b1306 - 4.0516592920354e-2 x154 b1306 - 1.72169903672958e-3 x154^2 b1306 <= 0 e3043: .183453 x395 + .10586 b1307 - 4.05940265486726e-2 x155 b1307 - 1.72169903672958e-3 x155^2 b1307 <= 0 e3044: .183453 x396 + .10682 b1308 - 4.07179203539823e-2 x156 b1308 - 1.72169903672958e-3 x156^2 b1308 <= 0 e3045: .183453 x397 + .1079 b1309 - 4.08573008849558e-2 x157 b1309 - 1.72169903672958e-3 x157^2 b1309 <= 0 e3046: .183453 x398 + .10916 b1310 - 4.10199115044248e-2 x158 b1310 - 1.72169903672958e-3 x158^2 b1310 <= 0 e3047: .183453 x399 + .10946 b1311 - 4.10586283185841e-2 x159 b1311 - 1.72169903672958e-3 x159^2 b1311 <= 0 e3048: .183453 x400 + .10856 b1312 - 4.09424778761062e-2 x160 b1312 - 1.72169903672958e-3 x160^2 b1312 <= 0 e3049: .183453 x401 + .10832 b1313 - 4.09115044247788e-2 x161 b1313 - 1.72169903672958e-3 x161^2 b1313 <= 0 e3050: .183453 x402 + .10784 b1314 - 4.08495575221239e-2 x162 b1314 - 1.72169903672958e-3 x162^2 b1314 <= 0 e3051: .183453 x403 + .10706 b1315 - 4.07488938053097e-2 x163 b1315 - 1.72169903672958e-3 x163^2 b1315 <= 0 e3052: .183453 x404 + .10658 b1316 - 4.06869469026549e-2 x164 b1316 - 1.72169903672958e-3 x164^2 b1316 <= 0 e3053: .183453 x405 + .10634 b1317 - 4.06559734513274e-2 x165 b1317 - 1.72169903672958e-3 x165^2 b1317 <= 0 e3054: .183453 x406 + .1061 b1318 - 4.0625e-2 x166 b1318 - 1.72169903672958e-3 x166^2 b1318 <= 0 e3055: .183453 x407 + .10586 b1319 - 4.05940265486726e-2 x167 b1319 - 1.72169903672958e-3 x167^2 b1319 <= 0 e3056: .183453 x408 + .10568 b1320 - 4.0570796460177e-2 x168 b1320 - 1.72169903672958e-3 x168^2 b1320 <= 0 e3057: .183453 x409 + .1055 b1321 - 4.05475663716814e-2 x169 b1321 - 1.72169903672958e-3 x169^2 b1321 <= 0 e3058: .183453 x410 + .1064 b1322 - 4.06637168141593e-2 x170 b1322 - 1.72169903672958e-3 x170^2 b1322 <= 0 e3059: .183453 x411 + .10688 b1323 - 4.07256637168142e-2 x171 b1323 - 1.72169903672958e-3 x171^2 b1323 <= 0 e3060: .183453 x412 + .10742 b1324 - 4.07953539823009e-2 x172 b1324 - 1.72169903672958e-3 x172^2 b1324 <= 0 e3061: .183453 x413 + .1079 b1325 - 4.08573008849558e-2 x173 b1325 - 1.72169903672958e-3 x173^2 b1325 <= 0 e3062: .183453 x414 + .10844 b1326 - 4.09269911504425e-2 x174 b1326 - 1.72169903672958e-3 x174^2 b1326 <= 0 e3063: .183453 x415 + .10838 b1327 - 4.09192477876106e-2 x175 b1327 - 1.72169903672958e-3 x175^2 b1327 <= 0 e3064: .183453 x416 + .10844 b1328 - 4.09269911504425e-2 x176 b1328 - 1.72169903672958e-3 x176^2 b1328 <= 0 e3065: .183453 x417 + .10916 b1329 - 4.10199115044248e-2 x177 b1329 - 1.72169903672958e-3 x177^2 b1329 <= 0 e3066: .183453 x418 + .10946 b1330 - 4.10586283185841e-2 x178 b1330 - 1.72169903672958e-3 x178^2 b1330 <= 0 e3067: .183453 x419 + .11066 b1331 - 4.12134955752212e-2 x179 b1331 - 1.72169903672958e-3 x179^2 b1331 <= 0 e3068: .183453 x420 + .11102 b1332 - 4.12599557522124e-2 x180 b1332 - 1.72169903672958e-3 x180^2 b1332 <= 0 e3069: .183453 x421 + .1115 b1333 - 4.13219026548673e-2 x181 b1333 - 1.72169903672958e-3 x181^2 b1333 <= 0 e3070: .183453 x422 + .11276 b1334 - 4.14845132743363e-2 x182 b1334 - 1.72169903672958e-3 x182^2 b1334 <= 0 e3071: .183453 x423 + .11366 b1335 - 4.16006637168142e-2 x183 b1335 - 1.72169903672958e-3 x183^2 b1335 <= 0 e3072: .183453 x424 + .11336 b1336 - 4.15619469026549e-2 x184 b1336 - 1.72169903672958e-3 x184^2 b1336 <= 0 e3073: .183453 x425 + .11252 b1337 - 4.14535398230089e-2 x185 b1337 - 1.72169903672958e-3 x185^2 b1337 <= 0 e3074: .183453 x426 + .11204 b1338 - 4.1391592920354e-2 x186 b1338 - 1.72169903672958e-3 x186^2 b1338 <= 0 e3075: .183453 x427 + .11066 b1339 - 4.12134955752212e-2 x187 b1339 - 1.72169903672958e-3 x187^2 b1339 <= 0 e3076: .183453 x428 + .10958 b1340 - 4.10741150442478e-2 x188 b1340 - 1.72169903672958e-3 x188^2 b1340 <= 0 e3077: .183453 x429 + .10934 b1341 - 4.10431415929204e-2 x189 b1341 - 1.72169903672958e-3 x189^2 b1341 <= 0 e3078: .183453 x430 + .1085 b1342 - 4.09347345132743e-2 x190 b1342 - 1.72169903672958e-3 x190^2 b1342 <= 0 e3079: .183453 x431 + .10886 b1343 - 4.09811946902655e-2 x191 b1343 - 1.72169903672958e-3 x191^2 b1343 <= 0 e3080: .183453 x432 + .10868 b1344 - 4.09579646017699e-2 x192 b1344 - 1.72169903672958e-3 x192^2 b1344 <= 0 e3081: .183453 x433 + .1055 b1345 - 4.05475663716814e-2 x193 b1345 - 1.72169903672958e-3 x193^2 b1345 <= 0 e3082: .183453 x434 + .1052 b1346 - 4.05088495575221e-2 x194 b1346 - 1.72169903672958e-3 x194^2 b1346 <= 0 e3083: .183453 x435 + .10508 b1347 - 4.04933628318584e-2 x195 b1347 - 1.72169903672958e-3 x195^2 b1347 <= 0 e3084: .183453 x436 + .10502 b1348 - 4.04856194690265e-2 x196 b1348 - 1.72169903672958e-3 x196^2 b1348 <= 0 e3085: .183453 x437 + .1049 b1349 - 4.04701327433628e-2 x197 b1349 - 1.72169903672958e-3 x197^2 b1349 <= 0 e3086: .183453 x438 + .10484 b1350 - 4.0462389380531e-2 x198 b1350 - 1.72169903672958e-3 x198^2 b1350 <= 0 e3087: .183453 x439 + .10478 b1351 - 4.04546460176991e-2 x199 b1351 - 1.72169903672958e-3 x199^2 b1351 <= 0 e3088: .183453 x440 + .10484 b1352 - 4.0462389380531e-2 x200 b1352 - 1.72169903672958e-3 x200^2 b1352 <= 0 e3089: .183453 x441 + .10496 b1353 - 4.04778761061947e-2 x201 b1353 - 1.72169903672958e-3 x201^2 b1353 <= 0 e3090: .183453 x442 + .10526 b1354 - 4.0516592920354e-2 x202 b1354 - 1.72169903672958e-3 x202^2 b1354 <= 0 e3091: .183453 x443 + .10586 b1355 - 4.05940265486726e-2 x203 b1355 - 1.72169903672958e-3 x203^2 b1355 <= 0 e3092: .183453 x444 + .10682 b1356 - 4.07179203539823e-2 x204 b1356 - 1.72169903672958e-3 x204^2 b1356 <= 0 e3093: .183453 x445 + .1079 b1357 - 4.08573008849558e-2 x205 b1357 - 1.72169903672958e-3 x205^2 b1357 <= 0 e3094: .183453 x446 + .10916 b1358 - 4.10199115044248e-2 x206 b1358 - 1.72169903672958e-3 x206^2 b1358 <= 0 e3095: .183453 x447 + .10946 b1359 - 4.10586283185841e-2 x207 b1359 - 1.72169903672958e-3 x207^2 b1359 <= 0 e3096: .183453 x448 + .10856 b1360 - 4.09424778761062e-2 x208 b1360 - 1.72169903672958e-3 x208^2 b1360 <= 0 e3097: .183453 x449 + .10832 b1361 - 4.09115044247788e-2 x209 b1361 - 1.72169903672958e-3 x209^2 b1361 <= 0 e3098: .183453 x450 + .10784 b1362 - 4.08495575221239e-2 x210 b1362 - 1.72169903672958e-3 x210^2 b1362 <= 0 e3099: .183453 x451 + .10706 b1363 - 4.07488938053097e-2 x211 b1363 - 1.72169903672958e-3 x211^2 b1363 <= 0 e3100: .183453 x452 + .10658 b1364 - 4.06869469026549e-2 x212 b1364 - 1.72169903672958e-3 x212^2 b1364 <= 0 e3101: .183453 x453 + .10634 b1365 - 4.06559734513274e-2 x213 b1365 - 1.72169903672958e-3 x213^2 b1365 <= 0 e3102: .183453 x454 + .1061 b1366 - 4.0625e-2 x214 b1366 - 1.72169903672958e-3 x214^2 b1366 <= 0 e3103: .183453 x455 + .10586 b1367 - 4.05940265486726e-2 x215 b1367 - 1.72169903672958e-3 x215^2 b1367 <= 0 e3104: .183453 x456 + .10568 b1368 - 4.0570796460177e-2 x216 b1368 - 1.72169903672958e-3 x216^2 b1368 <= 0 e3105: .183453 x457 + .1055 b1369 - 4.05475663716814e-2 x217 b1369 - 1.72169903672958e-3 x217^2 b1369 <= 0 e3106: .183453 x458 + .1064 b1370 - 4.06637168141593e-2 x218 b1370 - 1.72169903672958e-3 x218^2 b1370 <= 0 e3107: .183453 x459 + .10688 b1371 - 4.07256637168142e-2 x219 b1371 - 1.72169903672958e-3 x219^2 b1371 <= 0 e3108: .183453 x460 + .10742 b1372 - 4.07953539823009e-2 x220 b1372 - 1.72169903672958e-3 x220^2 b1372 <= 0 e3109: .183453 x461 + .1079 b1373 - 4.08573008849558e-2 x221 b1373 - 1.72169903672958e-3 x221^2 b1373 <= 0 e3110: .183453 x462 + .10844 b1374 - 4.09269911504425e-2 x222 b1374 - 1.72169903672958e-3 x222^2 b1374 <= 0 e3111: .183453 x463 + .10838 b1375 - 4.09192477876106e-2 x223 b1375 - 1.72169903672958e-3 x223^2 b1375 <= 0 e3112: .183453 x464 + .10844 b1376 - 4.09269911504425e-2 x224 b1376 - 1.72169903672958e-3 x224^2 b1376 <= 0 e3113: .183453 x465 + .10916 b1377 - 4.10199115044248e-2 x225 b1377 - 1.72169903672958e-3 x225^2 b1377 <= 0 e3114: .183453 x466 + .10946 b1378 - 4.10586283185841e-2 x226 b1378 - 1.72169903672958e-3 x226^2 b1378 <= 0 e3115: .183453 x467 + .11066 b1379 - 4.12134955752212e-2 x227 b1379 - 1.72169903672958e-3 x227^2 b1379 <= 0 e3116: .183453 x468 + .11102 b1380 - 4.12599557522124e-2 x228 b1380 - 1.72169903672958e-3 x228^2 b1380 <= 0 e3117: .183453 x469 + .1115 b1381 - 4.13219026548673e-2 x229 b1381 - 1.72169903672958e-3 x229^2 b1381 <= 0 e3118: .183453 x470 + .11276 b1382 - 4.14845132743363e-2 x230 b1382 - 1.72169903672958e-3 x230^2 b1382 <= 0 e3119: .183453 x471 + .11366 b1383 - 4.16006637168142e-2 x231 b1383 - 1.72169903672958e-3 x231^2 b1383 <= 0 e3120: .183453 x472 + .11336 b1384 - 4.15619469026549e-2 x232 b1384 - 1.72169903672958e-3 x232^2 b1384 <= 0 e3121: .183453 x473 + .11252 b1385 - 4.14535398230089e-2 x233 b1385 - 1.72169903672958e-3 x233^2 b1385 <= 0 e3122: .183453 x474 + .11204 b1386 - 4.1391592920354e-2 x234 b1386 - 1.72169903672958e-3 x234^2 b1386 <= 0 e3123: .183453 x475 + .11066 b1387 - 4.12134955752212e-2 x235 b1387 - 1.72169903672958e-3 x235^2 b1387 <= 0 e3124: .183453 x476 + .10958 b1388 - 4.10741150442478e-2 x236 b1388 - 1.72169903672958e-3 x236^2 b1388 <= 0 e3125: .183453 x477 + .10934 b1389 - 4.10431415929204e-2 x237 b1389 - 1.72169903672958e-3 x237^2 b1389 <= 0 e3126: .183453 x478 + .1085 b1390 - 4.09347345132743e-2 x238 b1390 - 1.72169903672958e-3 x238^2 b1390 <= 0 e3127: .183453 x479 + .10886 b1391 - 4.09811946902655e-2 x239 b1391 - 1.72169903672958e-3 x239^2 b1391 <= 0 e3128: .183453 x480 + .10868 b1392 - 4.09579646017699e-2 x240 b1392 - 1.72169903672958e-3 x240^2 b1392 <= 0 e3129: .183453 x481 + .1055 b1393 - 4.05475663716814e-2 x241 b1393 - 1.72169903672958e-3 x241^2 b1393 <= 0 e3130: x722 <= 0 e3131: x723 <= 0 e3132: x724 <= 0 e3133: x725 <= 0 e3134: x726 <= 0 e3135: x727 <= 0 e3136: x728 <= 0 e3137: x729 <= 0 e3138: x730 <= 0 e3139: x731 <= 0 e3140: x732 <= 0 e3141: x733 <= 0 e3142: x734 <= 0 e3143: x735 <= 0 e3144: x736 <= 0 e3145: x737 <= 0 e3146: x738 <= 0 e3147: x739 <= 0 e3148: x740 <= 0 e3149: x741 <= 0 e3150: x742 <= 0 e3151: x743 <= 0 e3152: x744 <= 0 e3153: x745 <= 0 e3154: x746 <= 0 e3155: x747 <= 0 e3156: x748 <= 0 e3157: x749 <= 0 e3158: x750 <= 0 e3159: x751 <= 0 e3160: x752 <= 0 e3161: x753 <= 0 e3162: x754 <= 0 e3163: x755 <= 0 e3164: x756 <= 0 e3165: x757 <= 0 e3166: x758 <= 0 e3167: x759 <= 0 e3168: x760 <= 0 e3169: x761 <= 0 e3170: x762 <= 0 e3171: x763 <= 0 e3172: x764 <= 0 e3173: x765 <= 0 e3174: x766 <= 0 e3175: x767 <= 0 e3176: x768 <= 0 e3177: x769 <= 0 e3178: 3.34717e-2 x578 + .66175 b1394 - 2.86774761764095e-2 x98 b1394 + 1.52475248549441e-4 x98^2 b1394 <= 0 e3179: 3.34717e-2 x579 + .66317 b1395 - 2.86868852638374e-2 x99 b1395 + 1.52475248549441e-4 x99^2 b1395 <= 0 e3180: 3.34717e-2 x580 + .66388 b1396 - 2.86915898075513e-2 x100 b1396 + 1.52475248549441e-4 x100^2 b1396 <= 0 e3181: 3.34717e-2 x581 + .6653 b1397 - 2.87009988949793e-2 x101 b1397 + 1.52475248549441e-4 x101^2 b1397 <= 0 e3182: 3.34717e-2 x582 + .66601 b1398 - 2.87057034386932e-2 x102 b1398 + 1.52475248549441e-4 x102^2 b1398 <= 0 e3183: 3.34717e-2 x583 + .66672 b1399 - 2.87104079824072e-2 x103 b1399 + 1.52475248549441e-4 x103^2 b1399 <= 0 e3184: 3.34717e-2 x584 + .66601 b1400 - 2.87057034386932e-2 x104 b1400 + 1.52475248549441e-4 x104^2 b1400 <= 0 e3185: 3.34717e-2 x585 + .66459 b1401 - 2.86962943512653e-2 x105 b1401 + 1.52475248549441e-4 x105^2 b1401 <= 0 e3186: 3.34717e-2 x586 + .66104 b1402 - 2.86727716326955e-2 x106 b1402 + 1.52475248549441e-4 x106^2 b1402 <= 0 e3187: 3.34717e-2 x587 + .65394 b1403 - 2.86257261955559e-2 x107 b1403 + 1.52475248549441e-4 x107^2 b1403 <= 0 e3188: 3.34717e-2 x588 + .64258 b1404 - 2.85504534961324e-2 x108 b1404 + 1.52475248549441e-4 x108^2 b1404 <= 0 e3189: 3.34717e-2 x589 + .6298 b1405 - 2.84657717092811e-2 x109 b1405 + 1.52475248549441e-4 x109^2 b1405 <= 0 e3190: 3.34717e-2 x590 + .61489 b1406 - 2.83669762912878e-2 x110 b1406 + 1.52475248549441e-4 x110^2 b1406 <= 0 e3191: 3.34717e-2 x591 + .61134 b1407 - 2.8343453572718e-2 x111 b1407 + 1.52475248549441e-4 x111^2 b1407 <= 0 e3192: 3.34717e-2 x592 + .62199 b1408 - 2.84140217284275e-2 x112 b1408 + 1.52475248549441e-4 x112^2 b1408 <= 0 e3193: 3.34717e-2 x593 + .62483 b1409 - 2.84328399032833e-2 x113 b1409 + 1.52475248549441e-4 x113^2 b1409 <= 0 e3194: 3.34717e-2 x594 + .63051 b1410 - 2.84704762529951e-2 x114 b1410 + 1.52475248549441e-4 x114^2 b1410 <= 0 e3195: 3.34717e-2 x595 + .63974 b1411 - 2.85316353212766e-2 x115 b1411 + 1.52475248549441e-4 x115^2 b1411 <= 0 e3196: 3.34717e-2 x596 + .64542 b1412 - 2.85692716709883e-2 x116 b1412 + 1.52475248549441e-4 x116^2 b1412 <= 0 e3197: 3.34717e-2 x597 + .64826 b1413 - 2.85880898458441e-2 x117 b1413 + 1.52475248549441e-4 x117^2 b1413 <= 0 e3198: 3.34717e-2 x598 + .6511 b1414 - 2.86069080207e-2 x118 b1414 + 1.52475248549441e-4 x118^2 b1414 <= 0 e3199: 3.34717e-2 x599 + .65394 b1415 - 2.86257261955559e-2 x119 b1415 + 1.52475248549441e-4 x119^2 b1415 <= 0 e3200: 3.34717e-2 x600 + .65607 b1416 - 2.86398398266977e-2 x120 b1416 + 1.52475248549441e-4 x120^2 b1416 <= 0 e3201: 3.34717e-2 x601 + .6582 b1417 - 2.86539534578396e-2 x121 b1417 + 1.52475248549441e-4 x121^2 b1417 <= 0 e3202: 3.34717e-2 x602 + .64755 b1418 - 2.85833853021302e-2 x122 b1418 + 1.52475248549441e-4 x122^2 b1418 <= 0 e3203: 3.34717e-2 x603 + .64187 b1419 - 2.85457489524185e-2 x123 b1419 + 1.52475248549441e-4 x123^2 b1419 <= 0 e3204: 3.34717e-2 x604 + .63548 b1420 - 2.85034080589928e-2 x124 b1420 + 1.52475248549441e-4 x124^2 b1420 <= 0 e3205: 3.34717e-2 x605 + .6298 b1421 - 2.84657717092811e-2 x125 b1421 + 1.52475248549441e-4 x125^2 b1421 <= 0 e3206: 3.34717e-2 x606 + .62341 b1422 - 2.84234308158554e-2 x126 b1422 + 1.52475248549441e-4 x126^2 b1422 <= 0 e3207: 3.34717e-2 x607 + .62412 b1423 - 2.84281353595694e-2 x127 b1423 + 1.52475248549441e-4 x127^2 b1423 <= 0 e3208: 3.34717e-2 x608 + .62341 b1424 - 2.84234308158554e-2 x128 b1424 + 1.52475248549441e-4 x128^2 b1424 <= 0 e3209: 3.34717e-2 x609 + .61489 b1425 - 2.83669762912878e-2 x129 b1425 + 1.52475248549441e-4 x129^2 b1425 <= 0 e3210: 3.34717e-2 x610 + .61134 b1426 - 2.8343453572718e-2 x130 b1426 + 1.52475248549441e-4 x130^2 b1426 <= 0 e3211: 3.34717e-2 x611 + .59714 b1427 - 2.82493626984388e-2 x131 b1427 + 1.52475248549441e-4 x131^2 b1427 <= 0 e3212: 3.34717e-2 x612 + .59288 b1428 - 2.8221135436155e-2 x132 b1428 + 1.52475248549441e-4 x132^2 b1428 <= 0 e3213: 3.34717e-2 x613 + .5872 b1429 - 2.81834990864433e-2 x133 b1429 + 1.52475248549441e-4 x133^2 b1429 <= 0 e3214: 3.34717e-2 x614 + .57229 b1430 - 2.808470366845e-2 x134 b1430 + 1.52475248549441e-4 x134^2 b1430 <= 0 e3215: 3.34717e-2 x615 + .56164 b1431 - 2.80141355127406e-2 x135 b1431 + 1.52475248549441e-4 x135^2 b1431 <= 0 e3216: 3.34717e-2 x616 + .56519 b1432 - 2.80376582313104e-2 x136 b1432 + 1.52475248549441e-4 x136^2 b1432 <= 0 e3217: 3.34717e-2 x617 + .57513 b1433 - 2.81035218433059e-2 x137 b1433 + 1.52475248549441e-4 x137^2 b1433 <= 0 e3218: 3.34717e-2 x618 + .58081 b1434 - 2.81411581930176e-2 x138 b1434 + 1.52475248549441e-4 x138^2 b1434 <= 0 e3219: 3.34717e-2 x619 + .59714 b1435 - 2.82493626984388e-2 x139 b1435 + 1.52475248549441e-4 x139^2 b1435 <= 0 e3220: 3.34717e-2 x620 + .60992 b1436 - 2.83340444852901e-2 x140 b1436 + 1.52475248549441e-4 x140^2 b1436 <= 0 e3221: 3.34717e-2 x621 + .61276 b1437 - 2.8352862660146e-2 x141 b1437 + 1.52475248549441e-4 x141^2 b1437 <= 0 e3222: 3.34717e-2 x622 + .6227 b1438 - 2.84187262721414e-2 x142 b1438 + 1.52475248549441e-4 x142^2 b1438 <= 0 e3223: 3.34717e-2 x623 + .61844 b1439 - 2.83904990098577e-2 x143 b1439 + 1.52475248549441e-4 x143^2 b1439 <= 0 e3224: 3.34717e-2 x624 + .62057 b1440 - 2.84046126409996e-2 x144 b1440 + 1.52475248549441e-4 x144^2 b1440 <= 0 e3225: 3.34717e-2 x625 + .6582 b1441 - 2.86539534578396e-2 x145 b1441 + 1.52475248549441e-4 x145^2 b1441 <= 0 e3226: 2.91954e-2 x338 + .52165 b1394 - 1.98575507926609e-2 x98 b1394 + 9.55693503233427e-5 x98^2 b1394 <= 0 e3227: 2.91954e-2 x339 + .52227 b1395 - 1.98623647443682e-2 x99 b1395 + 9.55693503233427e-5 x99^2 b1395 <= 0 e3228: 2.91954e-2 x340 + .52258 b1396 - 1.98647717202219e-2 x100 b1396 + 9.55693503233427e-5 x100^2 b1396 <= 0 e3229: 2.91954e-2 x341 + .5232 b1397 - 1.98695856719292e-2 x101 b1397 + 9.55693503233427e-5 x101^2 b1397 <= 0 e3230: 2.91954e-2 x342 + .52351 b1398 - 1.98719926477828e-2 x102 b1398 + 9.55693503233427e-5 x102^2 b1398 <= 0 e3231: 2.91954e-2 x343 + .52382 b1399 - 1.98743996236365e-2 x103 b1399 + 9.55693503233427e-5 x103^2 b1399 <= 0 e3232: 2.91954e-2 x344 + .52351 b1400 - 1.98719926477828e-2 x104 b1400 + 9.55693503233427e-5 x104^2 b1400 <= 0 e3233: 2.91954e-2 x345 + .52289 b1401 - 1.98671786960755e-2 x105 b1401 + 9.55693503233427e-5 x105^2 b1401 <= 0 e3234: 2.91954e-2 x346 + .52134 b1402 - 1.98551438168073e-2 x106 b1402 + 9.55693503233427e-5 x106^2 b1402 <= 0 e3235: 2.91954e-2 x347 + .51824 b1403 - 1.98310740582707e-2 x107 b1403 + 9.55693503233427e-5 x107^2 b1403 <= 0 e3236: 2.91954e-2 x348 + .51328 b1404 - 1.97925624446122e-2 x108 b1404 + 9.55693503233427e-5 x108^2 b1404 <= 0 e3237: 2.91954e-2 x349 + .5077 b1405 - 1.97492368792464e-2 x109 b1405 + 9.55693503233427e-5 x109^2 b1405 <= 0 e3238: 2.91954e-2 x350 + .50119 b1406 - 1.96986903863196e-2 x110 b1406 + 9.55693503233427e-5 x110^2 b1406 <= 0 e3239: 2.91954e-2 x351 + .49964 b1407 - 1.96866555070513e-2 x111 b1407 + 9.55693503233427e-5 x111^2 b1407 <= 0 e3240: 2.91954e-2 x352 + .50429 b1408 - 1.97227601448562e-2 x112 b1408 + 9.55693503233427e-5 x112^2 b1408 <= 0 e3241: 2.91954e-2 x353 + .50553 b1409 - 1.97323880482708e-2 x113 b1409 + 9.55693503233427e-5 x113^2 b1409 <= 0 e3242: 2.91954e-2 x354 + .50801 b1410 - 1.97516438551001e-2 x114 b1410 + 9.55693503233427e-5 x114^2 b1410 <= 0 e3243: 2.91954e-2 x355 + .51204 b1411 - 1.97829345411976e-2 x115 b1411 + 9.55693503233427e-5 x115^2 b1411 <= 0 e3244: 2.91954e-2 x356 + .51452 b1412 - 1.98021903480268e-2 x116 b1412 + 9.55693503233427e-5 x116^2 b1412 <= 0 e3245: 2.91954e-2 x357 + .51576 b1413 - 1.98118182514414e-2 x117 b1413 + 9.55693503233427e-5 x117^2 b1413 <= 0 e3246: 2.91954e-2 x358 + .517 b1414 - 1.98214461548561e-2 x118 b1414 + 9.55693503233427e-5 x118^2 b1414 <= 0 e3247: 2.91954e-2 x359 + .51824 b1415 - 1.98310740582707e-2 x119 b1415 + 9.55693503233427e-5 x119^2 b1415 <= 0 e3248: 2.91954e-2 x360 + .51917 b1416 - 1.98382949858317e-2 x120 b1416 + 9.55693503233427e-5 x120^2 b1416 <= 0 e3249: 2.91954e-2 x361 + .5201 b1417 - 1.98455159133926e-2 x121 b1417 + 9.55693503233427e-5 x121^2 b1417 <= 0 e3250: 2.91954e-2 x362 + .51545 b1418 - 1.98094112755878e-2 x122 b1418 + 9.55693503233427e-5 x122^2 b1418 <= 0 e3251: 2.91954e-2 x363 + .51297 b1419 - 1.97901554687585e-2 x123 b1419 + 9.55693503233427e-5 x123^2 b1419 <= 0 e3252: 2.91954e-2 x364 + .51018 b1420 - 1.97684926860756e-2 x124 b1420 + 9.55693503233427e-5 x124^2 b1420 <= 0 e3253: 2.91954e-2 x365 + .5077 b1421 - 1.97492368792464e-2 x125 b1421 + 9.55693503233427e-5 x125^2 b1421 <= 0 e3254: 2.91954e-2 x366 + .50491 b1422 - 1.97275740965635e-2 x126 b1422 + 9.55693503233427e-5 x126^2 b1422 <= 0 e3255: 2.91954e-2 x367 + .50522 b1423 - 1.97299810724171e-2 x127 b1423 + 9.55693503233427e-5 x127^2 b1423 <= 0 e3256: 2.91954e-2 x368 + .50491 b1424 - 1.97275740965635e-2 x128 b1424 + 9.55693503233427e-5 x128^2 b1424 <= 0 e3257: 2.91954e-2 x369 + .50119 b1425 - 1.96986903863196e-2 x129 b1425 + 9.55693503233427e-5 x129^2 b1425 <= 0 e3258: 2.91954e-2 x370 + .49964 b1426 - 1.96866555070513e-2 x130 b1426 + 9.55693503233427e-5 x130^2 b1426 <= 0 e3259: 2.91954e-2 x371 + .49344 b1427 - 1.96385159899782e-2 x131 b1427 + 9.55693503233427e-5 x131^2 b1427 <= 0 e3260: 2.91954e-2 x372 + .49158 b1428 - 1.96240741348563e-2 x132 b1428 + 9.55693503233427e-5 x132^2 b1428 <= 0 e3261: 2.91954e-2 x373 + .4891 b1429 - 1.9604818328027e-2 x133 b1429 + 9.55693503233427e-5 x133^2 b1429 <= 0 e3262: 2.91954e-2 x374 + .48259 b1430 - 1.95542718351003e-2 x134 b1430 + 9.55693503233427e-5 x134^2 b1430 <= 0 e3263: 2.91954e-2 x375 + .47794 b1431 - 1.95181671972954e-2 x135 b1431 + 9.55693503233427e-5 x135^2 b1431 <= 0 e3264: 2.91954e-2 x376 + .47949 b1432 - 1.95302020765637e-2 x136 b1432 + 9.55693503233427e-5 x136^2 b1432 <= 0 e3265: 2.91954e-2 x377 + .48383 b1433 - 1.95638997385149e-2 x137 b1433 + 9.55693503233427e-5 x137^2 b1433 <= 0 e3266: 2.91954e-2 x378 + .48631 b1434 - 1.95831555453441e-2 x138 b1434 + 9.55693503233427e-5 x138^2 b1434 <= 0 e3267: 2.91954e-2 x379 + .49344 b1435 - 1.96385159899782e-2 x139 b1435 + 9.55693503233427e-5 x139^2 b1435 <= 0 e3268: 2.91954e-2 x380 + .49902 b1436 - 1.9681841555344e-2 x140 b1436 + 9.55693503233427e-5 x140^2 b1436 <= 0 e3269: 2.91954e-2 x381 + .50026 b1437 - 1.96914694587587e-2 x141 b1437 + 9.55693503233427e-5 x141^2 b1437 <= 0 e3270: 2.91954e-2 x382 + .5046 b1438 - 1.97251671207098e-2 x142 b1438 + 9.55693503233427e-5 x142^2 b1438 <= 0 e3271: 2.91954e-2 x383 + .50274 b1439 - 1.97107252655879e-2 x143 b1439 + 9.55693503233427e-5 x143^2 b1439 <= 0 e3272: 2.91954e-2 x384 + .50367 b1440 - 1.97179461931489e-2 x144 b1440 + 9.55693503233427e-5 x144^2 b1440 <= 0 e3273: 2.91954e-2 x385 + .5201 b1441 - 1.98455159133926e-2 x145 b1441 + 9.55693503233427e-5 x145^2 b1441 <= 0 e3274: 2.5e-2 x482 + 2.45e-2 b1442 - 2.52844444444444e-2 x2 b1442 + 2.04938271604938e-4 x2^2 b1442 <= 0 e3275: 2.5e-2 x483 + 2.45e-2 b1443 - 2.52844444444444e-2 x3 b1443 + 2.04938271604938e-4 x3^2 b1443 <= 0 e3276: 2.5e-2 x484 + 2.45e-2 b1444 - 2.52844444444444e-2 x4 b1444 + 2.04938271604938e-4 x4^2 b1444 <= 0 e3277: 2.5e-2 x485 + 2.45e-2 b1445 - 2.52844444444444e-2 x5 b1445 + 2.04938271604938e-4 x5^2 b1445 <= 0 e3278: 2.5e-2 x486 + 2.45e-2 b1446 - 2.52844444444444e-2 x6 b1446 + 2.04938271604938e-4 x6^2 b1446 <= 0 e3279: 2.5e-2 x487 + 2.45e-2 b1447 - 2.52844444444444e-2 x7 b1447 + 2.04938271604938e-4 x7^2 b1447 <= 0 e3280: 2.5e-2 x488 + 2.45e-2 b1448 - 2.52844444444444e-2 x8 b1448 + 2.04938271604938e-4 x8^2 b1448 <= 0 e3281: 2.5e-2 x489 + 2.45e-2 b1449 - 2.52844444444444e-2 x9 b1449 + 2.04938271604938e-4 x9^2 b1449 <= 0 e3282: 2.5e-2 x490 + 2.45e-2 b1450 - 2.52844444444444e-2 x10 b1450 + 2.04938271604938e-4 x10^2 b1450 <= 0 e3283: 2.5e-2 x491 + 2.45e-2 b1451 - 2.52844444444444e-2 x11 b1451 + 2.04938271604938e-4 x11^2 b1451 <= 0 e3284: 2.5e-2 x492 + 2.45e-2 b1452 - 2.52844444444444e-2 x12 b1452 + 2.04938271604938e-4 x12^2 b1452 <= 0 e3285: 2.5e-2 x493 + 2.45e-2 b1453 - 2.52844444444444e-2 x13 b1453 + 2.04938271604938e-4 x13^2 b1453 <= 0 e3286: 2.5e-2 x494 + 2.45e-2 b1454 - 2.52844444444444e-2 x14 b1454 + 2.04938271604938e-4 x14^2 b1454 <= 0 e3287: 2.5e-2 x495 + 2.45e-2 b1455 - 2.52844444444444e-2 x15 b1455 + 2.04938271604938e-4 x15^2 b1455 <= 0 e3288: 2.5e-2 x496 + 2.45e-2 b1456 - 2.52844444444444e-2 x16 b1456 + 2.04938271604938e-4 x16^2 b1456 <= 0 e3289: 2.5e-2 x497 + 2.45e-2 b1457 - 2.52844444444444e-2 x17 b1457 + 2.04938271604938e-4 x17^2 b1457 <= 0 e3290: 2.5e-2 x498 + 2.45e-2 b1458 - 2.52844444444444e-2 x18 b1458 + 2.04938271604938e-4 x18^2 b1458 <= 0 e3291: 2.5e-2 x499 + 2.45e-2 b1459 - 2.52844444444444e-2 x19 b1459 + 2.04938271604938e-4 x19^2 b1459 <= 0 e3292: 2.5e-2 x500 + 2.45e-2 b1460 - 2.52844444444444e-2 x20 b1460 + 2.04938271604938e-4 x20^2 b1460 <= 0 e3293: 2.5e-2 x501 + 2.45e-2 b1461 - 2.52844444444444e-2 x21 b1461 + 2.04938271604938e-4 x21^2 b1461 <= 0 e3294: 2.5e-2 x502 + 2.45e-2 b1462 - 2.52844444444444e-2 x22 b1462 + 2.04938271604938e-4 x22^2 b1462 <= 0 e3295: 2.5e-2 x503 + 2.45e-2 b1463 - 2.52844444444444e-2 x23 b1463 + 2.04938271604938e-4 x23^2 b1463 <= 0 e3296: 2.5e-2 x504 + 2.45e-2 b1464 - 2.52844444444444e-2 x24 b1464 + 2.04938271604938e-4 x24^2 b1464 <= 0 e3297: 2.5e-2 x505 + 2.45e-2 b1465 - 2.52844444444444e-2 x25 b1465 + 2.04938271604938e-4 x25^2 b1465 <= 0 e3298: 2.5e-2 x506 + 2.45e-2 b1466 - 2.52844444444444e-2 x26 b1466 + 2.04938271604938e-4 x26^2 b1466 <= 0 e3299: 2.5e-2 x507 + 2.45e-2 b1467 - 2.52844444444444e-2 x27 b1467 + 2.04938271604938e-4 x27^2 b1467 <= 0 e3300: 2.5e-2 x508 + 2.45e-2 b1468 - 2.52844444444444e-2 x28 b1468 + 2.04938271604938e-4 x28^2 b1468 <= 0 e3301: 2.5e-2 x509 + 2.45e-2 b1469 - 2.52844444444444e-2 x29 b1469 + 2.04938271604938e-4 x29^2 b1469 <= 0 e3302: 2.5e-2 x510 + 2.45e-2 b1470 - 2.52844444444444e-2 x30 b1470 + 2.04938271604938e-4 x30^2 b1470 <= 0 e3303: 2.5e-2 x511 + 2.45e-2 b1471 - 2.52844444444444e-2 x31 b1471 + 2.04938271604938e-4 x31^2 b1471 <= 0 e3304: 2.5e-2 x512 + 2.45e-2 b1472 - 2.52844444444444e-2 x32 b1472 + 2.04938271604938e-4 x32^2 b1472 <= 0 e3305: 2.5e-2 x513 + 2.45e-2 b1473 - 2.52844444444444e-2 x33 b1473 + 2.04938271604938e-4 x33^2 b1473 <= 0 e3306: 2.5e-2 x514 + 2.45e-2 b1474 - 2.52844444444444e-2 x34 b1474 + 2.04938271604938e-4 x34^2 b1474 <= 0 e3307: 2.5e-2 x515 + 2.45e-2 b1475 - 2.52844444444444e-2 x35 b1475 + 2.04938271604938e-4 x35^2 b1475 <= 0 e3308: 2.5e-2 x516 + 2.45e-2 b1476 - 2.52844444444444e-2 x36 b1476 + 2.04938271604938e-4 x36^2 b1476 <= 0 e3309: 2.5e-2 x517 + 2.45e-2 b1477 - 2.52844444444444e-2 x37 b1477 + 2.04938271604938e-4 x37^2 b1477 <= 0 e3310: 2.5e-2 x518 + 2.45e-2 b1478 - 2.52844444444444e-2 x38 b1478 + 2.04938271604938e-4 x38^2 b1478 <= 0 e3311: 2.5e-2 x519 + 2.45e-2 b1479 - 2.52844444444444e-2 x39 b1479 + 2.04938271604938e-4 x39^2 b1479 <= 0 e3312: 2.5e-2 x520 + 2.45e-2 b1480 - 2.52844444444444e-2 x40 b1480 + 2.04938271604938e-4 x40^2 b1480 <= 0 e3313: 2.5e-2 x521 + 2.45e-2 b1481 - 2.52844444444444e-2 x41 b1481 + 2.04938271604938e-4 x41^2 b1481 <= 0 e3314: 2.5e-2 x522 + 2.45e-2 b1482 - 2.52844444444444e-2 x42 b1482 + 2.04938271604938e-4 x42^2 b1482 <= 0 e3315: 2.5e-2 x523 + 2.45e-2 b1483 - 2.52844444444444e-2 x43 b1483 + 2.04938271604938e-4 x43^2 b1483 <= 0 e3316: 2.5e-2 x524 + 2.45e-2 b1484 - 2.52844444444444e-2 x44 b1484 + 2.04938271604938e-4 x44^2 b1484 <= 0 e3317: 2.5e-2 x525 + 2.45e-2 b1485 - 2.52844444444444e-2 x45 b1485 + 2.04938271604938e-4 x45^2 b1485 <= 0 e3318: 2.5e-2 x526 + 2.45e-2 b1486 - 2.52844444444444e-2 x46 b1486 + 2.04938271604938e-4 x46^2 b1486 <= 0 e3319: 2.5e-2 x527 + 2.45e-2 b1487 - 2.52844444444444e-2 x47 b1487 + 2.04938271604938e-4 x47^2 b1487 <= 0 e3320: 2.5e-2 x528 + 2.45e-2 b1488 - 2.52844444444444e-2 x48 b1488 + 2.04938271604938e-4 x48^2 b1488 <= 0 e3321: 2.5e-2 x529 + 2.45e-2 b1489 - 2.52844444444444e-2 x49 b1489 + 2.04938271604938e-4 x49^2 b1489 <= 0 e3322: 2.5e-2 x530 + 2.45e-2 b1490 - 2.52844444444444e-2 x50 b1490 + 2.04938271604938e-4 x50^2 b1490 <= 0 e3323: 2.5e-2 x531 + 2.45e-2 b1491 - 2.52844444444444e-2 x51 b1491 + 2.04938271604938e-4 x51^2 b1491 <= 0 e3324: 2.5e-2 x532 + 2.45e-2 b1492 - 2.52844444444444e-2 x52 b1492 + 2.04938271604938e-4 x52^2 b1492 <= 0 e3325: 2.5e-2 x533 + 2.45e-2 b1493 - 2.52844444444444e-2 x53 b1493 + 2.04938271604938e-4 x53^2 b1493 <= 0 e3326: 2.5e-2 x534 + 2.45e-2 b1494 - 2.52844444444444e-2 x54 b1494 + 2.04938271604938e-4 x54^2 b1494 <= 0 e3327: 2.5e-2 x535 + 2.45e-2 b1495 - 2.52844444444444e-2 x55 b1495 + 2.04938271604938e-4 x55^2 b1495 <= 0 e3328: 2.5e-2 x536 + 2.45e-2 b1496 - 2.52844444444444e-2 x56 b1496 + 2.04938271604938e-4 x56^2 b1496 <= 0 e3329: 2.5e-2 x537 + 2.45e-2 b1497 - 2.52844444444444e-2 x57 b1497 + 2.04938271604938e-4 x57^2 b1497 <= 0 e3330: 2.5e-2 x538 + 2.45e-2 b1498 - 2.52844444444444e-2 x58 b1498 + 2.04938271604938e-4 x58^2 b1498 <= 0 e3331: 2.5e-2 x539 + 2.45e-2 b1499 - 2.52844444444444e-2 x59 b1499 + 2.04938271604938e-4 x59^2 b1499 <= 0 e3332: 2.5e-2 x540 + 2.45e-2 b1500 - 2.52844444444444e-2 x60 b1500 + 2.04938271604938e-4 x60^2 b1500 <= 0 e3333: 2.5e-2 x541 + 2.45e-2 b1501 - 2.52844444444444e-2 x61 b1501 + 2.04938271604938e-4 x61^2 b1501 <= 0 e3334: 2.5e-2 x542 + 2.45e-2 b1502 - 2.52844444444444e-2 x62 b1502 + 2.04938271604938e-4 x62^2 b1502 <= 0 e3335: 2.5e-2 x543 + 2.45e-2 b1503 - 2.52844444444444e-2 x63 b1503 + 2.04938271604938e-4 x63^2 b1503 <= 0 e3336: 2.5e-2 x544 + 2.45e-2 b1504 - 2.52844444444444e-2 x64 b1504 + 2.04938271604938e-4 x64^2 b1504 <= 0 e3337: 2.5e-2 x545 + 2.45e-2 b1505 - 2.52844444444444e-2 x65 b1505 + 2.04938271604938e-4 x65^2 b1505 <= 0 e3338: 2.5e-2 x546 + 2.45e-2 b1506 - 2.52844444444444e-2 x66 b1506 + 2.04938271604938e-4 x66^2 b1506 <= 0 e3339: 2.5e-2 x547 + 2.45e-2 b1507 - 2.52844444444444e-2 x67 b1507 + 2.04938271604938e-4 x67^2 b1507 <= 0 e3340: 2.5e-2 x548 + 2.45e-2 b1508 - 2.52844444444444e-2 x68 b1508 + 2.04938271604938e-4 x68^2 b1508 <= 0 e3341: 2.5e-2 x549 + 2.45e-2 b1509 - 2.52844444444444e-2 x69 b1509 + 2.04938271604938e-4 x69^2 b1509 <= 0 e3342: 2.5e-2 x550 + 2.45e-2 b1510 - 2.52844444444444e-2 x70 b1510 + 2.04938271604938e-4 x70^2 b1510 <= 0 e3343: 2.5e-2 x551 + 2.45e-2 b1511 - 2.52844444444444e-2 x71 b1511 + 2.04938271604938e-4 x71^2 b1511 <= 0 e3344: 2.5e-2 x552 + 2.45e-2 b1512 - 2.52844444444444e-2 x72 b1512 + 2.04938271604938e-4 x72^2 b1512 <= 0 e3345: 2.5e-2 x553 + 2.45e-2 b1513 - 2.52844444444444e-2 x73 b1513 + 2.04938271604938e-4 x73^2 b1513 <= 0 e3346: 2.5e-2 x554 + 2.45e-2 b1514 - 2.52844444444444e-2 x74 b1514 + 2.04938271604938e-4 x74^2 b1514 <= 0 e3347: 2.5e-2 x555 + 2.45e-2 b1515 - 2.52844444444444e-2 x75 b1515 + 2.04938271604938e-4 x75^2 b1515 <= 0 e3348: 2.5e-2 x556 + 2.45e-2 b1516 - 2.52844444444444e-2 x76 b1516 + 2.04938271604938e-4 x76^2 b1516 <= 0 e3349: 2.5e-2 x557 + 2.45e-2 b1517 - 2.52844444444444e-2 x77 b1517 + 2.04938271604938e-4 x77^2 b1517 <= 0 e3350: 2.5e-2 x558 + 2.45e-2 b1518 - 2.52844444444444e-2 x78 b1518 + 2.04938271604938e-4 x78^2 b1518 <= 0 e3351: 2.5e-2 x559 + 2.45e-2 b1519 - 2.52844444444444e-2 x79 b1519 + 2.04938271604938e-4 x79^2 b1519 <= 0 e3352: 2.5e-2 x560 + 2.45e-2 b1520 - 2.52844444444444e-2 x80 b1520 + 2.04938271604938e-4 x80^2 b1520 <= 0 e3353: 2.5e-2 x561 + 2.45e-2 b1521 - 2.52844444444444e-2 x81 b1521 + 2.04938271604938e-4 x81^2 b1521 <= 0 e3354: 2.5e-2 x562 + 2.45e-2 b1522 - 2.52844444444444e-2 x82 b1522 + 2.04938271604938e-4 x82^2 b1522 <= 0 e3355: 2.5e-2 x563 + 2.45e-2 b1523 - 2.52844444444444e-2 x83 b1523 + 2.04938271604938e-4 x83^2 b1523 <= 0 e3356: 2.5e-2 x564 + 2.45e-2 b1524 - 2.52844444444444e-2 x84 b1524 + 2.04938271604938e-4 x84^2 b1524 <= 0 e3357: 2.5e-2 x565 + 2.45e-2 b1525 - 2.52844444444444e-2 x85 b1525 + 2.04938271604938e-4 x85^2 b1525 <= 0 e3358: 2.5e-2 x566 + 2.45e-2 b1526 - 2.52844444444444e-2 x86 b1526 + 2.04938271604938e-4 x86^2 b1526 <= 0 e3359: 2.5e-2 x567 + 2.45e-2 b1527 - 2.52844444444444e-2 x87 b1527 + 2.04938271604938e-4 x87^2 b1527 <= 0 e3360: 2.5e-2 x568 + 2.45e-2 b1528 - 2.52844444444444e-2 x88 b1528 + 2.04938271604938e-4 x88^2 b1528 <= 0 e3361: 2.5e-2 x569 + 2.45e-2 b1529 - 2.52844444444444e-2 x89 b1529 + 2.04938271604938e-4 x89^2 b1529 <= 0 e3362: 2.5e-2 x570 + 2.45e-2 b1530 - 2.52844444444444e-2 x90 b1530 + 2.04938271604938e-4 x90^2 b1530 <= 0 e3363: 2.5e-2 x571 + 2.45e-2 b1531 - 2.52844444444444e-2 x91 b1531 + 2.04938271604938e-4 x91^2 b1531 <= 0 e3364: 2.5e-2 x572 + 2.45e-2 b1532 - 2.52844444444444e-2 x92 b1532 + 2.04938271604938e-4 x92^2 b1532 <= 0 e3365: 2.5e-2 x573 + 2.45e-2 b1533 - 2.52844444444444e-2 x93 b1533 + 2.04938271604938e-4 x93^2 b1533 <= 0 e3366: 2.5e-2 x574 + 2.45e-2 b1534 - 2.52844444444444e-2 x94 b1534 + 2.04938271604938e-4 x94^2 b1534 <= 0 e3367: 2.5e-2 x575 + 2.45e-2 b1535 - 2.52844444444444e-2 x95 b1535 + 2.04938271604938e-4 x95^2 b1535 <= 0 e3368: 2.5e-2 x576 + 2.45e-2 b1536 - 2.52844444444444e-2 x96 b1536 + 2.04938271604938e-4 x96^2 b1536 <= 0 e3369: 2.5e-2 x577 + 2.45e-2 b1537 - 2.52844444444444e-2 x97 b1537 + 2.04938271604938e-4 x97^2 b1537 <= 0 e3370: x770 <= 0 e3371: x771 <= 0 e3372: x772 <= 0 e3373: x773 <= 0 e3374: x774 <= 0 e3375: x775 <= 0 e3376: x776 <= 0 e3377: x777 <= 0 e3378: x778 <= 0 e3379: x779 <= 0 e3380: x780 <= 0 e3381: x781 <= 0 e3382: x782 <= 0 e3383: x783 <= 0 e3384: x784 <= 0 e3385: x785 <= 0 e3386: x786 <= 0 e3387: x787 <= 0 e3388: x788 <= 0 e3389: x789 <= 0 e3390: x790 <= 0 e3391: x791 <= 0 e3392: x792 <= 0 e3393: x793 <= 0 e3394: x794 <= 0 e3395: x795 <= 0 e3396: x796 <= 0 e3397: x797 <= 0 e3398: x798 <= 0 e3399: x799 <= 0 e3400: x800 <= 0 e3401: x801 <= 0 e3402: x802 <= 0 e3403: x803 <= 0 e3404: x804 <= 0 e3405: x805 <= 0 e3406: x806 <= 0 e3407: x807 <= 0 e3408: x808 <= 0 e3409: x809 <= 0 e3410: x810 <= 0 e3411: x811 <= 0 e3412: x812 <= 0 e3413: x813 <= 0 e3414: x814 <= 0 e3415: x815 <= 0 e3416: x816 <= 0 e3417: x817 <= 0 e3418: x818 <= 0 e3419: x819 <= 0 e3420: x820 <= 0 e3421: x821 <= 0 e3422: x822 <= 0 e3423: x823 <= 0 e3424: x824 <= 0 e3425: x825 <= 0 e3426: x826 <= 0 e3427: x827 <= 0 e3428: x828 <= 0 e3429: x829 <= 0 e3430: x830 <= 0 e3431: x831 <= 0 e3432: x832 <= 0 e3433: x833 <= 0 e3434: x834 <= 0 e3435: x835 <= 0 e3436: x836 <= 0 e3437: x837 <= 0 e3438: x838 <= 0 e3439: x839 <= 0 e3440: x840 <= 0 e3441: x841 <= 0 e3442: x842 <= 0 e3443: x843 <= 0 e3444: x844 <= 0 e3445: x845 <= 0 e3446: x846 <= 0 e3447: x847 <= 0 e3448: x848 <= 0 e3449: x849 <= 0 e3450: x850 <= 0 e3451: x851 <= 0 e3452: x852 <= 0 e3453: x853 <= 0 e3454: x854 <= 0 e3455: x855 <= 0 e3456: x856 <= 0 e3457: x857 <= 0 e3458: x858 <= 0 e3459: x859 <= 0 e3460: x860 <= 0 e3461: x861 <= 0 e3462: x862 <= 0 e3463: x863 <= 0 e3464: x864 <= 0 e3465: x865 <= 0 e3466: - 9.1333e-2 x146 + 9.92753e-2 x626 + 9.12861 b1298 + 1.91656795755345e-3 x146^2 <= 8.99141 e3467: - 9.13396e-2 x147 + 9.92753e-2 x627 + 9.12706 b1299 + 1.91656795755345e-3 x147^2 <= 8.98958 e3468: - 9.13429e-2 x148 + 9.92753e-2 x628 + 9.12628 b1300 + 1.91656795755345e-3 x148^2 <= 8.98866 e3469: - 9.13496e-2 x149 + 9.92753e-2 x629 + 9.12473 b1301 + 1.91656795755345e-3 x149^2 <= 8.98683 e3470: - 9.13529e-2 x150 + 9.92753e-2 x630 + 9.12396 b1302 + 1.91656795755345e-3 x150^2 <= 8.98592 e3471: - 9.13562e-2 x151 + 9.92753e-2 x631 + 9.12318 b1303 + 1.91656795755345e-3 x151^2 <= 8.985 e3472: - 9.13529e-2 x152 + 9.92753e-2 x632 + 9.12396 b1304 + 1.91656795755345e-3 x152^2 <= 8.98592 e3473: - 9.13462e-2 x153 + 9.92753e-2 x633 + 9.12551 b1305 + 1.91656795755345e-3 x153^2 <= 8.98775 e3474: - 9.13296e-2 x154 + 9.92753e-2 x634 + 9.12938 b1306 + 1.91656795755345e-3 x154^2 <= 8.99232 e3475: - 9.12965e-2 x155 + 9.92753e-2 x635 + 9.13713 b1307 + 1.91656795755345e-3 x155^2 <= 9.00147 e3476: - 9.12434e-2 x156 + 9.92753e-2 x636 + 9.14954 b1308 + 1.91656795755345e-3 x156^2 <= 9.01612 e3477: - 9.11836e-2 x157 + 9.92753e-2 x637 + 9.16349 b1309 + 1.91656795755345e-3 x157^2 <= 9.03259 e3478: - 9.11139e-2 x158 + 9.92753e-2 x638 + 9.17976 b1310 + 1.91656795755345e-3 x158^2 <= 9.0518 e3479: - 9.10973e-2 x159 + 9.92753e-2 x639 + 9.18364 b1311 + 1.91656795755345e-3 x159^2 <= 9.05638 e3480: - 9.11471e-2 x160 + 9.92753e-2 x640 + 9.17201 b1312 + 1.91656795755345e-3 x160^2 <= 9.04265 e3481: - 9.11604e-2 x161 + 9.92753e-2 x641 + 9.16891 b1313 + 1.91656795755345e-3 x161^2 <= 9.03899 e3482: - 9.11869e-2 x162 + 9.92753e-2 x642 + 9.16271 b1314 + 1.91656795755345e-3 x162^2 <= 9.03167 e3483: - 9.12301e-2 x163 + 9.92753e-2 x643 + 9.15264 b1315 + 1.91656795755345e-3 x163^2 <= 9.01978 e3484: - 9.12566e-2 x164 + 9.92753e-2 x644 + 9.14644 b1316 + 1.91656795755345e-3 x164^2 <= 9.01246 e3485: - 9.12699e-2 x165 + 9.92753e-2 x645 + 9.14334 b1317 + 1.91656795755345e-3 x165^2 <= 9.0088 e3486: - 9.12832e-2 x166 + 9.92753e-2 x646 + 9.14024 b1318 + 1.91656795755345e-3 x166^2 <= 9.00514 e3487: - 9.12965e-2 x167 + 9.92753e-2 x647 + 9.13713 b1319 + 1.91656795755345e-3 x167^2 <= 9.00147 e3488: - 9.13064e-2 x168 + 9.92753e-2 x648 + 9.13481 b1320 + 1.91656795755345e-3 x168^2 <= 8.99873 e3489: - 9.13164e-2 x169 + 9.92753e-2 x649 + 9.13248 b1321 + 1.91656795755345e-3 x169^2 <= 8.99598 e3490: - 9.12666e-2 x170 + 9.92753e-2 x650 + 9.14411 b1322 + 1.91656795755345e-3 x170^2 <= 9.00971 e3491: - 9.124e-2 x171 + 9.92753e-2 x651 + 9.15031 b1323 + 1.91656795755345e-3 x171^2 <= 9.01703 e3492: - 9.12102e-2 x172 + 9.92753e-2 x652 + 9.15729 b1324 + 1.91656795755345e-3 x172^2 <= 9.02527 e3493: - 9.11836e-2 x173 + 9.92753e-2 x653 + 9.16349 b1325 + 1.91656795755345e-3 x173^2 <= 9.03259 e3494: - 9.11538e-2 x174 + 9.92753e-2 x654 + 9.17046 b1326 + 1.91656795755345e-3 x174^2 <= 9.04082 e3495: - 9.11571e-2 x175 + 9.92753e-2 x655 + 9.16969 b1327 + 1.91656795755345e-3 x175^2 <= 9.03991 e3496: - 9.11538e-2 x176 + 9.92753e-2 x656 + 9.17046 b1328 + 1.91656795755345e-3 x176^2 <= 9.04082 e3497: - 9.11139e-2 x177 + 9.92753e-2 x657 + 9.17976 b1329 + 1.91656795755345e-3 x177^2 <= 9.0518 e3498: - 9.10973e-2 x178 + 9.92753e-2 x658 + 9.18364 b1330 + 1.91656795755345e-3 x178^2 <= 9.05638 e3499: - 9.1031e-2 x179 + 9.92753e-2 x659 + 9.19914 b1331 + 1.91656795755345e-3 x179^2 <= 9.07468 e3500: - 9.10111e-2 x180 + 9.92753e-2 x660 + 9.20379 b1332 + 1.91656795755345e-3 x180^2 <= 9.08017 e3501: - 9.09845e-2 x181 + 9.92753e-2 x661 + 9.20999 b1333 + 1.91656795755345e-3 x181^2 <= 9.08749 e3502: - 9.09148e-2 x182 + 9.92753e-2 x662 + 9.22627 b1334 + 1.91656795755345e-3 x182^2 <= 9.10671 e3503: - 9.0865e-2 x183 + 9.92753e-2 x663 + 9.2379 b1335 + 1.91656795755345e-3 x183^2 <= 9.12044 e3504: - 9.08816e-2 x184 + 9.92753e-2 x664 + 9.23402 b1336 + 1.91656795755345e-3 x184^2 <= 9.11586 e3505: - 9.09281e-2 x185 + 9.92753e-2 x665 + 9.22317 b1337 + 1.91656795755345e-3 x185^2 <= 9.10305 e3506: - 9.09546e-2 x186 + 9.92753e-2 x666 + 9.21697 b1338 + 1.91656795755345e-3 x186^2 <= 9.09573 e3507: - 9.1031e-2 x187 + 9.92753e-2 x667 + 9.19914 b1339 + 1.91656795755345e-3 x187^2 <= 9.07468 e3508: - 9.10907e-2 x188 + 9.92753e-2 x668 + 9.18519 b1340 + 1.91656795755345e-3 x188^2 <= 9.05821 e3509: - 9.1104e-2 x189 + 9.92753e-2 x669 + 9.18209 b1341 + 1.91656795755345e-3 x189^2 <= 9.05455 e3510: - 9.11504e-2 x190 + 9.92753e-2 x670 + 9.17124 b1342 + 1.91656795755345e-3 x190^2 <= 9.04174 e3511: - 9.11305e-2 x191 + 9.92753e-2 x671 + 9.17589 b1343 + 1.91656795755345e-3 x191^2 <= 9.04723 e3512: - 9.11405e-2 x192 + 9.92753e-2 x672 + 9.17356 b1344 + 1.91656795755345e-3 x192^2 <= 9.04448 e3513: - 9.13164e-2 x193 + 9.92753e-2 x673 + 9.13248 b1345 + 1.91656795755345e-3 x193^2 <= 8.99598 e3514: - 9.1333e-2 x194 + 9.92753e-2 x674 + 9.12861 b1346 + 1.91656795755345e-3 x194^2 <= 8.99141 e3515: - 9.13396e-2 x195 + 9.92753e-2 x675 + 9.12706 b1347 + 1.91656795755345e-3 x195^2 <= 8.98958 e3516: - 9.13429e-2 x196 + 9.92753e-2 x676 + 9.12628 b1348 + 1.91656795755345e-3 x196^2 <= 8.98866 e3517: - 9.13496e-2 x197 + 9.92753e-2 x677 + 9.12473 b1349 + 1.91656795755345e-3 x197^2 <= 8.98683 e3518: - 9.13529e-2 x198 + 9.92753e-2 x678 + 9.12396 b1350 + 1.91656795755345e-3 x198^2 <= 8.98592 e3519: - 9.13562e-2 x199 + 9.92753e-2 x679 + 9.12318 b1351 + 1.91656795755345e-3 x199^2 <= 8.985 e3520: - 9.13529e-2 x200 + 9.92753e-2 x680 + 9.12396 b1352 + 1.91656795755345e-3 x200^2 <= 8.98592 e3521: - 9.13462e-2 x201 + 9.92753e-2 x681 + 9.12551 b1353 + 1.91656795755345e-3 x201^2 <= 8.98775 e3522: - 9.13296e-2 x202 + 9.92753e-2 x682 + 9.12938 b1354 + 1.91656795755345e-3 x202^2 <= 8.99232 e3523: - 9.12965e-2 x203 + 9.92753e-2 x683 + 9.13713 b1355 + 1.91656795755345e-3 x203^2 <= 9.00147 e3524: - 9.12434e-2 x204 + 9.92753e-2 x684 + 9.14954 b1356 + 1.91656795755345e-3 x204^2 <= 9.01612 e3525: - 9.11836e-2 x205 + 9.92753e-2 x685 + 9.16349 b1357 + 1.91656795755345e-3 x205^2 <= 9.03259 e3526: - 9.11139e-2 x206 + 9.92753e-2 x686 + 9.17976 b1358 + 1.91656795755345e-3 x206^2 <= 9.0518 e3527: - 9.10973e-2 x207 + 9.92753e-2 x687 + 9.18364 b1359 + 1.91656795755345e-3 x207^2 <= 9.05638 e3528: - 9.11471e-2 x208 + 9.92753e-2 x688 + 9.17201 b1360 + 1.91656795755345e-3 x208^2 <= 9.04265 e3529: - 9.11604e-2 x209 + 9.92753e-2 x689 + 9.16891 b1361 + 1.91656795755345e-3 x209^2 <= 9.03899 e3530: - 9.11869e-2 x210 + 9.92753e-2 x690 + 9.16271 b1362 + 1.91656795755345e-3 x210^2 <= 9.03167 e3531: - 9.12301e-2 x211 + 9.92753e-2 x691 + 9.15264 b1363 + 1.91656795755345e-3 x211^2 <= 9.01978 e3532: - 9.12566e-2 x212 + 9.92753e-2 x692 + 9.14644 b1364 + 1.91656795755345e-3 x212^2 <= 9.01246 e3533: - 9.12699e-2 x213 + 9.92753e-2 x693 + 9.14334 b1365 + 1.91656795755345e-3 x213^2 <= 9.0088 e3534: - 9.12832e-2 x214 + 9.92753e-2 x694 + 9.14024 b1366 + 1.91656795755345e-3 x214^2 <= 9.00514 e3535: - 9.12965e-2 x215 + 9.92753e-2 x695 + 9.13713 b1367 + 1.91656795755345e-3 x215^2 <= 9.00147 e3536: - 9.13064e-2 x216 + 9.92753e-2 x696 + 9.13481 b1368 + 1.91656795755345e-3 x216^2 <= 8.99873 e3537: - 9.13164e-2 x217 + 9.92753e-2 x697 + 9.13248 b1369 + 1.91656795755345e-3 x217^2 <= 8.99598 e3538: - 9.12666e-2 x218 + 9.92753e-2 x698 + 9.14411 b1370 + 1.91656795755345e-3 x218^2 <= 9.00971 e3539: - 9.124e-2 x219 + 9.92753e-2 x699 + 9.15031 b1371 + 1.91656795755345e-3 x219^2 <= 9.01703 e3540: - 9.12102e-2 x220 + 9.92753e-2 x700 + 9.15729 b1372 + 1.91656795755345e-3 x220^2 <= 9.02527 e3541: - 9.11836e-2 x221 + 9.92753e-2 x701 + 9.16349 b1373 + 1.91656795755345e-3 x221^2 <= 9.03259 e3542: - 9.11538e-2 x222 + 9.92753e-2 x702 + 9.17046 b1374 + 1.91656795755345e-3 x222^2 <= 9.04082 e3543: - 9.11571e-2 x223 + 9.92753e-2 x703 + 9.16969 b1375 + 1.91656795755345e-3 x223^2 <= 9.03991 e3544: - 9.11538e-2 x224 + 9.92753e-2 x704 + 9.17046 b1376 + 1.91656795755345e-3 x224^2 <= 9.04082 e3545: - 9.11139e-2 x225 + 9.92753e-2 x705 + 9.17976 b1377 + 1.91656795755345e-3 x225^2 <= 9.0518 e3546: - 9.10973e-2 x226 + 9.92753e-2 x706 + 9.18364 b1378 + 1.91656795755345e-3 x226^2 <= 9.05638 e3547: - 9.1031e-2 x227 + 9.92753e-2 x707 + 9.19914 b1379 + 1.91656795755345e-3 x227^2 <= 9.07468 e3548: - 9.10111e-2 x228 + 9.92753e-2 x708 + 9.20379 b1380 + 1.91656795755345e-3 x228^2 <= 9.08017 e3549: - 9.09845e-2 x229 + 9.92753e-2 x709 + 9.20999 b1381 + 1.91656795755345e-3 x229^2 <= 9.08749 e3550: - 9.09148e-2 x230 + 9.92753e-2 x710 + 9.22627 b1382 + 1.91656795755345e-3 x230^2 <= 9.10671 e3551: - 9.0865e-2 x231 + 9.92753e-2 x711 + 9.2379 b1383 + 1.91656795755345e-3 x231^2 <= 9.12044 e3552: - 9.08816e-2 x232 + 9.92753e-2 x712 + 9.23402 b1384 + 1.91656795755345e-3 x232^2 <= 9.11586 e3553: - 9.09281e-2 x233 + 9.92753e-2 x713 + 9.22317 b1385 + 1.91656795755345e-3 x233^2 <= 9.10305 e3554: - 9.09546e-2 x234 + 9.92753e-2 x714 + 9.21697 b1386 + 1.91656795755345e-3 x234^2 <= 9.09573 e3555: - 9.1031e-2 x235 + 9.92753e-2 x715 + 9.19914 b1387 + 1.91656795755345e-3 x235^2 <= 9.07468 e3556: - 9.10907e-2 x236 + 9.92753e-2 x716 + 9.18519 b1388 + 1.91656795755345e-3 x236^2 <= 9.05821 e3557: - 9.1104e-2 x237 + 9.92753e-2 x717 + 9.18209 b1389 + 1.91656795755345e-3 x237^2 <= 9.05455 e3558: - 9.11504e-2 x238 + 9.92753e-2 x718 + 9.17124 b1390 + 1.91656795755345e-3 x238^2 <= 9.04174 e3559: - 9.11305e-2 x239 + 9.92753e-2 x719 + 9.17589 b1391 + 1.91656795755345e-3 x239^2 <= 9.04723 e3560: - 9.11405e-2 x240 + 9.92753e-2 x720 + 9.17356 b1392 + 1.91656795755345e-3 x240^2 <= 9.04448 e3561: - 9.13164e-2 x241 + 9.92753e-2 x721 + 9.13248 b1393 + 1.91656795755345e-3 x241^2 <= 8.99598 e3562: - 4.05088e-2 x146 + .183453 x386 + 7.00999 b1298 - 1.72169903672958e-3 x146^2 <= 6.90479 e3563: - 4.04934e-2 x147 + .183453 x387 + 7.00904 b1299 - 1.72169903672958e-3 x147^2 <= 6.90396 e3564: - 4.04856e-2 x148 + .183453 x388 + 7.00857 b1300 - 1.72169903672958e-3 x148^2 <= 6.90355 e3565: - 4.04701e-2 x149 + .183453 x389 + 7.00762 b1301 - 1.72169903672958e-3 x149^2 <= 6.90272 e3566: - 4.04624e-2 x150 + .183453 x390 + 7.00714 b1302 - 1.72169903672958e-3 x150^2 <= 6.9023 e3567: - 4.04546e-2 x151 + .183453 x391 + 7.00667 b1303 - 1.72169903672958e-3 x151^2 <= 6.90189 e3568: - 4.04624e-2 x152 + .183453 x392 + 7.00714 b1304 - 1.72169903672958e-3 x152^2 <= 6.9023 e3569: - 4.04779e-2 x153 + .183453 x393 + 7.00809 b1305 - 1.72169903672958e-3 x153^2 <= 6.90313 e3570: - 4.05166e-2 x154 + .183453 x394 + 7.01047 b1306 - 1.72169903672958e-3 x154^2 <= 6.90521 e3571: - 4.0594e-2 x155 + .183453 x395 + 7.01522 b1307 - 1.72169903672958e-3 x155^2 <= 6.90936 e3572: - 4.07179e-2 x156 + .183453 x396 + 7.02282 b1308 - 1.72169903672958e-3 x156^2 <= 6.916 e3573: - 4.08573e-2 x157 + .183453 x397 + 7.03137 b1309 - 1.72169903672958e-3 x157^2 <= 6.92347 e3574: - 4.10199e-2 x158 + .183453 x398 + 7.04134 b1310 - 1.72169903672958e-3 x158^2 <= 6.93218 e3575: - 4.10586e-2 x159 + .183453 x399 + 7.04371 b1311 - 1.72169903672958e-3 x159^2 <= 6.93425 e3576: - 4.09425e-2 x160 + .183453 x400 + 7.03659 b1312 - 1.72169903672958e-3 x160^2 <= 6.92803 e3577: - 4.09115e-2 x161 + .183453 x401 + 7.03469 b1313 - 1.72169903672958e-3 x161^2 <= 6.92637 e3578: - 4.08496e-2 x162 + .183453 x402 + 7.03089 b1314 - 1.72169903672958e-3 x162^2 <= 6.92305 e3579: - 4.07489e-2 x163 + .183453 x403 + 7.02472 b1315 - 1.72169903672958e-3 x163^2 <= 6.91766 e3580: - 4.06869e-2 x164 + .183453 x404 + 7.02092 b1316 - 1.72169903672958e-3 x164^2 <= 6.91434 e3581: - 4.0656e-2 x165 + .183453 x405 + 7.01902 b1317 - 1.72169903672958e-3 x165^2 <= 6.91268 e3582: - 4.0625e-2 x166 + .183453 x406 + 7.01712 b1318 - 1.72169903672958e-3 x166^2 <= 6.91102 e3583: - 4.0594e-2 x167 + .183453 x407 + 7.01522 b1319 - 1.72169903672958e-3 x167^2 <= 6.90936 e3584: - 4.05708e-2 x168 + .183453 x408 + 7.01379 b1320 - 1.72169903672958e-3 x168^2 <= 6.90811 e3585: - 4.05476e-2 x169 + .183453 x409 + 7.01237 b1321 - 1.72169903672958e-3 x169^2 <= 6.90687 e3586: - 4.06637e-2 x170 + .183453 x410 + 7.01949 b1322 - 1.72169903672958e-3 x170^2 <= 6.91309 e3587: - 4.07257e-2 x171 + .183453 x411 + 7.02329 b1323 - 1.72169903672958e-3 x171^2 <= 6.91641 e3588: - 4.07954e-2 x172 + .183453 x412 + 7.02757 b1324 - 1.72169903672958e-3 x172^2 <= 6.92015 e3589: - 4.08573e-2 x173 + .183453 x413 + 7.03137 b1325 - 1.72169903672958e-3 x173^2 <= 6.92347 e3590: - 4.0927e-2 x174 + .183453 x414 + 7.03564 b1326 - 1.72169903672958e-3 x174^2 <= 6.9272 e3591: - 4.09192e-2 x175 + .183453 x415 + 7.03516 b1327 - 1.72169903672958e-3 x175^2 <= 6.92678 e3592: - 4.0927e-2 x176 + .183453 x416 + 7.03564 b1328 - 1.72169903672958e-3 x176^2 <= 6.9272 e3593: - 4.10199e-2 x177 + .183453 x417 + 7.04134 b1329 - 1.72169903672958e-3 x177^2 <= 6.93218 e3594: - 4.10586e-2 x178 + .183453 x418 + 7.04371 b1330 - 1.72169903672958e-3 x178^2 <= 6.93425 e3595: - 4.12135e-2 x179 + .183453 x419 + 7.05321 b1331 - 1.72169903672958e-3 x179^2 <= 6.94255 e3596: - 4.126e-2 x180 + .183453 x420 + 7.05606 b1332 - 1.72169903672958e-3 x180^2 <= 6.94504 e3597: - 4.13219e-2 x181 + .183453 x421 + 7.05986 b1333 - 1.72169903672958e-3 x181^2 <= 6.94836 e3598: - 4.14845e-2 x182 + .183453 x422 + 7.06983 b1334 - 1.72169903672958e-3 x182^2 <= 6.95707 e3599: - 4.16007e-2 x183 + .183453 x423 + 7.07696 b1335 - 1.72169903672958e-3 x183^2 <= 6.9633 e3600: - 4.15619e-2 x184 + .183453 x424 + 7.07458 b1336 - 1.72169903672958e-3 x184^2 <= 6.96122 e3601: - 4.14535e-2 x185 + .183453 x425 + 7.06793 b1337 - 1.72169903672958e-3 x185^2 <= 6.95541 e3602: - 4.13916e-2 x186 + .183453 x426 + 7.06413 b1338 - 1.72169903672958e-3 x186^2 <= 6.95209 e3603: - 4.12135e-2 x187 + .183453 x427 + 7.05321 b1339 - 1.72169903672958e-3 x187^2 <= 6.94255 e3604: - 4.10741e-2 x188 + .183453 x428 + 7.04466 b1340 - 1.72169903672958e-3 x188^2 <= 6.93508 e3605: - 4.10431e-2 x189 + .183453 x429 + 7.04276 b1341 - 1.72169903672958e-3 x189^2 <= 6.93342 e3606: - 4.09347e-2 x190 + .183453 x430 + 7.03611 b1342 - 1.72169903672958e-3 x190^2 <= 6.92761 e3607: - 4.09812e-2 x191 + .183453 x431 + 7.03896 b1343 - 1.72169903672958e-3 x191^2 <= 6.9301 e3608: - 4.0958e-2 x192 + .183453 x432 + 7.03754 b1344 - 1.72169903672958e-3 x192^2 <= 6.92886 e3609: - 4.05476e-2 x193 + .183453 x433 + 7.01237 b1345 - 1.72169903672958e-3 x193^2 <= 6.90687 e3610: - 4.05088e-2 x194 + .183453 x434 + 7.00999 b1346 - 1.72169903672958e-3 x194^2 <= 6.90479 e3611: - 4.04934e-2 x195 + .183453 x435 + 7.00904 b1347 - 1.72169903672958e-3 x195^2 <= 6.90396 e3612: - 4.04856e-2 x196 + .183453 x436 + 7.00857 b1348 - 1.72169903672958e-3 x196^2 <= 6.90355 e3613: - 4.04701e-2 x197 + .183453 x437 + 7.00762 b1349 - 1.72169903672958e-3 x197^2 <= 6.90272 e3614: - 4.04624e-2 x198 + .183453 x438 + 7.00714 b1350 - 1.72169903672958e-3 x198^2 <= 6.9023 e3615: - 4.04546e-2 x199 + .183453 x439 + 7.00667 b1351 - 1.72169903672958e-3 x199^2 <= 6.90189 e3616: - 4.04624e-2 x200 + .183453 x440 + 7.00714 b1352 - 1.72169903672958e-3 x200^2 <= 6.9023 e3617: - 4.04779e-2 x201 + .183453 x441 + 7.00809 b1353 - 1.72169903672958e-3 x201^2 <= 6.90313 e3618: - 4.05166e-2 x202 + .183453 x442 + 7.01047 b1354 - 1.72169903672958e-3 x202^2 <= 6.90521 e3619: - 4.0594e-2 x203 + .183453 x443 + 7.01522 b1355 - 1.72169903672958e-3 x203^2 <= 6.90936 e3620: - 4.07179e-2 x204 + .183453 x444 + 7.02282 b1356 - 1.72169903672958e-3 x204^2 <= 6.916 e3621: - 4.08573e-2 x205 + .183453 x445 + 7.03137 b1357 - 1.72169903672958e-3 x205^2 <= 6.92347 e3622: - 4.10199e-2 x206 + .183453 x446 + 7.04134 b1358 - 1.72169903672958e-3 x206^2 <= 6.93218 e3623: - 4.10586e-2 x207 + .183453 x447 + 7.04371 b1359 - 1.72169903672958e-3 x207^2 <= 6.93425 e3624: - 4.09425e-2 x208 + .183453 x448 + 7.03659 b1360 - 1.72169903672958e-3 x208^2 <= 6.92803 e3625: - 4.09115e-2 x209 + .183453 x449 + 7.03469 b1361 - 1.72169903672958e-3 x209^2 <= 6.92637 e3626: - 4.08496e-2 x210 + .183453 x450 + 7.03089 b1362 - 1.72169903672958e-3 x210^2 <= 6.92305 e3627: - 4.07489e-2 x211 + .183453 x451 + 7.02472 b1363 - 1.72169903672958e-3 x211^2 <= 6.91766 e3628: - 4.06869e-2 x212 + .183453 x452 + 7.02092 b1364 - 1.72169903672958e-3 x212^2 <= 6.91434 e3629: - 4.0656e-2 x213 + .183453 x453 + 7.01902 b1365 - 1.72169903672958e-3 x213^2 <= 6.91268 e3630: - 4.0625e-2 x214 + .183453 x454 + 7.01712 b1366 - 1.72169903672958e-3 x214^2 <= 6.91102 e3631: - 4.0594e-2 x215 + .183453 x455 + 7.01522 b1367 - 1.72169903672958e-3 x215^2 <= 6.90936 e3632: - 4.05708e-2 x216 + .183453 x456 + 7.01379 b1368 - 1.72169903672958e-3 x216^2 <= 6.90811 e3633: - 4.05476e-2 x217 + .183453 x457 + 7.01237 b1369 - 1.72169903672958e-3 x217^2 <= 6.90687 e3634: - 4.06637e-2 x218 + .183453 x458 + 7.01949 b1370 - 1.72169903672958e-3 x218^2 <= 6.91309 e3635: - 4.07257e-2 x219 + .183453 x459 + 7.02329 b1371 - 1.72169903672958e-3 x219^2 <= 6.91641 e3636: - 4.07954e-2 x220 + .183453 x460 + 7.02757 b1372 - 1.72169903672958e-3 x220^2 <= 6.92015 e3637: - 4.08573e-2 x221 + .183453 x461 + 7.03137 b1373 - 1.72169903672958e-3 x221^2 <= 6.92347 e3638: - 4.0927e-2 x222 + .183453 x462 + 7.03564 b1374 - 1.72169903672958e-3 x222^2 <= 6.9272 e3639: - 4.09192e-2 x223 + .183453 x463 + 7.03516 b1375 - 1.72169903672958e-3 x223^2 <= 6.92678 e3640: - 4.0927e-2 x224 + .183453 x464 + 7.03564 b1376 - 1.72169903672958e-3 x224^2 <= 6.9272 e3641: - 4.10199e-2 x225 + .183453 x465 + 7.04134 b1377 - 1.72169903672958e-3 x225^2 <= 6.93218 e3642: - 4.10586e-2 x226 + .183453 x466 + 7.04371 b1378 - 1.72169903672958e-3 x226^2 <= 6.93425 e3643: - 4.12135e-2 x227 + .183453 x467 + 7.05321 b1379 - 1.72169903672958e-3 x227^2 <= 6.94255 e3644: - 4.126e-2 x228 + .183453 x468 + 7.05606 b1380 - 1.72169903672958e-3 x228^2 <= 6.94504 e3645: - 4.13219e-2 x229 + .183453 x469 + 7.05986 b1381 - 1.72169903672958e-3 x229^2 <= 6.94836 e3646: - 4.14845e-2 x230 + .183453 x470 + 7.06983 b1382 - 1.72169903672958e-3 x230^2 <= 6.95707 e3647: - 4.16007e-2 x231 + .183453 x471 + 7.07696 b1383 - 1.72169903672958e-3 x231^2 <= 6.9633 e3648: - 4.15619e-2 x232 + .183453 x472 + 7.07458 b1384 - 1.72169903672958e-3 x232^2 <= 6.96122 e3649: - 4.14535e-2 x233 + .183453 x473 + 7.06793 b1385 - 1.72169903672958e-3 x233^2 <= 6.95541 e3650: - 4.13916e-2 x234 + .183453 x474 + 7.06413 b1386 - 1.72169903672958e-3 x234^2 <= 6.95209 e3651: - 4.12135e-2 x235 + .183453 x475 + 7.05321 b1387 - 1.72169903672958e-3 x235^2 <= 6.94255 e3652: - 4.10741e-2 x236 + .183453 x476 + 7.04466 b1388 - 1.72169903672958e-3 x236^2 <= 6.93508 e3653: - 4.10431e-2 x237 + .183453 x477 + 7.04276 b1389 - 1.72169903672958e-3 x237^2 <= 6.93342 e3654: - 4.09347e-2 x238 + .183453 x478 + 7.03611 b1390 - 1.72169903672958e-3 x238^2 <= 6.92761 e3655: - 4.09812e-2 x239 + .183453 x479 + 7.03896 b1391 - 1.72169903672958e-3 x239^2 <= 6.9301 e3656: - 4.0958e-2 x240 + .183453 x480 + 7.03754 b1392 - 1.72169903672958e-3 x240^2 <= 6.92886 e3657: - 4.05476e-2 x241 + .183453 x481 + 7.01237 b1393 - 1.72169903672958e-3 x241^2 <= 6.90687 e3658: x722 <= 0 e3659: x723 <= 0 e3660: x724 <= 0 e3661: x725 <= 0 e3662: x726 <= 0 e3663: x727 <= 0 e3664: x728 <= 0 e3665: x729 <= 0 e3666: x730 <= 0 e3667: x731 <= 0 e3668: x732 <= 0 e3669: x733 <= 0 e3670: x734 <= 0 e3671: x735 <= 0 e3672: x736 <= 0 e3673: x737 <= 0 e3674: x738 <= 0 e3675: x739 <= 0 e3676: x740 <= 0 e3677: x741 <= 0 e3678: x742 <= 0 e3679: x743 <= 0 e3680: x744 <= 0 e3681: x745 <= 0 e3682: x746 <= 0 e3683: x747 <= 0 e3684: x748 <= 0 e3685: x749 <= 0 e3686: x750 <= 0 e3687: x751 <= 0 e3688: x752 <= 0 e3689: x753 <= 0 e3690: x754 <= 0 e3691: x755 <= 0 e3692: x756 <= 0 e3693: x757 <= 0 e3694: x758 <= 0 e3695: x759 <= 0 e3696: x760 <= 0 e3697: x761 <= 0 e3698: x762 <= 0 e3699: x763 <= 0 e3700: x764 <= 0 e3701: x765 <= 0 e3702: x766 <= 0 e3703: x767 <= 0 e3704: x768 <= 0 e3705: x769 <= 0 e3706: - 2.86775e-2 x98 + 3.34717e-2 x578 + 20.4748 b1394 + 1.52475248549441e-4 x98^2 <= 19.813 e3707: - 2.86869e-2 x99 + 3.34717e-2 x579 + 20.4596 b1395 + 1.52475248549441e-4 x99^2 <= 19.7965 e3708: - 2.86916e-2 x100 + 3.34717e-2 x580 + 20.4521 b1396 + 1.52475248549441e-4 x100^2 <= 19.7882 e3709: - 2.8701e-2 x101 + 3.34717e-2 x581 + 20.4369 b1397 + 1.52475248549441e-4 x101^2 <= 19.7716 e3710: - 2.87057e-2 x102 + 3.34717e-2 x582 + 20.4293 b1398 + 1.52475248549441e-4 x102^2 <= 19.7633 e3711: - 2.87104e-2 x103 + 3.34717e-2 x583 + 20.4217 b1399 + 1.52475248549441e-4 x103^2 <= 19.755 e3712: - 2.87057e-2 x104 + 3.34717e-2 x584 + 20.4293 b1400 + 1.52475248549441e-4 x104^2 <= 19.7633 e3713: - 2.86963e-2 x105 + 3.34717e-2 x585 + 20.4445 b1401 + 1.52475248549441e-4 x105^2 <= 19.7799 e3714: - 2.86728e-2 x106 + 3.34717e-2 x586 + 20.4824 b1402 + 1.52475248549441e-4 x106^2 <= 19.8213 e3715: - 2.86257e-2 x107 + 3.34717e-2 x587 + 20.5581 b1403 + 1.52475248549441e-4 x107^2 <= 19.9042 e3716: - 2.85505e-2 x108 + 3.34717e-2 x588 + 20.6794 b1404 + 1.52475248549441e-4 x108^2 <= 20.0368 e3717: - 2.84658e-2 x109 + 3.34717e-2 x589 + 20.8158 b1405 + 1.52475248549441e-4 x109^2 <= 20.186 e3718: - 2.8367e-2 x110 + 3.34717e-2 x590 + 20.975 b1406 + 1.52475248549441e-4 x110^2 <= 20.3601 e3719: - 2.83435e-2 x111 + 3.34717e-2 x591 + 21.0128 b1407 + 1.52475248549441e-4 x111^2 <= 20.4015 e3720: - 2.8414e-2 x112 + 3.34717e-2 x592 + 20.8992 b1408 + 1.52475248549441e-4 x112^2 <= 20.2772 e3721: - 2.84328e-2 x113 + 3.34717e-2 x593 + 20.8689 b1409 + 1.52475248549441e-4 x113^2 <= 20.244 e3722: - 2.84705e-2 x114 + 3.34717e-2 x594 + 20.8082 b1410 + 1.52475248549441e-4 x114^2 <= 20.1777 e3723: - 2.85316e-2 x115 + 3.34717e-2 x595 + 20.7097 b1411 + 1.52475248549441e-4 x115^2 <= 20.07 e3724: - 2.85693e-2 x116 + 3.34717e-2 x596 + 20.6491 b1412 + 1.52475248549441e-4 x116^2 <= 20.0037 e3725: - 2.85881e-2 x117 + 3.34717e-2 x597 + 20.6188 b1413 + 1.52475248549441e-4 x117^2 <= 19.9705 e3726: - 2.86069e-2 x118 + 3.34717e-2 x598 + 20.5885 b1414 + 1.52475248549441e-4 x118^2 <= 19.9374 e3727: - 2.86257e-2 x119 + 3.34717e-2 x599 + 20.5581 b1415 + 1.52475248549441e-4 x119^2 <= 19.9042 e3728: - 2.86398e-2 x120 + 3.34717e-2 x600 + 20.5354 b1416 + 1.52475248549441e-4 x120^2 <= 19.8793 e3729: - 2.8654e-2 x121 + 3.34717e-2 x601 + 20.5127 b1417 + 1.52475248549441e-4 x121^2 <= 19.8545 e3730: - 2.85834e-2 x122 + 3.34717e-2 x602 + 20.6264 b1418 + 1.52475248549441e-4 x122^2 <= 19.9788 e3731: - 2.85457e-2 x123 + 3.34717e-2 x603 + 20.687 b1419 + 1.52475248549441e-4 x123^2 <= 20.0451 e3732: - 2.85034e-2 x124 + 3.34717e-2 x604 + 20.7552 b1420 + 1.52475248549441e-4 x124^2 <= 20.1197 e3733: - 2.84658e-2 x125 + 3.34717e-2 x605 + 20.8158 b1421 + 1.52475248549441e-4 x125^2 <= 20.186 e3734: - 2.84234e-2 x126 + 3.34717e-2 x606 + 20.884 b1422 + 1.52475248549441e-4 x126^2 <= 20.2606 e3735: - 2.84281e-2 x127 + 3.34717e-2 x607 + 20.8764 b1423 + 1.52475248549441e-4 x127^2 <= 20.2523 e3736: - 2.84234e-2 x128 + 3.34717e-2 x608 + 20.884 b1424 + 1.52475248549441e-4 x128^2 <= 20.2606 e3737: - 2.8367e-2 x129 + 3.34717e-2 x609 + 20.975 b1425 + 1.52475248549441e-4 x129^2 <= 20.3601 e3738: - 2.83435e-2 x130 + 3.34717e-2 x610 + 21.0128 b1426 + 1.52475248549441e-4 x130^2 <= 20.4015 e3739: - 2.82494e-2 x131 + 3.34717e-2 x611 + 21.1644 b1427 + 1.52475248549441e-4 x131^2 <= 20.5673 e3740: - 2.82211e-2 x132 + 3.34717e-2 x612 + 21.2099 b1428 + 1.52475248549441e-4 x132^2 <= 20.617 e3741: - 2.81835e-2 x133 + 3.34717e-2 x613 + 21.2705 b1429 + 1.52475248549441e-4 x133^2 <= 20.6833 e3742: - 2.80847e-2 x134 + 3.34717e-2 x614 + 21.4297 b1430 + 1.52475248549441e-4 x134^2 <= 20.8574 e3743: - 2.80141e-2 x135 + 3.34717e-2 x615 + 21.5433 b1431 + 1.52475248549441e-4 x135^2 <= 20.9817 e3744: - 2.80377e-2 x136 + 3.34717e-2 x616 + 21.5054 b1432 + 1.52475248549441e-4 x136^2 <= 20.9402 e3745: - 2.81035e-2 x137 + 3.34717e-2 x617 + 21.3993 b1433 + 1.52475248549441e-4 x137^2 <= 20.8242 e3746: - 2.81412e-2 x138 + 3.34717e-2 x618 + 21.3387 b1434 + 1.52475248549441e-4 x138^2 <= 20.7579 e3747: - 2.82494e-2 x139 + 3.34717e-2 x619 + 21.1644 b1435 + 1.52475248549441e-4 x139^2 <= 20.5673 e3748: - 2.8334e-2 x140 + 3.34717e-2 x620 + 21.028 b1436 + 1.52475248549441e-4 x140^2 <= 20.4181 e3749: - 2.83529e-2 x141 + 3.34717e-2 x621 + 20.9977 b1437 + 1.52475248549441e-4 x141^2 <= 20.3849 e3750: - 2.84187e-2 x142 + 3.34717e-2 x622 + 20.8916 b1438 + 1.52475248549441e-4 x142^2 <= 20.2689 e3751: - 2.83905e-2 x143 + 3.34717e-2 x623 + 20.9371 b1439 + 1.52475248549441e-4 x143^2 <= 20.3186 e3752: - 2.84046e-2 x144 + 3.34717e-2 x624 + 20.9143 b1440 + 1.52475248549441e-4 x144^2 <= 20.2938 e3753: - 2.8654e-2 x145 + 3.34717e-2 x625 + 20.5127 b1441 + 1.52475248549441e-4 x145^2 <= 19.8545 e3754: - 1.98576e-2 x98 + 2.91954e-2 x338 + 17.3082 b1394 + 9.55693503233427e-5 x98^2 <= 16.7866 e3755: - 1.98624e-2 x99 + 2.91954e-2 x339 + 17.303 b1395 + 9.55693503233427e-5 x99^2 <= 16.7807 e3756: - 1.98648e-2 x100 + 2.91954e-2 x340 + 17.3004 b1396 + 9.55693503233427e-5 x100^2 <= 16.7778 e3757: - 1.98696e-2 x101 + 2.91954e-2 x341 + 17.2951 b1397 + 9.55693503233427e-5 x101^2 <= 16.7719 e3758: - 1.9872e-2 x102 + 2.91954e-2 x342 + 17.2925 b1398 + 9.55693503233427e-5 x102^2 <= 16.769 e3759: - 1.98744e-2 x103 + 2.91954e-2 x343 + 17.2899 b1399 + 9.55693503233427e-5 x103^2 <= 16.7661 e3760: - 1.9872e-2 x104 + 2.91954e-2 x344 + 17.2925 b1400 + 9.55693503233427e-5 x104^2 <= 16.769 e3761: - 1.98672e-2 x105 + 2.91954e-2 x345 + 17.2978 b1401 + 9.55693503233427e-5 x105^2 <= 16.7749 e3762: - 1.98551e-2 x106 + 2.91954e-2 x346 + 17.3109 b1402 + 9.55693503233427e-5 x106^2 <= 16.7895 e3763: - 1.98311e-2 x107 + 2.91954e-2 x347 + 17.3371 b1403 + 9.55693503233427e-5 x107^2 <= 16.8188 e3764: - 1.97926e-2 x108 + 2.91954e-2 x348 + 17.379 b1404 + 9.55693503233427e-5 x108^2 <= 16.8657 e3765: - 1.97492e-2 x109 + 2.91954e-2 x349 + 17.4262 b1405 + 9.55693503233427e-5 x109^2 <= 16.9185 e3766: - 1.96987e-2 x110 + 2.91954e-2 x350 + 17.4812 b1406 + 9.55693503233427e-5 x110^2 <= 16.98 e3767: - 1.96867e-2 x111 + 2.91954e-2 x351 + 17.4943 b1407 + 9.55693503233427e-5 x111^2 <= 16.9947 e3768: - 1.97228e-2 x112 + 2.91954e-2 x352 + 17.455 b1408 + 9.55693503233427e-5 x112^2 <= 16.9507 e3769: - 1.97324e-2 x113 + 2.91954e-2 x353 + 17.4445 b1409 + 9.55693503233427e-5 x113^2 <= 16.939 e3770: - 1.97516e-2 x114 + 2.91954e-2 x354 + 17.4236 b1410 + 9.55693503233427e-5 x114^2 <= 16.9156 e3771: - 1.97829e-2 x115 + 2.91954e-2 x355 + 17.3895 b1411 + 9.55693503233427e-5 x115^2 <= 16.8774 e3772: - 1.98022e-2 x116 + 2.91954e-2 x356 + 17.3685 b1412 + 9.55693503233427e-5 x116^2 <= 16.854 e3773: - 1.98118e-2 x117 + 2.91954e-2 x357 + 17.358 b1413 + 9.55693503233427e-5 x117^2 <= 16.8423 e3774: - 1.98214e-2 x118 + 2.91954e-2 x358 + 17.3476 b1414 + 9.55693503233427e-5 x118^2 <= 16.8306 e3775: - 1.98311e-2 x119 + 2.91954e-2 x359 + 17.3371 b1415 + 9.55693503233427e-5 x119^2 <= 16.8188 e3776: - 1.98383e-2 x120 + 2.91954e-2 x360 + 17.3292 b1416 + 9.55693503233427e-5 x120^2 <= 16.81 e3777: - 1.98455e-2 x121 + 2.91954e-2 x361 + 17.3213 b1417 + 9.55693503233427e-5 x121^2 <= 16.8012 e3778: - 1.98094e-2 x122 + 2.91954e-2 x362 + 17.3607 b1418 + 9.55693503233427e-5 x122^2 <= 16.8452 e3779: - 1.97902e-2 x123 + 2.91954e-2 x363 + 17.3816 b1419 + 9.55693503233427e-5 x123^2 <= 16.8687 e3780: - 1.97685e-2 x124 + 2.91954e-2 x364 + 17.4052 b1420 + 9.55693503233427e-5 x124^2 <= 16.895 e3781: - 1.97492e-2 x125 + 2.91954e-2 x365 + 17.4262 b1421 + 9.55693503233427e-5 x125^2 <= 16.9185 e3782: - 1.97276e-2 x126 + 2.91954e-2 x366 + 17.4498 b1422 + 9.55693503233427e-5 x126^2 <= 16.9449 e3783: - 1.973e-2 x127 + 2.91954e-2 x367 + 17.4472 b1423 + 9.55693503233427e-5 x127^2 <= 16.9419 e3784: - 1.97276e-2 x128 + 2.91954e-2 x368 + 17.4498 b1424 + 9.55693503233427e-5 x128^2 <= 16.9449 e3785: - 1.96987e-2 x129 + 2.91954e-2 x369 + 17.4812 b1425 + 9.55693503233427e-5 x129^2 <= 16.98 e3786: - 1.96867e-2 x130 + 2.91954e-2 x370 + 17.4943 b1426 + 9.55693503233427e-5 x130^2 <= 16.9947 e3787: - 1.96385e-2 x131 + 2.91954e-2 x371 + 17.5468 b1427 + 9.55693503233427e-5 x131^2 <= 17.0533 e3788: - 1.96241e-2 x132 + 2.91954e-2 x372 + 17.5625 b1428 + 9.55693503233427e-5 x132^2 <= 17.0709 e3789: - 1.96048e-2 x133 + 2.91954e-2 x373 + 17.5834 b1429 + 9.55693503233427e-5 x133^2 <= 17.0943 e3790: - 1.95543e-2 x134 + 2.91954e-2 x374 + 17.6385 b1430 + 9.55693503233427e-5 x134^2 <= 17.1559 e3791: - 1.95182e-2 x135 + 2.91954e-2 x375 + 17.6778 b1431 + 9.55693503233427e-5 x135^2 <= 17.1999 e3792: - 1.95302e-2 x136 + 2.91954e-2 x376 + 17.6647 b1432 + 9.55693503233427e-5 x136^2 <= 17.1852 e3793: - 1.95639e-2 x137 + 2.91954e-2 x377 + 17.628 b1433 + 9.55693503233427e-5 x137^2 <= 17.1442 e3794: - 1.95832e-2 x138 + 2.91954e-2 x378 + 17.607 b1434 + 9.55693503233427e-5 x138^2 <= 17.1207 e3795: - 1.96385e-2 x139 + 2.91954e-2 x379 + 17.5468 b1435 + 9.55693503233427e-5 x139^2 <= 17.0533 e3796: - 1.96818e-2 x140 + 2.91954e-2 x380 + 17.4996 b1436 + 9.55693503233427e-5 x140^2 <= 17.0006 e3797: - 1.96915e-2 x141 + 2.91954e-2 x381 + 17.4891 b1437 + 9.55693503233427e-5 x141^2 <= 16.9888 e3798: - 1.97252e-2 x142 + 2.91954e-2 x382 + 17.4524 b1438 + 9.55693503233427e-5 x142^2 <= 16.9478 e3799: - 1.97107e-2 x143 + 2.91954e-2 x383 + 17.4681 b1439 + 9.55693503233427e-5 x143^2 <= 16.9654 e3800: - 1.97179e-2 x144 + 2.91954e-2 x384 + 17.4603 b1440 + 9.55693503233427e-5 x144^2 <= 16.9566 e3801: - 1.98455e-2 x145 + 2.91954e-2 x385 + 17.3213 b1441 + 9.55693503233427e-5 x145^2 <= 16.8012 e3802: - 2.52844e-2 x2 + 2.5e-2 x482 + 27.932 b1442 + 2.04938271604938e-4 x2^2 <= 27.9075 e3803: - 2.52844e-2 x3 + 2.5e-2 x483 + 27.932 b1443 + 2.04938271604938e-4 x3^2 <= 27.9075 e3804: - 2.52844e-2 x4 + 2.5e-2 x484 + 27.932 b1444 + 2.04938271604938e-4 x4^2 <= 27.9075 e3805: - 2.52844e-2 x5 + 2.5e-2 x485 + 27.932 b1445 + 2.04938271604938e-4 x5^2 <= 27.9075 e3806: - 2.52844e-2 x6 + 2.5e-2 x486 + 27.932 b1446 + 2.04938271604938e-4 x6^2 <= 27.9075 e3807: - 2.52844e-2 x7 + 2.5e-2 x487 + 27.932 b1447 + 2.04938271604938e-4 x7^2 <= 27.9075 e3808: - 2.52844e-2 x8 + 2.5e-2 x488 + 27.932 b1448 + 2.04938271604938e-4 x8^2 <= 27.9075 e3809: - 2.52844e-2 x9 + 2.5e-2 x489 + 27.932 b1449 + 2.04938271604938e-4 x9^2 <= 27.9075 e3810: - 2.52844e-2 x10 + 2.5e-2 x490 + 27.932 b1450 + 2.04938271604938e-4 x10^2 <= 27.9075 e3811: - 2.52844e-2 x11 + 2.5e-2 x491 + 27.932 b1451 + 2.04938271604938e-4 x11^2 <= 27.9075 e3812: - 2.52844e-2 x12 + 2.5e-2 x492 + 27.932 b1452 + 2.04938271604938e-4 x12^2 <= 27.9075 e3813: - 2.52844e-2 x13 + 2.5e-2 x493 + 27.932 b1453 + 2.04938271604938e-4 x13^2 <= 27.9075 e3814: - 2.52844e-2 x14 + 2.5e-2 x494 + 27.932 b1454 + 2.04938271604938e-4 x14^2 <= 27.9075 e3815: - 2.52844e-2 x15 + 2.5e-2 x495 + 27.932 b1455 + 2.04938271604938e-4 x15^2 <= 27.9075 e3816: - 2.52844e-2 x16 + 2.5e-2 x496 + 27.932 b1456 + 2.04938271604938e-4 x16^2 <= 27.9075 e3817: - 2.52844e-2 x17 + 2.5e-2 x497 + 27.932 b1457 + 2.04938271604938e-4 x17^2 <= 27.9075 e3818: - 2.52844e-2 x18 + 2.5e-2 x498 + 27.932 b1458 + 2.04938271604938e-4 x18^2 <= 27.9075 e3819: - 2.52844e-2 x19 + 2.5e-2 x499 + 27.932 b1459 + 2.04938271604938e-4 x19^2 <= 27.9075 e3820: - 2.52844e-2 x20 + 2.5e-2 x500 + 27.932 b1460 + 2.04938271604938e-4 x20^2 <= 27.9075 e3821: - 2.52844e-2 x21 + 2.5e-2 x501 + 27.932 b1461 + 2.04938271604938e-4 x21^2 <= 27.9075 e3822: - 2.52844e-2 x22 + 2.5e-2 x502 + 27.932 b1462 + 2.04938271604938e-4 x22^2 <= 27.9075 e3823: - 2.52844e-2 x23 + 2.5e-2 x503 + 27.932 b1463 + 2.04938271604938e-4 x23^2 <= 27.9075 e3824: - 2.52844e-2 x24 + 2.5e-2 x504 + 27.932 b1464 + 2.04938271604938e-4 x24^2 <= 27.9075 e3825: - 2.52844e-2 x25 + 2.5e-2 x505 + 27.932 b1465 + 2.04938271604938e-4 x25^2 <= 27.9075 e3826: - 2.52844e-2 x26 + 2.5e-2 x506 + 27.932 b1466 + 2.04938271604938e-4 x26^2 <= 27.9075 e3827: - 2.52844e-2 x27 + 2.5e-2 x507 + 27.932 b1467 + 2.04938271604938e-4 x27^2 <= 27.9075 e3828: - 2.52844e-2 x28 + 2.5e-2 x508 + 27.932 b1468 + 2.04938271604938e-4 x28^2 <= 27.9075 e3829: - 2.52844e-2 x29 + 2.5e-2 x509 + 27.932 b1469 + 2.04938271604938e-4 x29^2 <= 27.9075 e3830: - 2.52844e-2 x30 + 2.5e-2 x510 + 27.932 b1470 + 2.04938271604938e-4 x30^2 <= 27.9075 e3831: - 2.52844e-2 x31 + 2.5e-2 x511 + 27.932 b1471 + 2.04938271604938e-4 x31^2 <= 27.9075 e3832: - 2.52844e-2 x32 + 2.5e-2 x512 + 27.932 b1472 + 2.04938271604938e-4 x32^2 <= 27.9075 e3833: - 2.52844e-2 x33 + 2.5e-2 x513 + 27.932 b1473 + 2.04938271604938e-4 x33^2 <= 27.9075 e3834: - 2.52844e-2 x34 + 2.5e-2 x514 + 27.932 b1474 + 2.04938271604938e-4 x34^2 <= 27.9075 e3835: - 2.52844e-2 x35 + 2.5e-2 x515 + 27.932 b1475 + 2.04938271604938e-4 x35^2 <= 27.9075 e3836: - 2.52844e-2 x36 + 2.5e-2 x516 + 27.932 b1476 + 2.04938271604938e-4 x36^2 <= 27.9075 e3837: - 2.52844e-2 x37 + 2.5e-2 x517 + 27.932 b1477 + 2.04938271604938e-4 x37^2 <= 27.9075 e3838: - 2.52844e-2 x38 + 2.5e-2 x518 + 27.932 b1478 + 2.04938271604938e-4 x38^2 <= 27.9075 e3839: - 2.52844e-2 x39 + 2.5e-2 x519 + 27.932 b1479 + 2.04938271604938e-4 x39^2 <= 27.9075 e3840: - 2.52844e-2 x40 + 2.5e-2 x520 + 27.932 b1480 + 2.04938271604938e-4 x40^2 <= 27.9075 e3841: - 2.52844e-2 x41 + 2.5e-2 x521 + 27.932 b1481 + 2.04938271604938e-4 x41^2 <= 27.9075 e3842: - 2.52844e-2 x42 + 2.5e-2 x522 + 27.932 b1482 + 2.04938271604938e-4 x42^2 <= 27.9075 e3843: - 2.52844e-2 x43 + 2.5e-2 x523 + 27.932 b1483 + 2.04938271604938e-4 x43^2 <= 27.9075 e3844: - 2.52844e-2 x44 + 2.5e-2 x524 + 27.932 b1484 + 2.04938271604938e-4 x44^2 <= 27.9075 e3845: - 2.52844e-2 x45 + 2.5e-2 x525 + 27.932 b1485 + 2.04938271604938e-4 x45^2 <= 27.9075 e3846: - 2.52844e-2 x46 + 2.5e-2 x526 + 27.932 b1486 + 2.04938271604938e-4 x46^2 <= 27.9075 e3847: - 2.52844e-2 x47 + 2.5e-2 x527 + 27.932 b1487 + 2.04938271604938e-4 x47^2 <= 27.9075 e3848: - 2.52844e-2 x48 + 2.5e-2 x528 + 27.932 b1488 + 2.04938271604938e-4 x48^2 <= 27.9075 e3849: - 2.52844e-2 x49 + 2.5e-2 x529 + 27.932 b1489 + 2.04938271604938e-4 x49^2 <= 27.9075 e3850: - 2.52844e-2 x50 + 2.5e-2 x530 + 27.932 b1490 + 2.04938271604938e-4 x50^2 <= 27.9075 e3851: - 2.52844e-2 x51 + 2.5e-2 x531 + 27.932 b1491 + 2.04938271604938e-4 x51^2 <= 27.9075 e3852: - 2.52844e-2 x52 + 2.5e-2 x532 + 27.932 b1492 + 2.04938271604938e-4 x52^2 <= 27.9075 e3853: - 2.52844e-2 x53 + 2.5e-2 x533 + 27.932 b1493 + 2.04938271604938e-4 x53^2 <= 27.9075 e3854: - 2.52844e-2 x54 + 2.5e-2 x534 + 27.932 b1494 + 2.04938271604938e-4 x54^2 <= 27.9075 e3855: - 2.52844e-2 x55 + 2.5e-2 x535 + 27.932 b1495 + 2.04938271604938e-4 x55^2 <= 27.9075 e3856: - 2.52844e-2 x56 + 2.5e-2 x536 + 27.932 b1496 + 2.04938271604938e-4 x56^2 <= 27.9075 e3857: - 2.52844e-2 x57 + 2.5e-2 x537 + 27.932 b1497 + 2.04938271604938e-4 x57^2 <= 27.9075 e3858: - 2.52844e-2 x58 + 2.5e-2 x538 + 27.932 b1498 + 2.04938271604938e-4 x58^2 <= 27.9075 e3859: - 2.52844e-2 x59 + 2.5e-2 x539 + 27.932 b1499 + 2.04938271604938e-4 x59^2 <= 27.9075 e3860: - 2.52844e-2 x60 + 2.5e-2 x540 + 27.932 b1500 + 2.04938271604938e-4 x60^2 <= 27.9075 e3861: - 2.52844e-2 x61 + 2.5e-2 x541 + 27.932 b1501 + 2.04938271604938e-4 x61^2 <= 27.9075 e3862: - 2.52844e-2 x62 + 2.5e-2 x542 + 27.932 b1502 + 2.04938271604938e-4 x62^2 <= 27.9075 e3863: - 2.52844e-2 x63 + 2.5e-2 x543 + 27.932 b1503 + 2.04938271604938e-4 x63^2 <= 27.9075 e3864: - 2.52844e-2 x64 + 2.5e-2 x544 + 27.932 b1504 + 2.04938271604938e-4 x64^2 <= 27.9075 e3865: - 2.52844e-2 x65 + 2.5e-2 x545 + 27.932 b1505 + 2.04938271604938e-4 x65^2 <= 27.9075 e3866: - 2.52844e-2 x66 + 2.5e-2 x546 + 27.932 b1506 + 2.04938271604938e-4 x66^2 <= 27.9075 e3867: - 2.52844e-2 x67 + 2.5e-2 x547 + 27.932 b1507 + 2.04938271604938e-4 x67^2 <= 27.9075 e3868: - 2.52844e-2 x68 + 2.5e-2 x548 + 27.932 b1508 + 2.04938271604938e-4 x68^2 <= 27.9075 e3869: - 2.52844e-2 x69 + 2.5e-2 x549 + 27.932 b1509 + 2.04938271604938e-4 x69^2 <= 27.9075 e3870: - 2.52844e-2 x70 + 2.5e-2 x550 + 27.932 b1510 + 2.04938271604938e-4 x70^2 <= 27.9075 e3871: - 2.52844e-2 x71 + 2.5e-2 x551 + 27.932 b1511 + 2.04938271604938e-4 x71^2 <= 27.9075 e3872: - 2.52844e-2 x72 + 2.5e-2 x552 + 27.932 b1512 + 2.04938271604938e-4 x72^2 <= 27.9075 e3873: - 2.52844e-2 x73 + 2.5e-2 x553 + 27.932 b1513 + 2.04938271604938e-4 x73^2 <= 27.9075 e3874: - 2.52844e-2 x74 + 2.5e-2 x554 + 27.932 b1514 + 2.04938271604938e-4 x74^2 <= 27.9075 e3875: - 2.52844e-2 x75 + 2.5e-2 x555 + 27.932 b1515 + 2.04938271604938e-4 x75^2 <= 27.9075 e3876: - 2.52844e-2 x76 + 2.5e-2 x556 + 27.932 b1516 + 2.04938271604938e-4 x76^2 <= 27.9075 e3877: - 2.52844e-2 x77 + 2.5e-2 x557 + 27.932 b1517 + 2.04938271604938e-4 x77^2 <= 27.9075 e3878: - 2.52844e-2 x78 + 2.5e-2 x558 + 27.932 b1518 + 2.04938271604938e-4 x78^2 <= 27.9075 e3879: - 2.52844e-2 x79 + 2.5e-2 x559 + 27.932 b1519 + 2.04938271604938e-4 x79^2 <= 27.9075 e3880: - 2.52844e-2 x80 + 2.5e-2 x560 + 27.932 b1520 + 2.04938271604938e-4 x80^2 <= 27.9075 e3881: - 2.52844e-2 x81 + 2.5e-2 x561 + 27.932 b1521 + 2.04938271604938e-4 x81^2 <= 27.9075 e3882: - 2.52844e-2 x82 + 2.5e-2 x562 + 27.932 b1522 + 2.04938271604938e-4 x82^2 <= 27.9075 e3883: - 2.52844e-2 x83 + 2.5e-2 x563 + 27.932 b1523 + 2.04938271604938e-4 x83^2 <= 27.9075 e3884: - 2.52844e-2 x84 + 2.5e-2 x564 + 27.932 b1524 + 2.04938271604938e-4 x84^2 <= 27.9075 e3885: - 2.52844e-2 x85 + 2.5e-2 x565 + 27.932 b1525 + 2.04938271604938e-4 x85^2 <= 27.9075 e3886: - 2.52844e-2 x86 + 2.5e-2 x566 + 27.932 b1526 + 2.04938271604938e-4 x86^2 <= 27.9075 e3887: - 2.52844e-2 x87 + 2.5e-2 x567 + 27.932 b1527 + 2.04938271604938e-4 x87^2 <= 27.9075 e3888: - 2.52844e-2 x88 + 2.5e-2 x568 + 27.932 b1528 + 2.04938271604938e-4 x88^2 <= 27.9075 e3889: - 2.52844e-2 x89 + 2.5e-2 x569 + 27.932 b1529 + 2.04938271604938e-4 x89^2 <= 27.9075 e3890: - 2.52844e-2 x90 + 2.5e-2 x570 + 27.932 b1530 + 2.04938271604938e-4 x90^2 <= 27.9075 e3891: - 2.52844e-2 x91 + 2.5e-2 x571 + 27.932 b1531 + 2.04938271604938e-4 x91^2 <= 27.9075 e3892: - 2.52844e-2 x92 + 2.5e-2 x572 + 27.932 b1532 + 2.04938271604938e-4 x92^2 <= 27.9075 e3893: - 2.52844e-2 x93 + 2.5e-2 x573 + 27.932 b1533 + 2.04938271604938e-4 x93^2 <= 27.9075 e3894: - 2.52844e-2 x94 + 2.5e-2 x574 + 27.932 b1534 + 2.04938271604938e-4 x94^2 <= 27.9075 e3895: - 2.52844e-2 x95 + 2.5e-2 x575 + 27.932 b1535 + 2.04938271604938e-4 x95^2 <= 27.9075 e3896: - 2.52844e-2 x96 + 2.5e-2 x576 + 27.932 b1536 + 2.04938271604938e-4 x96^2 <= 27.9075 e3897: - 2.52844e-2 x97 + 2.5e-2 x577 + 27.932 b1537 + 2.04938271604938e-4 x97^2 <= 27.9075 Bounds x2 <= 45 x3 <= 45 x4 <= 45 x5 <= 45 x6 <= 45 x7 <= 45 x8 <= 45 x9 <= 45 x10 <= 45 x11 <= 45 x12 <= 45 x13 <= 45 x14 <= 45 x15 <= 45 x16 <= 45 x17 <= 45 x18 <= 45 x19 <= 45 x20 <= 45 x21 <= 45 x22 <= 45 x23 <= 45 x24 <= 45 x25 <= 45 x26 <= 45 x27 <= 45 x28 <= 45 x29 <= 45 x30 <= 45 x31 <= 45 x32 <= 45 x33 <= 45 x34 <= 45 x35 <= 45 x36 <= 45 x37 <= 45 x38 <= 45 x39 <= 45 x40 <= 45 x41 <= 45 x42 <= 45 x43 <= 45 x44 <= 45 x45 <= 45 x46 <= 45 x47 <= 45 x48 <= 45 x49 <= 45 x50 <= 45 x51 <= 45 x52 <= 45 x53 <= 45 x54 <= 45 x55 <= 45 x56 <= 45 x57 <= 45 x58 <= 45 x59 <= 45 x60 <= 45 x61 <= 45 x62 <= 45 x63 <= 45 x64 <= 45 x65 <= 45 x66 <= 45 x67 <= 45 x68 <= 45 x69 <= 45 x70 <= 45 x71 <= 45 x72 <= 45 x73 <= 45 x74 <= 45 x75 <= 45 x76 <= 45 x77 <= 45 x78 <= 45 x79 <= 45 x80 <= 45 x81 <= 45 x82 <= 45 x83 <= 45 x84 <= 45 x85 <= 45 x86 <= 45 x87 <= 45 x88 <= 45 x89 <= 45 x90 <= 45 x91 <= 45 x92 <= 45 x93 <= 45 x94 <= 45 x95 <= 45 x96 <= 45 x97 <= 45 x98 <= 97 x99 <= 97 x100 <= 97 x101 <= 97 x102 <= 97 x103 <= 97 x104 <= 97 x105 <= 97 x106 <= 97 x107 <= 97 x108 <= 97 x109 <= 97 x110 <= 97 x111 <= 97 x112 <= 97 x113 <= 97 x114 <= 97 x115 <= 97 x116 <= 97 x117 <= 97 x118 <= 97 x119 <= 97 x120 <= 97 x121 <= 97 x122 <= 97 x123 <= 97 x124 <= 97 x125 <= 97 x126 <= 97 x127 <= 97 x128 <= 97 x129 <= 97 x130 <= 97 x131 <= 97 x132 <= 97 x133 <= 97 x134 <= 97 x135 <= 97 x136 <= 97 x137 <= 97 x138 <= 97 x139 <= 97 x140 <= 97 x141 <= 97 x142 <= 97 x143 <= 97 x144 <= 97 x145 <= 97 x146 <= 19 x147 <= 19 x148 <= 19 x149 <= 19 x150 <= 19 x151 <= 19 x152 <= 19 x153 <= 19 x154 <= 19 x155 <= 19 x156 <= 19 x157 <= 19 x158 <= 19 x159 <= 19 x160 <= 19 x161 <= 19 x162 <= 19 x163 <= 19 x164 <= 19 x165 <= 19 x166 <= 19 x167 <= 19 x168 <= 19 x169 <= 19 x170 <= 19 x171 <= 19 x172 <= 19 x173 <= 19 x174 <= 19 x175 <= 19 x176 <= 19 x177 <= 19 x178 <= 19 x179 <= 19 x180 <= 19 x181 <= 19 x182 <= 19 x183 <= 19 x184 <= 19 x185 <= 19 x186 <= 19 x187 <= 19 x188 <= 19 x189 <= 19 x190 <= 19 x191 <= 19 x192 <= 19 x193 <= 19 x194 <= 19 x195 <= 19 x196 <= 19 x197 <= 19 x198 <= 19 x199 <= 19 x200 <= 19 x201 <= 19 x202 <= 19 x203 <= 19 x204 <= 19 x205 <= 19 x206 <= 19 x207 <= 19 x208 <= 19 x209 <= 19 x210 <= 19 x211 <= 19 x212 <= 19 x213 <= 19 x214 <= 19 x215 <= 19 x216 <= 19 x217 <= 19 x218 <= 19 x219 <= 19 x220 <= 19 x221 <= 19 x222 <= 19 x223 <= 19 x224 <= 19 x225 <= 19 x226 <= 19 x227 <= 19 x228 <= 19 x229 <= 19 x230 <= 19 x231 <= 19 x232 <= 19 x233 <= 19 x234 <= 19 x235 <= 19 x236 <= 19 x237 <= 19 x238 <= 19 x239 <= 19 x240 <= 19 x241 <= 19 x242 <= 31.3282229588775 x243 <= 31.3210811544632 x244 <= 31.3175102522561 x245 <= 31.3103684478418 x246 <= 31.3067975456347 x247 <= 31.3032266434275 x248 <= 31.3067975456347 x249 <= 31.313939350049 x250 <= 31.3317938610847 x251 <= 31.3675028831561 x252 <= 31.4246373184704 x253 <= 31.4889135581989 x254 <= 31.5639025045489 x255 <= 31.5817570155846 x256 <= 31.5281934824775 x257 <= 31.5139098736489 x258 <= 31.4853426559918 x259 <= 31.4389209272989 x260 <= 31.4103537096418 x261 <= 31.3960701008132 x262 <= 31.3817864919847 x263 <= 31.3675028831561 x264 <= 31.3567901765347 x265 <= 31.3460774699132 x266 <= 31.3996410030204 x267 <= 31.4282082206775 x268 <= 31.4603463405418 x269 <= 31.4889135581989 x270 <= 31.5210516780632 x271 <= 31.517480775856 x272 <= 31.5210516780632 x273 <= 31.5639025045489 x274 <= 31.5817570155846 x275 <= 31.6531750597274 x276 <= 31.6746004729703 x277 <= 31.7031676906274 x278 <= 31.7781566369774 x279 <= 31.8317201700845 x280 <= 31.8138656590488 x281 <= 31.7638730281488 x282 <= 31.7353058104917 x283 <= 31.6531750597274 x284 <= 31.5888988199989 x285 <= 31.5746152111703 x286 <= 31.5246225802703 x287 <= 31.5460479935132 x288 <= 31.5353352868918 x289 <= 31.3460774699132 x290 = 0 x291 = 0 x292 = 0 x293 = 0 x294 = 0 x295 = 0 x296 = 0 x297 = 0 x298 = 0 x299 = 0 x300 = 0 x301 = 0 x302 = 0 x303 = 0 x304 = 0 x305 = 0 x306 = 0 x307 = 0 x308 = 0 x309 = 0 x310 = 0 x311 = 0 x312 = 0 x313 = 0 x314 = 0 x315 = 0 x316 = 0 x317 = 0 x318 = 0 x319 = 0 x320 = 0 x321 = 0 x322 = 0 x323 = 0 x324 = 0 x325 = 0 x326 = 0 x327 = 0 x328 = 0 x329 = 0 x330 = 0 x331 = 0 x332 = 0 x333 = 0 x334 = 0 x335 = 0 x336 = 0 x337 = 0 x338 <= 17.3082346728998 x339 <= 17.302992517866 x340 <= 17.3003714403491 x341 <= 17.2951292853154 x342 <= 17.2925082077985 x343 <= 17.2898871302816 x344 <= 17.2925082077985 x345 <= 17.2977503628323 x346 <= 17.3108557504167 x347 <= 17.3370665255854 x348 <= 17.3790037658554 x349 <= 17.4261831611592 x350 <= 17.4812257890136 x351 <= 17.494331176598 x352 <= 17.4550150138448 x353 <= 17.4445307037773 x354 <= 17.4235620836423 x355 <= 17.3894880759229 x356 <= 17.3685194557879 x357 <= 17.3580351457204 x358 <= 17.3475508356529 x359 <= 17.3370665255854 x360 <= 17.3292032930348 x361 <= 17.3213400604842 x362 <= 17.3606562232373 x363 <= 17.3816248433723 x364 <= 17.4052145410242 x365 <= 17.4261831611592 x366 <= 17.4497728588111 x367 <= 17.4471517812942 x368 <= 17.4497728588111 x369 <= 17.4812257890136 x370 <= 17.494331176598 x371 <= 17.5467527269355 x372 <= 17.5624791920368 x373 <= 17.5834478121718 x374 <= 17.6384904400262 x375 <= 17.6778066027793 x376 <= 17.6647012151949 x377 <= 17.6280061299587 x378 <= 17.6070375098237 x379 <= 17.5467527269355 x380 <= 17.4995733316317 x381 <= 17.4890890215642 x382 <= 17.452393936328 x383 <= 17.4681204014292 x384 <= 17.4602571688786 x385 <= 17.3213400604842 x386 <= 7.00999414298888 x387 <= 7.00904431829861 x388 <= 7.00856940595348 x389 <= 7.00761958126322 x390 <= 7.00714466891808 x391 <= 7.00666975657295 x392 <= 7.00714466891808 x393 <= 7.00809449360835 x394 <= 7.01046905533401 x395 <= 7.01521817878534 x396 <= 7.02281677630746 x397 <= 7.03136519851985 x398 <= 7.04133835776764 x399 <= 7.0437129194933 x400 <= 7.03658923431631 x401 <= 7.03468958493578 x402 <= 7.03089028617472 x403 <= 7.02471642568799 x404 <= 7.02091712692693 x405 <= 7.0190174775464 x406 <= 7.01711782816587 x407 <= 7.01521817878534 x408 <= 7.01379344174994 x409 <= 7.01236870471454 x410 <= 7.01949238989153 x411 <= 7.02329168865259 x412 <= 7.02756589975879 x413 <= 7.03136519851985 x414 <= 7.03563940962605 x415 <= 7.03516449728091 x416 <= 7.03563940962605 x417 <= 7.04133835776764 x418 <= 7.0437129194933 x419 <= 7.05321116639596 x420 <= 7.05606064046675 x421 <= 7.05985993922782 x422 <= 7.0698330984756 x423 <= 7.0769567836526 x424 <= 7.07458222192693 x425 <= 7.06793344909507 x426 <= 7.06413415033401 x427 <= 7.05321116639596 x428 <= 7.04466274418357 x429 <= 7.04276309480304 x430 <= 7.03611432197118 x431 <= 7.03896379604198 x432 <= 7.03753905900658 x433 <= 7.01236870471454 x434 <= 7.00999414298888 x435 <= 7.00904431829861 x436 <= 7.00856940595348 x437 <= 7.00761958126322 x438 <= 7.00714466891808 x439 <= 7.00666975657295 x440 <= 7.00714466891808 x441 <= 7.00809449360835 x442 <= 7.01046905533401 x443 <= 7.01521817878534 x444 <= 7.02281677630746 x445 <= 7.03136519851985 x446 <= 7.04133835776764 x447 <= 7.0437129194933 x448 <= 7.03658923431631 x449 <= 7.03468958493578 x450 <= 7.03089028617472 x451 <= 7.02471642568799 x452 <= 7.02091712692693 x453 <= 7.0190174775464 x454 <= 7.01711782816587 x455 <= 7.01521817878534 x456 <= 7.01379344174994 x457 <= 7.01236870471454 x458 <= 7.01949238989153 x459 <= 7.02329168865259 x460 <= 7.02756589975879 x461 <= 7.03136519851985 x462 <= 7.03563940962605 x463 <= 7.03516449728091 x464 <= 7.03563940962605 x465 <= 7.04133835776764 x466 <= 7.0437129194933 x467 <= 7.05321116639596 x468 <= 7.05606064046675 x469 <= 7.05985993922782 x470 <= 7.0698330984756 x471 <= 7.0769567836526 x472 <= 7.07458222192693 x473 <= 7.06793344909507 x474 <= 7.06413415033401 x475 <= 7.05321116639596 x476 <= 7.04466274418357 x477 <= 7.04276309480304 x478 <= 7.03611432197118 x479 <= 7.03896379604198 x480 <= 7.03753905900658 x481 <= 7.01236870471454 x482 <= 27.932 x483 <= 27.932 x484 <= 27.932 x485 <= 27.932 x486 <= 27.932 x487 <= 27.932 x488 <= 27.932 x489 <= 27.932 x490 <= 27.932 x491 <= 27.932 x492 <= 27.932 x493 <= 27.932 x494 <= 27.932 x495 <= 27.932 x496 <= 27.932 x497 <= 27.932 x498 <= 27.932 x499 <= 27.932 x500 <= 27.932 x501 <= 27.932 x502 <= 27.932 x503 <= 27.932 x504 <= 27.932 x505 <= 27.932 x506 <= 27.932 x507 <= 27.932 x508 <= 27.932 x509 <= 27.932 x510 <= 27.932 x511 <= 27.932 x512 <= 27.932 x513 <= 27.932 x514 <= 27.932 x515 <= 27.932 x516 <= 27.932 x517 <= 27.932 x518 <= 27.932 x519 <= 27.932 x520 <= 27.932 x521 <= 27.932 x522 <= 27.932 x523 <= 27.932 x524 <= 27.932 x525 <= 27.932 x526 <= 27.932 x527 <= 27.932 x528 <= 27.932 x529 <= 27.932 x530 <= 27.932 x531 <= 27.932 x532 <= 27.932 x533 <= 27.932 x534 <= 27.932 x535 <= 27.932 x536 <= 27.932 x537 <= 27.932 x538 <= 27.932 x539 <= 27.932 x540 <= 27.932 x541 <= 27.932 x542 <= 27.932 x543 <= 27.932 x544 <= 27.932 x545 <= 27.932 x546 <= 27.932 x547 <= 27.932 x548 <= 27.932 x549 <= 27.932 x550 <= 27.932 x551 <= 27.932 x552 <= 27.932 x553 <= 27.932 x554 <= 27.932 x555 <= 27.932 x556 <= 27.932 x557 <= 27.932 x558 <= 27.932 x559 <= 27.932 x560 <= 27.932 x561 <= 27.932 x562 <= 27.932 x563 <= 27.932 x564 <= 27.932 x565 <= 27.932 x566 <= 27.932 x567 <= 27.932 x568 <= 27.932 x569 <= 27.932 x570 <= 27.932 x571 <= 27.932 x572 <= 27.932 x573 <= 27.932 x574 <= 27.932 x575 <= 27.932 x576 <= 27.932 x577 <= 27.932 x578 <= 20.4747868939375 x579 <= 20.4596302458492 x580 <= 20.452051921805 x581 <= 20.4368952737167 x582 <= 20.4293169496726 x583 <= 20.4217386256284 x584 <= 20.4293169496726 x585 <= 20.4444735977609 x586 <= 20.4823652179816 x587 <= 20.5581484584232 x588 <= 20.6794016431297 x589 <= 20.8158114759246 x590 <= 20.9749562808519 x591 <= 21.0128479010727 x592 <= 20.8991730404103 x593 <= 20.8688597442337 x594 <= 20.8082331518804 x595 <= 20.7097149393064 x596 <= 20.6490883469531 x597 <= 20.6187750507765 x598 <= 20.5884617545998 x599 <= 20.5581484584232 x600 <= 20.5354134862907 x601 <= 20.5126785141583 x602 <= 20.6263533748206 x603 <= 20.6869799671739 x604 <= 20.7551848835713 x605 <= 20.8158114759246 x606 <= 20.884016392322 x607 <= 20.8764380682778 x608 <= 20.884016392322 x609 <= 20.9749562808519 x610 <= 21.0128479010727 x611 <= 21.1644143819558 x612 <= 21.2098843262207 x613 <= 21.270510918574 x614 <= 21.4296557235013 x615 <= 21.5433305841636 x616 <= 21.5054389639429 x617 <= 21.3993424273246 x618 <= 21.3387158349714 x619 <= 21.1644143819558 x620 <= 21.028004549161 x621 <= 20.9976912529843 x622 <= 20.8915947163661 x623 <= 20.9370646606311 x624 <= 20.9143296884986 x625 <= 20.5126785141583 x626 <= 9.12860885408558 x627 <= 9.12705868178469 x628 <= 9.12628359563425 x629 <= 9.12473342333337 x630 <= 9.12395833718292 x631 <= 9.12318325103248 x632 <= 9.12395833718292 x633 <= 9.12550850948381 x634 <= 9.12938394023602 x635 <= 9.13713480174045 x636 <= 9.14953618014752 x637 <= 9.16348773085549 x638 <= 9.17976454001478 x639 <= 9.183639970767 x640 <= 9.17201367851036 x641 <= 9.16891333390859 x642 <= 9.16271264470505 x643 <= 9.1526365247493 x644 <= 9.14643583554575 x645 <= 9.14333549094398 x646 <= 9.14023514634222 x647 <= 9.13713480174045 x648 <= 9.13480954328912 x649 <= 9.13248428483779 x650 <= 9.14411057709443 x651 <= 9.15031126629797 x652 <= 9.15728704165195 x653 <= 9.16348773085549 x654 <= 9.17046350620947 x655 <= 9.16968842005903 x656 <= 9.17046350620947 x657 <= 9.17976454001478 x658 <= 9.183639970767 x659 <= 9.19914169377584 x660 <= 9.2037922106785 x661 <= 9.20999289988204 x662 <= 9.22626970904133 x663 <= 9.23789600129796 x664 <= 9.23402057054576 x665 <= 9.22316936443956 x666 <= 9.21696867523602 x667 <= 9.19914169377584 x668 <= 9.18519014306788 x669 <= 9.18208979846611 x670 <= 9.17123859235992 x671 <= 9.17588910926257 x672 <= 9.17356385081124 x673 <= 9.13248428483779 x674 <= 9.12860885408558 x675 <= 9.12705868178469 x676 <= 9.12628359563425 x677 <= 9.12473342333337 x678 <= 9.12395833718292 x679 <= 9.12318325103248 x680 <= 9.12395833718292 x681 <= 9.12550850948381 x682 <= 9.12938394023602 x683 <= 9.13713480174045 x684 <= 9.14953618014752 x685 <= 9.16348773085549 x686 <= 9.17976454001478 x687 <= 9.183639970767 x688 <= 9.17201367851036 x689 <= 9.16891333390859 x690 <= 9.16271264470505 x691 <= 9.1526365247493 x692 <= 9.14643583554575 x693 <= 9.14333549094398 x694 <= 9.14023514634222 x695 <= 9.13713480174045 x696 <= 9.13480954328912 x697 <= 9.13248428483779 x698 <= 9.14411057709443 x699 <= 9.15031126629797 x700 <= 9.15728704165195 x701 <= 9.16348773085549 x702 <= 9.17046350620947 x703 <= 9.16968842005903 x704 <= 9.17046350620947 x705 <= 9.17976454001478 x706 <= 9.183639970767 x707 <= 9.19914169377584 x708 <= 9.2037922106785 x709 <= 9.20999289988204 x710 <= 9.22626970904133 x711 <= 9.23789600129796 x712 <= 9.23402057054576 x713 <= 9.22316936443956 x714 <= 9.21696867523602 x715 <= 9.19914169377584 x716 <= 9.18519014306788 x717 <= 9.18208979846611 x718 <= 9.17123859235992 x719 <= 9.17588910926257 x720 <= 9.17356385081124 x721 <= 9.13248428483779 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 <= 200 x915 <= 200 x916 <= 200 x917 <= 200 x918 <= 200 x919 <= 200 x920 <= 200 x921 <= 200 x922 <= 200 x923 <= 200 x924 <= 200 x925 <= 200 x926 <= 200 x927 <= 200 x928 <= 200 x929 <= 200 x930 <= 200 x931 <= 200 x932 <= 200 x933 <= 200 x934 <= 200 x935 <= 200 x936 <= 200 x937 <= 200 x938 <= 200 x939 <= 200 x940 <= 200 x941 <= 200 x942 <= 200 x943 <= 200 x944 <= 200 x945 <= 200 x946 <= 200 x947 <= 200 x948 <= 200 x949 <= 200 x950 <= 200 x951 <= 200 x952 <= 200 x953 <= 200 x954 <= 200 x955 <= 200 x956 <= 200 x957 <= 200 x958 <= 200 x959 <= 200 x960 <= 200 x961 <= 200 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 <= 94.5960046021086 x1011 <= 94.5777476094186 x1012 <= 94.5686191130735 x1013 <= 94.5503621203834 x1014 <= 94.5412336240384 6.37 <= x1015 <= 94.5321051276934 6.48 <= x1016 <= 94.5412336240384 7.92 <= x1017 <= 94.5594906167285 6.48 <= x1018 <= 94.6051330984537 6.37 <= x1019 <= 94.6964180619041 6.37 <= x1020 <= 94.8424740034248 6.37 <= x1021 <= 95.0067869376355 7.48 <= x1022 <= 95.1984853608814 8.64 <= x1023 <= 95.2441278426066 8.48 <= x1024 <= 95.107200397431 9.48 <= x1025 <= 95.0706864120508 6.37 <= x1026 <= 94.9976584412905 6.37 <= x1027 <= 94.8789879888049 7.2 <= x1028 <= 94.8059600180446 6.37 <= x1029 <= 94.7694460326644 x1030 <= 94.7329320472843 x1031 <= 94.6964180619041 x1032 <= 94.669032572869 3.6 <= x1033 <= 94.6416470838338 4 <= x1034 <= 94.7785745290095 x1035 <= 94.8516024997698 x1036 <= 94.9337589668752 x1037 <= 95.0067869376355 x1038 <= 95.0889434047409 6.37 <= x1039 <= 95.0798149083959 6.48 <= x1040 <= 95.0889434047409 7.92 <= x1041 <= 95.1984853608814 6.48 <= x1042 <= 95.2441278426066 6.37 <= x1043 <= 95.4266977695075 6.37 <= x1044 <= 95.4814687475777 6.37 <= x1045 <= 95.5544967183381 6.48 <= x1046 <= 95.7461951415839 8.64 <= x1047 <= 95.8831225867596 6.48 <= x1048 <= 95.8374801050344 6.48 <= x1049 <= 95.7096811562037 6.37 <= x1050 <= 95.6366531854434 6.37 <= x1051 <= 95.4266977695075 7.2 <= x1052 <= 95.2623848352967 6.37 <= x1053 <= 95.2258708499165 12 <= x1054 <= 95.0980719010859 x1055 <= 95.1528428791562 x1056 <= 95.1254573901211 3.6 <= x1057 <= 94.6416470838338 x1058 <= 1 x1059 <= 1 x1060 <= 1 x1061 <= 1 x1062 <= 1 x1063 <= 1 x1064 <= 1 x1065 <= 1 x1066 <= 1 x1067 <= 1 x1068 <= 1 x1069 <= 1 x1070 <= 1 x1071 <= 1 x1072 <= 1 x1073 <= 1 x1074 <= 1 x1075 <= 1 x1076 <= 1 x1077 <= 1 x1078 <= 1 x1079 <= 1 x1080 <= 1 x1081 <= 1 x1082 <= 1 x1083 <= 1 x1084 <= 1 x1085 <= 1 x1086 <= 1 x1087 <= 1 x1088 <= 1 x1089 <= 1 x1090 <= 1 x1091 <= 1 x1092 <= 1 x1093 <= 1 x1094 <= 1 x1095 <= 1 x1096 <= 1 x1097 <= 1 x1098 <= 1 x1099 <= 1 x1100 <= 1 x1101 <= 1 x1102 <= 1 x1103 <= 1 x1104 <= 1 x1105 <= 1 x1106 <= 1 x1107 <= 1 x1108 <= 1 x1109 <= 1 x1110 <= 1 x1111 <= 1 x1112 <= 1 x1113 <= 1 x1114 <= 1 x1115 <= 1 x1116 <= 1 x1117 <= 1 x1118 <= 1 x1119 <= 1 x1120 <= 1 x1121 <= 1 x1122 <= 1 x1123 <= 1 x1124 <= 1 x1125 <= 1 x1126 <= 1 x1127 <= 1 x1128 <= 1 x1129 <= 1 x1130 <= 1 x1131 <= 1 x1132 <= 1 x1133 <= 1 x1134 <= 1 x1135 <= 1 x1136 <= 1 x1137 <= 1 x1138 <= 1 x1139 <= 1 x1140 <= 1 x1141 <= 1 x1142 <= 1 x1143 <= 1 x1144 <= 1 x1145 <= 1 x1146 <= 1 x1147 <= 1 x1148 <= 1 x1149 <= 1 x1150 <= 1 x1151 <= 1 x1152 <= 1 x1153 <= 1 x1154 <= 1 x1155 <= 1 x1156 <= 1 x1157 <= 1 x1158 <= 1 x1159 <= 1 x1160 <= 1 x1161 <= 1 x1162 <= 1 x1163 <= 1 x1164 <= 1 x1165 <= 1 x1166 <= 1 x1167 <= 1 x1168 <= 1 x1169 <= 1 x1170 <= 1 x1171 <= 1 x1172 <= 1 x1173 <= 1 x1174 <= 1 x1175 <= 1 x1176 <= 1 x1177 <= 1 x1178 <= 1 x1179 <= 1 x1180 <= 1 x1181 <= 1 x1182 <= 1 x1183 <= 1 x1184 <= 1 x1185 <= 1 x1186 <= 1 x1187 <= 1 x1188 <= 1 x1189 <= 1 x1190 <= 1 x1191 <= 1 x1192 <= 1 x1193 <= 1 x1194 <= 1 x1195 <= 1 x1196 <= 1 x1197 <= 1 x1198 <= 1 x1199 <= 1 x1200 <= 1 x1201 <= 1 x1202 <= 1 x1203 <= 1 x1204 <= 1 x1205 <= 1 x1206 <= 1 x1207 <= 1 x1208 <= 1 x1209 <= 1 x1210 <= 1 x1211 <= 1 x1212 <= 1 x1213 <= 1 x1214 <= 1 x1215 <= 1 x1216 <= 1 x1217 <= 1 x1218 <= 1 x1219 <= 1 x1220 <= 1 x1221 <= 1 x1222 <= 1 x1223 <= 1 x1224 <= 1 x1225 <= 1 x1226 <= 1 x1227 <= 1 x1228 <= 1 x1229 <= 1 x1230 <= 1 x1231 <= 1 x1232 <= 1 x1233 <= 1 x1234 <= 1 x1235 <= 1 x1236 <= 1 x1237 <= 1 x1238 <= 1 x1239 <= 1 x1240 <= 1 x1241 <= 1 x1242 <= 1 x1243 <= 1 x1244 <= 1 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 <= 1 x1279 <= 1 x1280 <= 1 x1281 <= 1 x1282 <= 1 x1283 <= 1 x1284 <= 1 x1285 <= 1 x1286 <= 1 x1287 <= 1 x1288 <= 1 x1289 <= 1 x1290 <= 1 x1291 <= 1 x1292 <= 1 x1293 <= 1 x1294 <= 1 x1295 <= 1 x1296 <= 1 x1297 <= 1 -18589.2 <= x1538 <= 2196.10842941732 -18589.2 <= x1539 <= 2195.60778892787 -18589.2 <= x1540 <= 2195.35746868315 -18589.2 <= x1541 <= 2194.85682819371 -18589.2 <= x1542 <= 2194.60650794899 -18589.2 <= x1543 <= 2194.35618770427 -18589.2 <= x1544 <= 2194.60650794899 -18589.2 <= x1545 <= 2899.67078381453 -18589.2 <= x1546 <= 3954.07238526889 -18589.2 <= x1547 <= 3958.5788638543 -18589.2 <= x1548 <= 3965.78922959096 -18589.2 <= x1549 <= 3973.9008910447 -18589.2 <= x1550 <= 3983.36449607407 -18589.2 <= x1551 <= 3985.61773536678 -18589.2 <= x1552 <= 3978.85801748866 -18589.2 <= x1553 <= 3977.05542605449 -18589.2 <= x1554 <= 3973.45024318616 -18589.2 <= x1555 <= 3967.59182102512 -18589.2 <= x1556 <= 3963.98663815679 -18589.2 <= x1557 <= 2907.2760913353 -18589.2 <= x1558 <= 2905.95342915778 -18589.2 <= x1559 <= 2904.63076698025 -18589.2 <= x1560 <= 2903.63877034711 -18589.2 <= x1561 <= 2197.36003064092 -18589.2 <= x1562 <= 2515.11124434193 -18589.2 <= x1563 <= 2517.39947847627 -18589.2 <= x1564 <= 2519.9737418774 -18589.2 <= x1565 <= 2522.26197601173 -18589.2 <= x1566 <= 2524.83623941286 -18589.2 <= x1567 <= 2524.55021014607 -18589.2 <= x1568 <= 2524.83623941286 -18589.2 <= x1569 <= 2922.81737192123 -18589.2 <= x1570 <= 3985.61773536678 -18589.2 <= x1571 <= 3994.6306925376 -18589.2 <= x1572 <= 3997.33457968885 -18589.2 <= x1573 <= 4317.97143946345 -18589.2 <= x1574 <= 4328.18493395632 -18589.2 <= x1575 <= 4653.79748886636 -18589.2 <= x1576 <= 4333.04850276245 -18589.2 <= x1577 <= 4326.23950643387 -18589.2 <= x1578 <= 4004.99559328405 -18589.2 <= x1579 <= 3994.6306925376 -18589.2 <= x1580 <= 3986.51903108386 -18589.2 <= x1581 <= 2923.80936855437 -18589.2 <= x1582 <= 2919.18005093303 -18589.2 <= x1583 <= 2921.16404419932 -18589.2 <= x1584 <= 2920.17204756618 -18589.2 <= x1585 <= 2510.82080534005 Binary b1298 b1299 b1300 b1301 b1302 b1303 b1304 b1305 b1306 b1307 b1308 b1309 b1310 b1311 b1312 b1313 b1314 b1315 b1316 b1317 b1318 b1319 b1320 b1321 b1322 b1323 b1324 b1325 b1326 b1327 b1328 b1329 b1330 b1331 b1332 b1333 b1334 b1335 b1336 b1337 b1338 b1339 b1340 b1341 b1342 b1343 b1344 b1345 b1346 b1347 b1348 b1349 b1350 b1351 b1352 b1353 b1354 b1355 b1356 b1357 b1358 b1359 b1360 b1361 b1362 b1363 b1364 b1365 b1366 b1367 b1368 b1369 b1370 b1371 b1372 b1373 b1374 b1375 b1376 b1377 b1378 b1379 b1380 b1381 b1382 b1383 b1384 b1385 b1386 b1387 b1388 b1389 b1390 b1391 b1392 b1393 b1394 b1395 b1396 b1397 b1398 b1399 b1400 b1401 b1402 b1403 b1404 b1405 b1406 b1407 b1408 b1409 b1410 b1411 b1412 b1413 b1414 b1415 b1416 b1417 b1418 b1419 b1420 b1421 b1422 b1423 b1424 b1425 b1426 b1427 b1428 b1429 b1430 b1431 b1432 b1433 b1434 b1435 b1436 b1437 b1438 b1439 b1440 b1441 b1442 b1443 b1444 b1445 b1446 b1447 b1448 b1449 b1450 b1451 b1452 b1453 b1454 b1455 b1456 b1457 b1458 b1459 b1460 b1461 b1462 b1463 b1464 b1465 b1466 b1467 b1468 b1469 b1470 b1471 b1472 b1473 b1474 b1475 b1476 b1477 b1478 b1479 b1480 b1481 b1482 b1483 b1484 b1485 b1486 b1487 b1488 b1489 b1490 b1491 b1492 b1493 b1494 b1495 b1496 b1497 b1498 b1499 b1500 b1501 b1502 b1503 b1504 b1505 b1506 b1507 b1508 b1509 b1510 b1511 b1512 b1513 b1514 b1515 b1516 b1517 b1518 b1519 b1520 b1521 b1522 b1523 b1524 b1525 b1526 b1527 b1528 b1529 b1530 b1531 b1532 b1533 b1534 b1535 b1536 b1537 End