MINLPLib
A Library of Mixed-Integer and Continuous Nonlinear Programming Instances
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Instance lop97ic
| Formatsⓘ | ams gms lp mod nl osil pip py |
| Primal Bounds (infeas ≤ 1e-08)ⓘ | |
| Other points (infeas > 1e-08)ⓘ | |
| Dual Boundsⓘ | 3930.49040300 (ANTIGONE) 3613.97159500 (BARON) 3845.66155400 (COUENNE) 4025.09758100 (GUROBI) 3934.76517000 (LINDO) 3956.37798900 (SCIP) 3961.92092900 (SHOT) |
| Referencesⓘ | Bussieck, Michael R, Optimal Lines in Public Rail Transport, PhD thesis, TU Braunschweig, 1998. Claessens, M T, van Dijk, N M, and Zwaneveld, P J, Cost Optimal Allocation of Rail Passenger Lines, European Journal Operation Research, 110:3, 1998, 474-489. |
| Applicationⓘ | Rail Line Optimization |
| Added to libraryⓘ | 25 Jun 2001 |
| Problem typeⓘ | MIQCQP |
| #Variablesⓘ | 1753 |
| #Binary Variablesⓘ | 0 |
| #Integer Variablesⓘ | 1662 |
| #Nonlinear Variablesⓘ | 1662 |
| #Nonlinear Binary Variablesⓘ | 0 |
| #Nonlinear Integer Variablesⓘ | 1662 |
| Objective Senseⓘ | min |
| Objective typeⓘ | quadratic |
| Objective curvatureⓘ | indefinite |
| #Nonzeros in Objectiveⓘ | 1662 |
| #Nonlinear Nonzeros in Objectiveⓘ | 1662 |
| #Constraintsⓘ | 91 |
| #Linear Constraintsⓘ | 52 |
| #Quadratic Constraintsⓘ | 39 |
| #Polynomial Constraintsⓘ | 0 |
| #Signomial Constraintsⓘ | 0 |
| #General Nonlinear Constraintsⓘ | 0 |
| Operands in Gen. Nonlin. Functionsⓘ | |
| Constraints curvatureⓘ | indefinite |
| #Nonzeros in Jacobianⓘ | 11769 |
| #Nonlinear Nonzeros in Jacobianⓘ | 7160 |
| #Nonzeros in (Upper-Left) Hessian of Lagrangianⓘ | 1662 |
| #Nonzeros in Diagonal of Hessian of Lagrangianⓘ | 0 |
| #Blocks in Hessian of Lagrangianⓘ | 831 |
| Minimal blocksize in Hessian of Lagrangianⓘ | 2 |
| Maximal blocksize in Hessian of Lagrangianⓘ | 2 |
| Average blocksize in Hessian of Lagrangianⓘ | 2.0 |
| #Semicontinuitiesⓘ | 0 |
| #Nonlinear Semicontinuitiesⓘ | 0 |
| #SOS type 1ⓘ | 0 |
| #SOS type 2ⓘ | 0 |
| Minimal coefficientⓘ | 1.0000e-03 |
| Maximal coefficientⓘ | 2.3026e+02 |
| Infeasibility of initial pointⓘ | 19.96 |
| Sparsity Jacobianⓘ |  |
| Sparsity Hessian of Lagrangianⓘ |  |
$offlisting
*
* Equation counts
* Total E G L N X C B
* 92 92 0 0 0 0 0 0
*
* Variable counts
* x b i s1s s2s sc si
* Total cont binary integer sos1 sos2 scont sint
* 1754 92 0 1662 0 0 0 0
* FX 4
*
* Nonzero counts
* Total const NL DLL
* 13432 4610 8822 0
*
* Solve m using MINLP minimizing objvar;
Variables x1,x2,x3,x4,x5,x6,x7,x8,x9,x10,x11,x12,x13,x14,x15,x16,x17,x18,x19
,x20,x21,x22,x23,x24,x25,x26,x27,x28,x29,x30,x31,x32,x33,x34,x35,x36
,x37,x38,x39,x40,x41,x42,x43,x44,x45,x46,x47,x48,x49,x50,x51,x52,x53
,x54,x55,x56,x57,x58,x59,x60,x61,x62,x63,x64,x65,x66,x67,x68,x69,x70
,x71,x72,x73,x74,x75,x76,x77,x78,x79,x80,x81,x82,x83,x84,x85,x86,x87
,x88,x89,x90,x91,objvar,i93,i94,i95,i96,i97,i98,i99,i100,i101,i102
,i103,i104,i105,i106,i107,i108,i109,i110,i111,i112,i113,i114,i115
,i116,i117,i118,i119,i120,i121,i122,i123,i124,i125,i126,i127,i128
,i129,i130,i131,i132,i133,i134,i135,i136,i137,i138,i139,i140,i141
,i142,i143,i144,i145,i146,i147,i148,i149,i150,i151,i152,i153,i154
,i155,i156,i157,i158,i159,i160,i161,i162,i163,i164,i165,i166,i167
,i168,i169,i170,i171,i172,i173,i174,i175,i176,i177,i178,i179,i180
,i181,i182,i183,i184,i185,i186,i187,i188,i189,i190,i191,i192,i193
,i194,i195,i196,i197,i198,i199,i200,i201,i202,i203,i204,i205,i206
,i207,i208,i209,i210,i211,i212,i213,i214,i215,i216,i217,i218,i219
,i220,i221,i222,i223,i224,i225,i226,i227,i228,i229,i230,i231,i232
,i233,i234,i235,i236,i237,i238,i239,i240,i241,i242,i243,i244,i245
,i246,i247,i248,i249,i250,i251,i252,i253,i254,i255,i256,i257,i258
,i259,i260,i261,i262,i263,i264,i265,i266,i267,i268,i269,i270,i271
,i272,i273,i274,i275,i276,i277,i278,i279,i280,i281,i282,i283,i284
,i285,i286,i287,i288,i289,i290,i291,i292,i293,i294,i295,i296,i297
,i298,i299,i300,i301,i302,i303,i304,i305,i306,i307,i308,i309,i310
,i311,i312,i313,i314,i315,i316,i317,i318,i319,i320,i321,i322,i323
,i324,i325,i326,i327,i328,i329,i330,i331,i332,i333,i334,i335,i336
,i337,i338,i339,i340,i341,i342,i343,i344,i345,i346,i347,i348,i349
,i350,i351,i352,i353,i354,i355,i356,i357,i358,i359,i360,i361,i362
,i363,i364,i365,i366,i367,i368,i369,i370,i371,i372,i373,i374,i375
,i376,i377,i378,i379,i380,i381,i382,i383,i384,i385,i386,i387,i388
,i389,i390,i391,i392,i393,i394,i395,i396,i397,i398,i399,i400,i401
,i402,i403,i404,i405,i406,i407,i408,i409,i410,i411,i412,i413,i414
,i415,i416,i417,i418,i419,i420,i421,i422,i423,i424,i425,i426,i427
,i428,i429,i430,i431,i432,i433,i434,i435,i436,i437,i438,i439,i440
,i441,i442,i443,i444,i445,i446,i447,i448,i449,i450,i451,i452,i453
,i454,i455,i456,i457,i458,i459,i460,i461,i462,i463,i464,i465,i466
,i467,i468,i469,i470,i471,i472,i473,i474,i475,i476,i477,i478,i479
,i480,i481,i482,i483,i484,i485,i486,i487,i488,i489,i490,i491,i492
,i493,i494,i495,i496,i497,i498,i499,i500,i501,i502,i503,i504,i505
,i506,i507,i508,i509,i510,i511,i512,i513,i514,i515,i516,i517,i518
,i519,i520,i521,i522,i523,i524,i525,i526,i527,i528,i529,i530,i531
,i532,i533,i534,i535,i536,i537,i538,i539,i540,i541,i542,i543,i544
,i545,i546,i547,i548,i549,i550,i551,i552,i553,i554,i555,i556,i557
,i558,i559,i560,i561,i562,i563,i564,i565,i566,i567,i568,i569,i570
,i571,i572,i573,i574,i575,i576,i577,i578,i579,i580,i581,i582,i583
,i584,i585,i586,i587,i588,i589,i590,i591,i592,i593,i594,i595,i596
,i597,i598,i599,i600,i601,i602,i603,i604,i605,i606,i607,i608,i609
,i610,i611,i612,i613,i614,i615,i616,i617,i618,i619,i620,i621,i622
,i623,i624,i625,i626,i627,i628,i629,i630,i631,i632,i633,i634,i635
,i636,i637,i638,i639,i640,i641,i642,i643,i644,i645,i646,i647,i648
,i649,i650,i651,i652,i653,i654,i655,i656,i657,i658,i659,i660,i661
,i662,i663,i664,i665,i666,i667,i668,i669,i670,i671,i672,i673,i674
,i675,i676,i677,i678,i679,i680,i681,i682,i683,i684,i685,i686,i687
,i688,i689,i690,i691,i692,i693,i694,i695,i696,i697,i698,i699,i700
,i701,i702,i703,i704,i705,i706,i707,i708,i709,i710,i711,i712,i713
,i714,i715,i716,i717,i718,i719,i720,i721,i722,i723,i724,i725,i726
,i727,i728,i729,i730,i731,i732,i733,i734,i735,i736,i737,i738,i739
,i740,i741,i742,i743,i744,i745,i746,i747,i748,i749,i750,i751,i752
,i753,i754,i755,i756,i757,i758,i759,i760,i761,i762,i763,i764,i765
,i766,i767,i768,i769,i770,i771,i772,i773,i774,i775,i776,i777,i778
,i779,i780,i781,i782,i783,i784,i785,i786,i787,i788,i789,i790,i791
,i792,i793,i794,i795,i796,i797,i798,i799,i800,i801,i802,i803,i804
,i805,i806,i807,i808,i809,i810,i811,i812,i813,i814,i815,i816,i817
,i818,i819,i820,i821,i822,i823,i824,i825,i826,i827,i828,i829,i830
,i831,i832,i833,i834,i835,i836,i837,i838,i839,i840,i841,i842,i843
,i844,i845,i846,i847,i848,i849,i850,i851,i852,i853,i854,i855,i856
,i857,i858,i859,i860,i861,i862,i863,i864,i865,i866,i867,i868,i869
,i870,i871,i872,i873,i874,i875,i876,i877,i878,i879,i880,i881,i882
,i883,i884,i885,i886,i887,i888,i889,i890,i891,i892,i893,i894,i895
,i896,i897,i898,i899,i900,i901,i902,i903,i904,i905,i906,i907,i908
,i909,i910,i911,i912,i913,i914,i915,i916,i917,i918,i919,i920,i921
,i922,i923,i924,i925,i926,i927,i928,i929,i930,i931,i932,i933,i934
,i935,i936,i937,i938,i939,i940,i941,i942,i943,i944,i945,i946,i947
,i948,i949,i950,i951,i952,i953,i954,i955,i956,i957,i958,i959,i960
,i961,i962,i963,i964,i965,i966,i967,i968,i969,i970,i971,i972,i973
,i974,i975,i976,i977,i978,i979,i980,i981,i982,i983,i984,i985,i986
,i987,i988,i989,i990,i991,i992,i993,i994,i995,i996,i997,i998,i999
,i1000,i1001,i1002,i1003,i1004,i1005,i1006,i1007,i1008,i1009,i1010
,i1011,i1012,i1013,i1014,i1015,i1016,i1017,i1018,i1019,i1020,i1021
,i1022,i1023,i1024,i1025,i1026,i1027,i1028,i1029,i1030,i1031,i1032
,i1033,i1034,i1035,i1036,i1037,i1038,i1039,i1040,i1041,i1042,i1043
,i1044,i1045,i1046,i1047,i1048,i1049,i1050,i1051,i1052,i1053,i1054
,i1055,i1056,i1057,i1058,i1059,i1060,i1061,i1062,i1063,i1064,i1065
,i1066,i1067,i1068,i1069,i1070,i1071,i1072,i1073,i1074,i1075,i1076
,i1077,i1078,i1079,i1080,i1081,i1082,i1083,i1084,i1085,i1086,i1087
,i1088,i1089,i1090,i1091,i1092,i1093,i1094,i1095,i1096,i1097,i1098
,i1099,i1100,i1101,i1102,i1103,i1104,i1105,i1106,i1107,i1108,i1109
,i1110,i1111,i1112,i1113,i1114,i1115,i1116,i1117,i1118,i1119,i1120
,i1121,i1122,i1123,i1124,i1125,i1126,i1127,i1128,i1129,i1130,i1131
,i1132,i1133,i1134,i1135,i1136,i1137,i1138,i1139,i1140,i1141,i1142
,i1143,i1144,i1145,i1146,i1147,i1148,i1149,i1150,i1151,i1152,i1153
,i1154,i1155,i1156,i1157,i1158,i1159,i1160,i1161,i1162,i1163,i1164
,i1165,i1166,i1167,i1168,i1169,i1170,i1171,i1172,i1173,i1174,i1175
,i1176,i1177,i1178,i1179,i1180,i1181,i1182,i1183,i1184,i1185,i1186
,i1187,i1188,i1189,i1190,i1191,i1192,i1193,i1194,i1195,i1196,i1197
,i1198,i1199,i1200,i1201,i1202,i1203,i1204,i1205,i1206,i1207,i1208
,i1209,i1210,i1211,i1212,i1213,i1214,i1215,i1216,i1217,i1218,i1219
,i1220,i1221,i1222,i1223,i1224,i1225,i1226,i1227,i1228,i1229,i1230
,i1231,i1232,i1233,i1234,i1235,i1236,i1237,i1238,i1239,i1240,i1241
,i1242,i1243,i1244,i1245,i1246,i1247,i1248,i1249,i1250,i1251,i1252
,i1253,i1254,i1255,i1256,i1257,i1258,i1259,i1260,i1261,i1262,i1263
,i1264,i1265,i1266,i1267,i1268,i1269,i1270,i1271,i1272,i1273,i1274
,i1275,i1276,i1277,i1278,i1279,i1280,i1281,i1282,i1283,i1284,i1285
,i1286,i1287,i1288,i1289,i1290,i1291,i1292,i1293,i1294,i1295,i1296
,i1297,i1298,i1299,i1300,i1301,i1302,i1303,i1304,i1305,i1306,i1307
,i1308,i1309,i1310,i1311,i1312,i1313,i1314,i1315,i1316,i1317,i1318
,i1319,i1320,i1321,i1322,i1323,i1324,i1325,i1326,i1327,i1328,i1329
,i1330,i1331,i1332,i1333,i1334,i1335,i1336,i1337,i1338,i1339,i1340
,i1341,i1342,i1343,i1344,i1345,i1346,i1347,i1348,i1349,i1350,i1351
,i1352,i1353,i1354,i1355,i1356,i1357,i1358,i1359,i1360,i1361,i1362
,i1363,i1364,i1365,i1366,i1367,i1368,i1369,i1370,i1371,i1372,i1373
,i1374,i1375,i1376,i1377,i1378,i1379,i1380,i1381,i1382,i1383,i1384
,i1385,i1386,i1387,i1388,i1389,i1390,i1391,i1392,i1393,i1394,i1395
,i1396,i1397,i1398,i1399,i1400,i1401,i1402,i1403,i1404,i1405,i1406
,i1407,i1408,i1409,i1410,i1411,i1412,i1413,i1414,i1415,i1416,i1417
,i1418,i1419,i1420,i1421,i1422,i1423,i1424,i1425,i1426,i1427,i1428
,i1429,i1430,i1431,i1432,i1433,i1434,i1435,i1436,i1437,i1438,i1439
,i1440,i1441,i1442,i1443,i1444,i1445,i1446,i1447,i1448,i1449,i1450
,i1451,i1452,i1453,i1454,i1455,i1456,i1457,i1458,i1459,i1460,i1461
,i1462,i1463,i1464,i1465,i1466,i1467,i1468,i1469,i1470,i1471,i1472
,i1473,i1474,i1475,i1476,i1477,i1478,i1479,i1480,i1481,i1482,i1483
,i1484,i1485,i1486,i1487,i1488,i1489,i1490,i1491,i1492,i1493,i1494
,i1495,i1496,i1497,i1498,i1499,i1500,i1501,i1502,i1503,i1504,i1505
,i1506,i1507,i1508,i1509,i1510,i1511,i1512,i1513,i1514,i1515,i1516
,i1517,i1518,i1519,i1520,i1521,i1522,i1523,i1524,i1525,i1526,i1527
,i1528,i1529,i1530,i1531,i1532,i1533,i1534,i1535,i1536,i1537,i1538
,i1539,i1540,i1541,i1542,i1543,i1544,i1545,i1546,i1547,i1548,i1549
,i1550,i1551,i1552,i1553,i1554,i1555,i1556,i1557,i1558,i1559,i1560
,i1561,i1562,i1563,i1564,i1565,i1566,i1567,i1568,i1569,i1570,i1571
,i1572,i1573,i1574,i1575,i1576,i1577,i1578,i1579,i1580,i1581,i1582
,i1583,i1584,i1585,i1586,i1587,i1588,i1589,i1590,i1591,i1592,i1593
,i1594,i1595,i1596,i1597,i1598,i1599,i1600,i1601,i1602,i1603,i1604
,i1605,i1606,i1607,i1608,i1609,i1610,i1611,i1612,i1613,i1614,i1615
,i1616,i1617,i1618,i1619,i1620,i1621,i1622,i1623,i1624,i1625,i1626
,i1627,i1628,i1629,i1630,i1631,i1632,i1633,i1634,i1635,i1636,i1637
,i1638,i1639,i1640,i1641,i1642,i1643,i1644,i1645,i1646,i1647,i1648
,i1649,i1650,i1651,i1652,i1653,i1654,i1655,i1656,i1657,i1658,i1659
,i1660,i1661,i1662,i1663,i1664,i1665,i1666,i1667,i1668,i1669,i1670
,i1671,i1672,i1673,i1674,i1675,i1676,i1677,i1678,i1679,i1680,i1681
,i1682,i1683,i1684,i1685,i1686,i1687,i1688,i1689,i1690,i1691,i1692
,i1693,i1694,i1695,i1696,i1697,i1698,i1699,i1700,i1701,i1702,i1703
,i1704,i1705,i1706,i1707,i1708,i1709,i1710,i1711,i1712,i1713,i1714
,i1715,i1716,i1717,i1718,i1719,i1720,i1721,i1722,i1723,i1724,i1725
,i1726,i1727,i1728,i1729,i1730,i1731,i1732,i1733,i1734,i1735,i1736
,i1737,i1738,i1739,i1740,i1741,i1742,i1743,i1744,i1745,i1746,i1747
,i1748,i1749,i1750,i1751,i1752,i1753,i1754;
Integer Variables i93,i94,i95,i96,i97,i98,i99,i100,i101,i102,i103,i104,i105
,i106,i107,i108,i109,i110,i111,i112,i113,i114,i115,i116,i117,i118
,i119,i120,i121,i122,i123,i124,i125,i126,i127,i128,i129,i130,i131
,i132,i133,i134,i135,i136,i137,i138,i139,i140,i141,i142,i143,i144
,i145,i146,i147,i148,i149,i150,i151,i152,i153,i154,i155,i156,i157
,i158,i159,i160,i161,i162,i163,i164,i165,i166,i167,i168,i169,i170
,i171,i172,i173,i174,i175,i176,i177,i178,i179,i180,i181,i182,i183
,i184,i185,i186,i187,i188,i189,i190,i191,i192,i193,i194,i195,i196
,i197,i198,i199,i200,i201,i202,i203,i204,i205,i206,i207,i208,i209
,i210,i211,i212,i213,i214,i215,i216,i217,i218,i219,i220,i221,i222
,i223,i224,i225,i226,i227,i228,i229,i230,i231,i232,i233,i234,i235
,i236,i237,i238,i239,i240,i241,i242,i243,i244,i245,i246,i247,i248
,i249,i250,i251,i252,i253,i254,i255,i256,i257,i258,i259,i260,i261
,i262,i263,i264,i265,i266,i267,i268,i269,i270,i271,i272,i273,i274
,i275,i276,i277,i278,i279,i280,i281,i282,i283,i284,i285,i286,i287
,i288,i289,i290,i291,i292,i293,i294,i295,i296,i297,i298,i299,i300
,i301,i302,i303,i304,i305,i306,i307,i308,i309,i310,i311,i312,i313
,i314,i315,i316,i317,i318,i319,i320,i321,i322,i323,i324,i325,i326
,i327,i328,i329,i330,i331,i332,i333,i334,i335,i336,i337,i338,i339
,i340,i341,i342,i343,i344,i345,i346,i347,i348,i349,i350,i351,i352
,i353,i354,i355,i356,i357,i358,i359,i360,i361,i362,i363,i364,i365
,i366,i367,i368,i369,i370,i371,i372,i373,i374,i375,i376,i377,i378
,i379,i380,i381,i382,i383,i384,i385,i386,i387,i388,i389,i390,i391
,i392,i393,i394,i395,i396,i397,i398,i399,i400,i401,i402,i403,i404
,i405,i406,i407,i408,i409,i410,i411,i412,i413,i414,i415,i416,i417
,i418,i419,i420,i421,i422,i423,i424,i425,i426,i427,i428,i429,i430
,i431,i432,i433,i434,i435,i436,i437,i438,i439,i440,i441,i442,i443
,i444,i445,i446,i447,i448,i449,i450,i451,i452,i453,i454,i455,i456
,i457,i458,i459,i460,i461,i462,i463,i464,i465,i466,i467,i468,i469
,i470,i471,i472,i473,i474,i475,i476,i477,i478,i479,i480,i481,i482
,i483,i484,i485,i486,i487,i488,i489,i490,i491,i492,i493,i494,i495
,i496,i497,i498,i499,i500,i501,i502,i503,i504,i505,i506,i507,i508
,i509,i510,i511,i512,i513,i514,i515,i516,i517,i518,i519,i520,i521
,i522,i523,i524,i525,i526,i527,i528,i529,i530,i531,i532,i533,i534
,i535,i536,i537,i538,i539,i540,i541,i542,i543,i544,i545,i546,i547
,i548,i549,i550,i551,i552,i553,i554,i555,i556,i557,i558,i559,i560
,i561,i562,i563,i564,i565,i566,i567,i568,i569,i570,i571,i572,i573
,i574,i575,i576,i577,i578,i579,i580,i581,i582,i583,i584,i585,i586
,i587,i588,i589,i590,i591,i592,i593,i594,i595,i596,i597,i598,i599
,i600,i601,i602,i603,i604,i605,i606,i607,i608,i609,i610,i611,i612
,i613,i614,i615,i616,i617,i618,i619,i620,i621,i622,i623,i624,i625
,i626,i627,i628,i629,i630,i631,i632,i633,i634,i635,i636,i637,i638
,i639,i640,i641,i642,i643,i644,i645,i646,i647,i648,i649,i650,i651
,i652,i653,i654,i655,i656,i657,i658,i659,i660,i661,i662,i663,i664
,i665,i666,i667,i668,i669,i670,i671,i672,i673,i674,i675,i676,i677
,i678,i679,i680,i681,i682,i683,i684,i685,i686,i687,i688,i689,i690
,i691,i692,i693,i694,i695,i696,i697,i698,i699,i700,i701,i702,i703
,i704,i705,i706,i707,i708,i709,i710,i711,i712,i713,i714,i715,i716
,i717,i718,i719,i720,i721,i722,i723,i724,i725,i726,i727,i728,i729
,i730,i731,i732,i733,i734,i735,i736,i737,i738,i739,i740,i741,i742
,i743,i744,i745,i746,i747,i748,i749,i750,i751,i752,i753,i754,i755
,i756,i757,i758,i759,i760,i761,i762,i763,i764,i765,i766,i767,i768
,i769,i770,i771,i772,i773,i774,i775,i776,i777,i778,i779,i780,i781
,i782,i783,i784,i785,i786,i787,i788,i789,i790,i791,i792,i793,i794
,i795,i796,i797,i798,i799,i800,i801,i802,i803,i804,i805,i806,i807
,i808,i809,i810,i811,i812,i813,i814,i815,i816,i817,i818,i819,i820
,i821,i822,i823,i824,i825,i826,i827,i828,i829,i830,i831,i832,i833
,i834,i835,i836,i837,i838,i839,i840,i841,i842,i843,i844,i845,i846
,i847,i848,i849,i850,i851,i852,i853,i854,i855,i856,i857,i858,i859
,i860,i861,i862,i863,i864,i865,i866,i867,i868,i869,i870,i871,i872
,i873,i874,i875,i876,i877,i878,i879,i880,i881,i882,i883,i884,i885
,i886,i887,i888,i889,i890,i891,i892,i893,i894,i895,i896,i897,i898
,i899,i900,i901,i902,i903,i904,i905,i906,i907,i908,i909,i910,i911
,i912,i913,i914,i915,i916,i917,i918,i919,i920,i921,i922,i923,i924
,i925,i926,i927,i928,i929,i930,i931,i932,i933,i934,i935,i936,i937
,i938,i939,i940,i941,i942,i943,i944,i945,i946,i947,i948,i949,i950
,i951,i952,i953,i954,i955,i956,i957,i958,i959,i960,i961,i962,i963
,i964,i965,i966,i967,i968,i969,i970,i971,i972,i973,i974,i975,i976
,i977,i978,i979,i980,i981,i982,i983,i984,i985,i986,i987,i988,i989
,i990,i991,i992,i993,i994,i995,i996,i997,i998,i999,i1000,i1001,i1002
,i1003,i1004,i1005,i1006,i1007,i1008,i1009,i1010,i1011,i1012,i1013
,i1014,i1015,i1016,i1017,i1018,i1019,i1020,i1021,i1022,i1023,i1024
,i1025,i1026,i1027,i1028,i1029,i1030,i1031,i1032,i1033,i1034,i1035
,i1036,i1037,i1038,i1039,i1040,i1041,i1042,i1043,i1044,i1045,i1046
,i1047,i1048,i1049,i1050,i1051,i1052,i1053,i1054,i1055,i1056,i1057
,i1058,i1059,i1060,i1061,i1062,i1063,i1064,i1065,i1066,i1067,i1068
,i1069,i1070,i1071,i1072,i1073,i1074,i1075,i1076,i1077,i1078,i1079
,i1080,i1081,i1082,i1083,i1084,i1085,i1086,i1087,i1088,i1089,i1090
,i1091,i1092,i1093,i1094,i1095,i1096,i1097,i1098,i1099,i1100,i1101
,i1102,i1103,i1104,i1105,i1106,i1107,i1108,i1109,i1110,i1111,i1112
,i1113,i1114,i1115,i1116,i1117,i1118,i1119,i1120,i1121,i1122,i1123
,i1124,i1125,i1126,i1127,i1128,i1129,i1130,i1131,i1132,i1133,i1134
,i1135,i1136,i1137,i1138,i1139,i1140,i1141,i1142,i1143,i1144,i1145
,i1146,i1147,i1148,i1149,i1150,i1151,i1152,i1153,i1154,i1155,i1156
,i1157,i1158,i1159,i1160,i1161,i1162,i1163,i1164,i1165,i1166,i1167
,i1168,i1169,i1170,i1171,i1172,i1173,i1174,i1175,i1176,i1177,i1178
,i1179,i1180,i1181,i1182,i1183,i1184,i1185,i1186,i1187,i1188,i1189
,i1190,i1191,i1192,i1193,i1194,i1195,i1196,i1197,i1198,i1199,i1200
,i1201,i1202,i1203,i1204,i1205,i1206,i1207,i1208,i1209,i1210,i1211
,i1212,i1213,i1214,i1215,i1216,i1217,i1218,i1219,i1220,i1221,i1222
,i1223,i1224,i1225,i1226,i1227,i1228,i1229,i1230,i1231,i1232,i1233
,i1234,i1235,i1236,i1237,i1238,i1239,i1240,i1241,i1242,i1243,i1244
,i1245,i1246,i1247,i1248,i1249,i1250,i1251,i1252,i1253,i1254,i1255
,i1256,i1257,i1258,i1259,i1260,i1261,i1262,i1263,i1264,i1265,i1266
,i1267,i1268,i1269,i1270,i1271,i1272,i1273,i1274,i1275,i1276,i1277
,i1278,i1279,i1280,i1281,i1282,i1283,i1284,i1285,i1286,i1287,i1288
,i1289,i1290,i1291,i1292,i1293,i1294,i1295,i1296,i1297,i1298,i1299
,i1300,i1301,i1302,i1303,i1304,i1305,i1306,i1307,i1308,i1309,i1310
,i1311,i1312,i1313,i1314,i1315,i1316,i1317,i1318,i1319,i1320,i1321
,i1322,i1323,i1324,i1325,i1326,i1327,i1328,i1329,i1330,i1331,i1332
,i1333,i1334,i1335,i1336,i1337,i1338,i1339,i1340,i1341,i1342,i1343
,i1344,i1345,i1346,i1347,i1348,i1349,i1350,i1351,i1352,i1353,i1354
,i1355,i1356,i1357,i1358,i1359,i1360,i1361,i1362,i1363,i1364,i1365
,i1366,i1367,i1368,i1369,i1370,i1371,i1372,i1373,i1374,i1375,i1376
,i1377,i1378,i1379,i1380,i1381,i1382,i1383,i1384,i1385,i1386,i1387
,i1388,i1389,i1390,i1391,i1392,i1393,i1394,i1395,i1396,i1397,i1398
,i1399,i1400,i1401,i1402,i1403,i1404,i1405,i1406,i1407,i1408,i1409
,i1410,i1411,i1412,i1413,i1414,i1415,i1416,i1417,i1418,i1419,i1420
,i1421,i1422,i1423,i1424,i1425,i1426,i1427,i1428,i1429,i1430,i1431
,i1432,i1433,i1434,i1435,i1436,i1437,i1438,i1439,i1440,i1441,i1442
,i1443,i1444,i1445,i1446,i1447,i1448,i1449,i1450,i1451,i1452,i1453
,i1454,i1455,i1456,i1457,i1458,i1459,i1460,i1461,i1462,i1463,i1464
,i1465,i1466,i1467,i1468,i1469,i1470,i1471,i1472,i1473,i1474,i1475
,i1476,i1477,i1478,i1479,i1480,i1481,i1482,i1483,i1484,i1485,i1486
,i1487,i1488,i1489,i1490,i1491,i1492,i1493,i1494,i1495,i1496,i1497
,i1498,i1499,i1500,i1501,i1502,i1503,i1504,i1505,i1506,i1507,i1508
,i1509,i1510,i1511,i1512,i1513,i1514,i1515,i1516,i1517,i1518,i1519
,i1520,i1521,i1522,i1523,i1524,i1525,i1526,i1527,i1528,i1529,i1530
,i1531,i1532,i1533,i1534,i1535,i1536,i1537,i1538,i1539,i1540,i1541
,i1542,i1543,i1544,i1545,i1546,i1547,i1548,i1549,i1550,i1551,i1552
,i1553,i1554,i1555,i1556,i1557,i1558,i1559,i1560,i1561,i1562,i1563
,i1564,i1565,i1566,i1567,i1568,i1569,i1570,i1571,i1572,i1573,i1574
,i1575,i1576,i1577,i1578,i1579,i1580,i1581,i1582,i1583,i1584,i1585
,i1586,i1587,i1588,i1589,i1590,i1591,i1592,i1593,i1594,i1595,i1596
,i1597,i1598,i1599,i1600,i1601,i1602,i1603,i1604,i1605,i1606,i1607
,i1608,i1609,i1610,i1611,i1612,i1613,i1614,i1615,i1616,i1617,i1618
,i1619,i1620,i1621,i1622,i1623,i1624,i1625,i1626,i1627,i1628,i1629
,i1630,i1631,i1632,i1633,i1634,i1635,i1636,i1637,i1638,i1639,i1640
,i1641,i1642,i1643,i1644,i1645,i1646,i1647,i1648,i1649,i1650,i1651
,i1652,i1653,i1654,i1655,i1656,i1657,i1658,i1659,i1660,i1661,i1662
,i1663,i1664,i1665,i1666,i1667,i1668,i1669,i1670,i1671,i1672,i1673
,i1674,i1675,i1676,i1677,i1678,i1679,i1680,i1681,i1682,i1683,i1684
,i1685,i1686,i1687,i1688,i1689,i1690,i1691,i1692,i1693,i1694,i1695
,i1696,i1697,i1698,i1699,i1700,i1701,i1702,i1703,i1704,i1705,i1706
,i1707,i1708,i1709,i1710,i1711,i1712,i1713,i1714,i1715,i1716,i1717
,i1718,i1719,i1720,i1721,i1722,i1723,i1724,i1725,i1726,i1727,i1728
,i1729,i1730,i1731,i1732,i1733,i1734,i1735,i1736,i1737,i1738,i1739
,i1740,i1741,i1742,i1743,i1744,i1745,i1746,i1747,i1748,i1749,i1750
,i1751,i1752,i1753,i1754;
Equations e1,e2,e3,e4,e5,e6,e7,e8,e9,e10,e11,e12,e13,e14,e15,e16,e17,e18,e19
,e20,e21,e22,e23,e24,e25,e26,e27,e28,e29,e30,e31,e32,e33,e34,e35,e36
,e37,e38,e39,e40,e41,e42,e43,e44,e45,e46,e47,e48,e49,e50,e51,e52,e53
,e54,e55,e56,e57,e58,e59,e60,e61,e62,e63,e64,e65,e66,e67,e68,e69,e70
,e71,e72,e73,e74,e75,e76,e77,e78,e79,e80,e81,e82,e83,e84,e85,e86,e87
,e88,e89,e90,e91,e92;
e1.. x1 - i94 - i95 - i97 - i103 - i106 - i108 - i114 - i116 - i122 - i126
- i145 - i206 - i207 - i211 - i213 - i215 - i218 - i220 - i221 - i224
- i226 - i227 - i234 - i243 - i245 - i249 - i250 - i257 - i303 - i310
- i313 - i322 - i325 - i331 - i351 - i357 - i364 - i381 - i401 - i406
- i409 - i411 - i414 - i416 - i417 - i420 - i422 - i423 - i427 - i429
- i433 - i440 - i451 - i453 - i458 - i463 - i467 - i472 - i476 - i492
- i496 - i501 - i504 - i505 - i509 - i510 - i512 - i514 - i516 - i519
- i521 - i524 - i525 - i527 - i529 - i532 - i536 - i562 - i565 - i581
- i583 - i608 - i624 - i648 - i650 - i654 - i656 - i657 - i659 - i661
- i664 - i666 - i669 - i670 - i672 - i674 - i677 - i704 - i706 - i715
- i737 - i742 - i746 - i764 - i776 - i780 - i792 - i795 - i797 - i801
- i816 - i819 - i838 - i840 - i843 - i845 - i846 - i857 - i905 - i916
- i920 - i922 - i923 =E= 0;
e2.. x2 - i93 - i96 - i98 - i100 - i101 - i107 - i109 - i110 - i111 - i112
- i113 - i115 - i117 - i121 - i123 - i130 - i132 - i133 - i134 - i135
- i138 - i182 - i203 - i206 - i211 - i224 - i226 - i283 - i299 - i314
- i351 - i357 - i364 - i379 - i381 - i399 - i406 - i420 - i422 - i426
- i427 - i429 - i433 - i437 - i439 - i440 - i443 - i444 - i450 - i451
- i496 - i501 - i519 - i524 - i536 - i546 - i566 - i584 - i597 - i598
- i608 - i621 - i624 - i644 - i645 - i664 - i669 - i683 - i701 - i707
- i768 - i777 - i798 - i826 - i830 - i843 - i845 - i875 - i897 - i898
- i913 =E= 0;
e3.. x3 - i99 - i102 - i104 - i105 - i118 - i119 - i120 - i124 - i125 - i127
- i128 - i129 - i131 - i136 - i137 - i139 - i140 - i141 - i142 - i143
- i144 - i182 - i207 - i213 - i215 - i218 - i220 - i221 - i227 - i234
- i243 - i245 - i249 - i250 - i257 - i283 - i303 - i310 - i313 - i314
- i322 - i325 - i331 - i379 - i400 - i401 - i409 - i411 - i414 - i416
- i417 - i423 - i426 - i437 - i439 - i443 - i444 - i450 - i453 - i458
- i463 - i467 - i472 - i476 - i492 - i493 - i494 - i504 - i505 - i509
- i510 - i512 - i514 - i516 - i521 - i525 - i527 - i529 - i546 - i562
- i565 - i566 - i581 - i597 - i598 - i621 - i648 - i650 - i654 - i656
- i657 - i659 - i661 - i666 - i670 - i672 - i674 - i683 - i704 - i706
- i707 - i715 - i737 - i738 - i739 - i742 - i746 - i764 - i765 - i768
- i776 - i777 - i780 - i792 - i795 - i801 - i816 - i817 - i818 - i819
- i826 - i830 - i838 - i839 - i840 - i846 - i857 - i874 - i905 - i916
- i917 - i918 - i920 - i922 =E= 0;
e4.. x4 - i203 - i299 - i399 - i400 - i493 - i494 - i532 - i583 - i584
- i644 - i645 - i677 - i701 - i738 - i739 - i765 - i797 - i798 - i817
- i818 - i839 - i874 - i875 - i897 - i898 - i913 - i917 - i918 - i923
=E= 0;
e5.. x5 - i146 - i148 - i151 - i156 - i160 - i164 - i169 - i173 - i179
- i184 - i204 - i205 - i208 - i210 - i212 - i214 - i216 - i219 - i222
- i223 - i225 - i228 - i230 - i231 - i232 - i233 - i237 - i238 - i239
- i241 - i242 - i244 - i247 - i248 - i251 - i252 - i253 - i254 - i255
- i256 - i264 - i267 - i275 - i285 - i301 - i318 - i320 - i326 - i332
- i350 - i356 - i360 - i363 - i368 - i375 - i380 - i398 - i402 - i405
- i408 - i410 - i412 - i415 - i418 - i419 - i421 - i424 - i428 - i434
- i454 - i464 - i477 - i495 - i498 - i499 - i500 - i502 - i506 - i507
- i513 - i515 - i517 - i518 - i520 - i522 - i523 - i526 - i528 - i530
- i534 - i535 - i543 - i553 - i574 - i577 - i585 - i586 - i607 - i623
- i646 - i649 - i651 - i652 - i655 - i658 - i660 - i662 - i663 - i665
- i667 - i668 - i671 - i673 - i675 - i685 - i711 - i713 - i747 - i786
- i790 - i841 - i842 - i844 - i847 - i896 =E= 0;
e6.. x6 - i149 - i171 - i204 - i212 - i230 - i241 - i259 - i264 - i267
- i270 - i275 - i276 - i281 - i285 - i298 - i308 - i408 - i502 - i559
- i646 - i678 - i681 - i685 - i700 =E= 0;
e7.. x7 - i177 - i193 - i507 - i520 - i563 - i575 - i652 - i665 - i766
- i775 - i787 - i900 =E= 0;
e8.. x8 - i93 - i98 - i109 - i117 - i123 - i152 - i153 - i154 - i155 - i157
- i158 - i159 - i162 - i165 - i166 - i167 - i168 - i174 - i175 - i176
- i180 - i181 - i182 - i183 - i186 - i187 - i188 - i189 - i190 - i191
- i192 - i194 - i195 - i196 - i197 - i198 - i199 - i200 - i201 - i203
- i205 - i208 - i210 - i214 - i216 - i219 - i222 - i223 - i225 - i228
- i231 - i232 - i233 - i238 - i239 - i242 - i244 - i248 - i251 - i252
- i253 - i254 - i255 - i256 - i300 - i301 - i302 - i305 - i306 - i309
- i312 - i314 - i315 - i316 - i317 - i318 - i319 - i320 - i321 - i326
- i327 - i328 - i332 - i338 - i339 - i348 - i349 - i350 - i356 - i359
- i360 - i363 - i367 - i368 - i374 - i375 - i380 - i397 - i398 - i402
- i405 - i410 - i412 - i415 - i418 - i419 - i421 - i424 - i428 - i430
- i434 - i441 - i452 - i454 - i457 - i464 - i466 - i471 - i477 - i491
- i495 - i498 - i499 - i500 - i506 - i513 - i515 - i517 - i518 - i522
- i523 - i526 - i528 - i530 - i533 - i534 - i535 - i542 - i543 - i552
- i553 - i554 - i555 - i556 - i557 - i561 - i566 - i568 - i569 - i570
- i571 - i572 - i573 - i574 - i576 - i577 - i578 - i579 - i580 - i584
- i585 - i586 - i593 - i594 - i605 - i606 - i607 - i611 - i612 - i617
- i618 - i623 - i642 - i643 - i649 - i651 - i655 - i658 - i660 - i662
- i663 - i667 - i668 - i671 - i673 - i675 - i702 - i703 - i705 - i707
- i708 - i709 - i710 - i711 - i712 - i713 - i714 - i736 - i741 - i747
- i763 - i777 - i779 - i781 - i782 - i783 - i784 - i785 - i786 - i788
- i789 - i790 - i791 - i793 - i794 - i798 - i815 - i841 - i842 - i844
- i847 - i856 - i872 - i873 - i882 - i883 - i895 - i896 - i904 - i912
- i915 - i919 - i921 =E= 0;
e9.. x9 - i98 - i109 - i117 - i123 - i147 - i150 - i161 - i163 - i170 - i172
- i178 - i185 - i202 - i237 - i247 - i259 - i270 - i276 - i281 - i298
- i300 - i302 - i305 - i306 - i308 - i309 - i312 - i314 - i315 - i316
- i317 - i319 - i321 - i327 - i328 - i338 - i339 - i348 - i349 - i359
- i367 - i374 - i397 - i430 - i441 - i452 - i457 - i466 - i471 - i491
- i533 - i542 - i552 - i554 - i555 - i556 - i557 - i559 - i561 - i563
- i566 - i568 - i569 - i570 - i571 - i572 - i573 - i575 - i576 - i578
- i579 - i580 - i584 - i593 - i594 - i605 - i606 - i611 - i612 - i617
- i618 - i642 - i643 - i678 - i681 - i700 - i702 - i703 - i705 - i707
- i708 - i709 - i710 - i712 - i714 - i736 - i741 - i763 - i766 - i775
- i777 - i779 - i781 - i782 - i783 - i784 - i785 - i787 - i788 - i789
- i791 - i793 - i794 - i798 - i815 - i856 - i872 - i873 - i882 - i883
- i895 - i900 - i904 - i912 - i915 - i919 - i921 =E= 0;
e10.. x10 - i94 - i106 - i114 - i126 - i146 - i147 - i160 - i161 - i169
- i170 - i184 - i185 - i204 - i205 - i206 - i207 - i208 - i209 - i210
- i211 - i212 - i213 - i214 - i215 - i216 - i217 - i218 - i219 - i220
- i221 - i222 - i223 - i224 - i225 - i226 - i227 - i228 - i229 - i235
- i240 - i267 - i275 - i285 - i304 - i307 - i325 - i326 - i331 - i332
- i356 - i357 - i363 - i364 - i380 - i381 - i403 - i407 - i427 - i428
- i433 - i434 - i453 - i454 - i463 - i464 - i476 - i477 - i495 - i496
- i497 - i498 - i499 - i500 - i501 - i502 - i503 - i504 - i505 - i506
- i507 - i508 - i509 - i510 - i512 - i513 - i514 - i515 - i516 - i517
- i518 - i519 - i520 - i521 - i522 - i523 - i524 - i525 - i526 - i527
- i528 - i529 - i530 - i531 - i532 - i535 - i536 - i558 - i567 - i585
- i586 - i607 - i608 - i623 - i624 - i646 - i647 - i648 - i649 - i650
- i651 - i652 - i653 - i654 - i655 - i656 - i657 - i658 - i659 - i660
- i661 - i662 - i663 - i664 - i665 - i666 - i667 - i668 - i669 - i670
- i671 - i672 - i673 - i674 - i675 - i676 - i677 - i685 - i746 - i747
- i778 - i801 - i819 - i840 - i841 - i842 - i843 - i844 - i845 - i846
- i847 - i848 =E= 0;
e11.. x11 - i106 - i114 - i126 - i160 - i161 - i169 - i170 - i184 - i185
- i235 - i240 - i267 - i275 - i285 - i304 - i307 - i325 - i326 - i331
- i332 - i356 - i357 - i363 - i364 - i380 - i381 - i403 - i407 - i427
- i428 - i433 - i434 - i453 - i454 - i463 - i464 - i476 - i477 - i495
- i496 - i497 - i498 - i499 - i500 - i501 - i502 - i503 - i504 - i505
- i506 - i507 - i508 - i509 - i510 - i512 - i513 - i514 - i515 - i516
- i517 - i518 - i519 - i520 - i521 - i522 - i523 - i524 - i525 - i526
- i527 - i528 - i529 - i530 - i531 - i532 - i535 - i536 - i558 - i567
- i585 - i586 - i607 - i608 - i623 - i624 - i646 - i647 - i648 - i649
- i650 - i651 - i652 - i653 - i654 - i655 - i656 - i657 - i658 - i659
- i660 - i661 - i662 - i663 - i664 - i665 - i666 - i667 - i668 - i669
- i670 - i671 - i672 - i673 - i674 - i675 - i676 - i677 - i685 - i746
- i747 - i778 - i801 - i819 - i840 - i841 - i842 - i843 - i844 - i845
- i846 - i847 - i848 =E= 0;
e12.. x12 - i95 - i146 - i151 - i156 - i160 - i164 - i169 - i173 - i179
- i184 - i204 - i205 - i208 - i210 - i212 - i214 - i216 - i219 - i222
- i223 - i225 - i228 - i234 - i235 - i236 - i240 - i243 - i245 - i246
- i249 - i250 - i257 - i258 - i264 - i267 - i275 - i285 - i301 - i318
- i320 - i326 - i332 - i350 - i356 - i360 - i363 - i368 - i375 - i380
- i398 - i402 - i405 - i408 - i410 - i412 - i415 - i418 - i419 - i421
- i424 - i428 - i434 - i454 - i464 - i477 - i495 - i498 - i499 - i500
- i502 - i506 - i507 - i513 - i515 - i517 - i518 - i520 - i522 - i523
- i526 - i528 - i530 - i534 - i535 - i543 - i553 - i574 - i577 - i585
- i586 - i607 - i623 - i646 - i649 - i651 - i652 - i655 - i658 - i660
- i662 - i663 - i665 - i667 - i668 - i671 - i673 - i675 - i685 - i711
- i713 - i747 - i786 - i790 - i841 - i842 - i844 - i847 - i896 =E= 0;
e13.. x13 - i96 - i115 - i135 - i261 - i265 - i266 - i268 - i277 - i278
- i282 - i283 - i284 - i286 - i293 - i294 - i295 - i296 - i297 - i299
- i435 - i465 - i485 - i679 - i680 - i682 - i683 - i684 - i686 - i695
- i696 - i697 - i698 - i699 - i701 - i730 - i754 - i809 - i899 =E= 0;
e14.. x14 - i115 - i171 - i212 - i241 - i263 - i272 - i274 - i280 - i288
- i290 - i292 - i308 - i408 - i435 - i465 - i502 - i559 - i646 - i678
- i679 - i680 - i681 - i682 - i683 - i684 - i685 - i686 - i693 - i695
- i696 - i697 - i698 - i699 - i700 - i701 =E= 0;
e15.. x15 - i135 - i260 - i262 - i269 - i271 - i273 - i279 - i287 - i289
- i291 - i485 - i693 - i730 - i754 - i809 - i899 =E= 0;
e16.. x16 - i108 - i109 - i163 - i164 - i209 - i236 - i237 - i270 - i327
- i328 - i359 - i360 - i404 - i429 - i430 - i457 - i458 - i497 - i533
- i534 - i554 - i555 - i556 - i557 - i558 - i559 - i560 - i561 - i562
- i563 - i564 - i565 - i566 - i567 - i568 - i569 - i570 - i571 - i572
- i573 - i574 - i575 - i576 - i577 - i578 - i579 - i580 - i581 - i582
- i583 - i584 =E= 0;
e17.. x17 - i97 - i98 - i108 - i109 - i150 - i151 - i163 - i164 - i209
- i236 - i237 - i259 - i270 - i300 - i301 - i302 - i303 - i304 - i305
- i306 - i307 - i308 - i309 - i310 - i311 - i312 - i313 - i314 - i315
- i316 - i317 - i318 - i319 - i320 - i321 - i322 - i323 - i327 - i328
- i359 - i360 - i404 - i429 - i430 - i457 - i458 - i497 - i533 - i534
- i554 - i555 - i556 - i557 - i558 - i559 - i560 - i561 - i562 - i563
- i564 - i565 - i566 - i567 - i568 - i569 - i570 - i571 - i572 - i573
- i574 - i575 - i576 - i577 - i578 - i579 - i580 - i581 - i582 - i583
- i584 =E= 0;
e18.. x18 - i102 - i153 - i260 - i328 - i329 - i330 - i333 - i334 - i339
- i343 - i345 - i349 - i354 - i355 - i369 - i370 - i371 - i376 - i377
- i378 - i382 - i383 - i388 - i389 - i391 - i392 - i393 - i394 - i395
- i396 - i400 - i456 - i459 - i461 - i470 - i483 - i484 - i540 - i545
- i549 - i551 - i589 - i592 - i595 - i600 - i603 - i613 - i616 - i619
- i625 - i628 - i630 - i633 - i636 - i638 - i640 - i719 - i728 - i729
- i752 - i767 - i774 - i807 - i808 - i823 - i825 - i827 - i851 - i852
- i859 - i877 - i886 - i887 - i889 - i890 - i891 - i892 - i893 - i894
=E= 0;
e19.. x19 - i129 - i131 - i189 - i191 - i221 - i252 - i316 - i417 - i446
- i479 - i480 - i481 - i482 - i514 - i516 - i549 - i570 - i572 - i600
- i628 - i630 - i659 - i661 - i709 - i724 - i725 - i726 - i727 - i750
- i751 - i782 - i784 - i803 - i804 - i805 - i806 - i822 - i824 - i840
- i849 - i850 - i859 - i862 - i863 - i865 - i866 - i867 - i868 - i869
- i870 - i871 - i873 - i874 - i877 - i879 - i880 - i881 - i883 =E= 0;
e20.. x20 - i99 - i100 - i102 - i129 - i131 - i152 - i189 - i191 - i221
- i252 - i261 - i316 - i324 - i325 - i326 - i327 - i331 - i332 - i335
- i336 - i337 - i338 - i340 - i341 - i342 - i344 - i346 - i347 - i348
- i354 - i355 - i369 - i370 - i371 - i376 - i377 - i378 - i382 - i383
- i388 - i389 - i391 - i392 - i393 - i394 - i395 - i396 - i400 - i417
- i446 - i456 - i459 - i461 - i470 - i479 - i480 - i481 - i482 - i483
- i484 - i514 - i516 - i540 - i545 - i551 - i570 - i572 - i589 - i592
- i595 - i603 - i613 - i616 - i619 - i625 - i633 - i636 - i638 - i640
- i659 - i661 - i709 - i719 - i724 - i725 - i726 - i727 - i728 - i729
- i750 - i751 - i752 - i767 - i774 - i782 - i784 - i803 - i804 - i805
- i806 - i807 - i808 - i822 - i823 - i824 - i825 - i827 - i840 - i849
- i850 - i851 - i852 - i862 - i863 - i865 - i866 - i867 - i868 - i869
- i870 - i871 - i873 - i874 - i879 - i880 - i881 - i883 - i886 - i887
- i889 - i890 - i891 - i892 - i893 - i894 =E= 0;
e21.. x21 - i130 - i132 - i188 - i190 - i222 - i251 - i287 - i288 - i289
- i290 - i315 - i384 - i385 - i418 - i445 - i515 - i517 - i548 - i569
- i571 - i599 - i627 - i629 - i660 - i662 - i687 - i688 - i689 - i690
- i708 - i769 - i770 - i781 - i783 - i823 - i825 - i841 - i858 - i860
- i861 - i864 - i872 - i875 - i876 - i878 - i882 =E= 0;
e22.. x22 - i101 - i130 - i132 - i153 - i154 - i155 - i188 - i190 - i205
- i206 - i222 - i231 - i232 - i251 - i260 - i262 - i263 - i287 - i288
- i289 - i290 - i300 - i301 - i315 - i328 - i329 - i330 - i333 - i334
- i339 - i343 - i345 - i349 - i350 - i351 - i352 - i353 - i356 - i357
- i358 - i359 - i360 - i361 - i362 - i363 - i364 - i365 - i366 - i367
- i368 - i372 - i373 - i374 - i375 - i379 - i380 - i381 - i386 - i387
- i390 - i397 - i398 - i399 - i418 - i445 - i456 - i459 - i461 - i470
- i483 - i484 - i515 - i517 - i540 - i545 - i548 - i549 - i551 - i569
- i571 - i589 - i592 - i595 - i599 - i600 - i603 - i613 - i616 - i619
- i625 - i627 - i628 - i629 - i630 - i633 - i636 - i638 - i640 - i660
- i662 - i687 - i688 - i689 - i690 - i708 - i719 - i728 - i729 - i752
- i767 - i769 - i770 - i774 - i781 - i783 - i807 - i808 - i827 - i841
- i851 - i852 - i858 - i859 - i860 - i861 - i864 - i872 - i875 - i876
- i877 - i878 - i882 - i886 - i887 - i889 - i890 - i891 - i892 - i893
- i894 =E= 0;
e23.. x23 - i97 - i108 - i116 - i122 - i145 - i147 - i151 - i161 - i164
- i170 - i173 - i179 - i185 - i209 - i217 - i229 - i236 - i246 - i258
- i301 - i303 - i304 - i307 - i310 - i313 - i318 - i320 - i322 - i360
- i368 - i375 - i398 - i404 - i413 - i429 - i440 - i451 - i458 - i467
- i472 - i492 - i497 - i503 - i508 - i531 - i534 - i543 - i553 - i558
- i562 - i565 - i567 - i574 - i577 - i581 - i583 - i647 - i653 - i676
- i704 - i706 - i711 - i713 - i715 - i737 - i742 - i764 - i776 - i778
- i780 - i786 - i790 - i792 - i795 - i797 - i816 - i838 - i848 - i857
- i896 - i905 - i916 - i920 - i922 - i923 =E= 0;
e24.. x24 - i177 - i193 - i507 - i520 - i563 - i575 - i652 - i665 - i766
- i775 - i787 - i900 =E= 0;
e25.. x25 - i96 - i115 - i135 - i261 - i265 - i266 - i268 - i277 - i278
- i282 - i283 - i284 - i286 - i293 - i294 - i295 - i296 - i297 - i299
- i435 - i465 - i485 - i679 - i680 - i682 - i683 - i684 - i686 - i695
- i696 - i697 - i698 - i699 - i701 - i730 - i754 - i809 - i899 =E= 0;
e26.. x26 - i93 - i96 - i98 - i100 - i101 - i107 - i109 - i110 - i111 - i112
- i113 - i115 - i117 - i121 - i123 - i130 - i132 - i133 - i134 - i135
- i138 - i157 - i182 - i203 - i206 - i211 - i224 - i226 - i265 - i283
- i299 - i314 - i351 - i352 - i353 - i357 - i364 - i379 - i381 - i399
- i406 - i420 - i422 - i425 - i428 - i430 - i431 - i432 - i434 - i435
- i436 - i438 - i441 - i442 - i445 - i446 - i447 - i448 - i449 - i452
- i496 - i501 - i519 - i524 - i536 - i546 - i566 - i584 - i597 - i598
- i608 - i621 - i624 - i644 - i645 - i664 - i669 - i683 - i701 - i707
- i768 - i777 - i798 - i826 - i830 - i843 - i845 - i875 - i897 - i898
- i913 =E= 0;
e27.. x27 - i104 - i118 - i124 - i127 - i136 - i139 - i141 - i143 - i158
- i174 - i180 - i186 - i194 - i196 - i198 - i200 - i207 - i208 - i213
- i214 - i218 - i219 - i227 - i228 - i233 - i234 - i242 - i243 - i248
- i249 - i256 - i257 - i266 - i277 - i282 - i286 - i293 - i295 - i296
- i297 - i302 - i303 - i312 - i321 - i322 - i336 - i341 - i347 - i355
- i370 - i377 - i383 - i389 - i392 - i394 - i396 - i401 - i402 - i409
- i410 - i414 - i415 - i423 - i424 - i425 - i426 - i436 - i437 - i442
- i443 - i449 - i450 - i453 - i454 - i455 - i457 - i458 - i460 - i462
- i463 - i464 - i465 - i466 - i467 - i469 - i471 - i472 - i474 - i476
- i477 - i480 - i482 - i484 - i485 - i487 - i491 - i492 - i493 - i504
- i509 - i512 - i513 - i521 - i522 - i525 - i526 - i527 - i528 - i529
- i530 - i539 - i544 - i550 - i568 - i578 - i579 - i580 - i581 - i590
- i596 - i604 - i614 - i620 - i626 - i634 - i637 - i639 - i641 - i648
- i649 - i654 - i655 - i657 - i658 - i666 - i667 - i670 - i671 - i672
- i673 - i674 - i675 - i679 - i682 - i686 - i695 - i697 - i698 - i699
- i702 - i705 - i714 - i715 - i717 - i721 - i725 - i727 - i729 - i730
- i731 - i736 - i737 - i738 - i743 - i748 - i755 - i758 - i760 - i762
- i779 - i780 - i788 - i791 - i792 - i793 - i794 - i795 - i799 - i801
- i804 - i806 - i808 - i809 - i810 - i815 - i816 - i817 - i820 - i828
- i832 - i834 - i836 - i846 - i847 - i850 - i852 - i853 - i856 - i857
- i863 - i867 - i869 - i871 - i881 - i887 - i890 - i892 - i894 - i899
- i901 - i904 - i905 - i906 - i908 - i910 - i915 - i916 - i917 - i919
- i920 - i921 - i922 =E= 0;
e28.. x28 - i105 - i119 - i125 - i128 - i137 - i140 - i142 - i144 - i159
- i175 - i181 - i187 - i195 - i197 - i199 - i201 - i324 - i335 - i340
- i346 - i354 - i369 - i376 - i382 - i388 - i391 - i393 - i395 - i456
- i459 - i461 - i470 - i475 - i479 - i481 - i483 - i488 - i494 - i540
- i545 - i551 - i589 - i595 - i603 - i613 - i619 - i625 - i633 - i636
- i638 - i640 - i718 - i719 - i722 - i724 - i726 - i728 - i732 - i739
- i744 - i749 - i756 - i759 - i761 - i767 - i774 - i800 - i803 - i805
- i807 - i811 - i818 - i821 - i829 - i833 - i835 - i837 - i849 - i851
- i854 - i862 - i866 - i868 - i870 - i880 - i886 - i889 - i891 - i893
- i902 - i907 - i909 - i911 - i918 =E= 0;
e29.. x29 - i139 - i140 - i141 - i142 - i196 - i197 - i198 - i199 - i227
- i228 - i256 - i257 - i295 - i296 - i321 - i322 - i346 - i347 - i391
- i392 - i393 - i394 - i423 - i424 - i449 - i450 - i489 - i490 - i525
- i526 - i527 - i528 - i550 - i551 - i578 - i579 - i603 - i604 - i636
- i637 - i638 - i639 - i670 - i671 - i672 - i673 - i697 - i698 - i714
- i715 - i733 - i734 - i758 - i759 - i760 - i761 - i774 - i791 - i792
- i793 - i812 - i813 - i832 - i833 - i834 - i835 - i846 - i847 - i855
- i866 - i867 - i868 - i869 - i880 - i881 - i889 - i890 - i891 - i892
- i899 - i903 - i906 - i907 - i908 - i909 - i914 - i915 - i916 - i917
- i918 - i919 - i920 =E= 0;
e30.. x30 - i118 - i119 - i124 - i125 - i127 - i128 - i136 - i137 - i143
- i144 - i174 - i175 - i180 - i181 - i186 - i187 - i194 - i195 - i200
- i201 - i213 - i214 - i218 - i219 - i242 - i243 - i248 - i249 - i277
- i282 - i286 - i293 - i297 - i312 - i335 - i336 - i340 - i341 - i369
- i370 - i376 - i377 - i382 - i383 - i388 - i389 - i395 - i396 - i409
- i410 - i414 - i415 - i436 - i437 - i442 - i443 - i468 - i473 - i478
- i486 - i504 - i509 - i512 - i513 - i521 - i522 - i529 - i530 - i539
- i540 - i544 - i545 - i568 - i580 - i581 - i589 - i590 - i595 - i596
- i613 - i614 - i619 - i620 - i625 - i626 - i633 - i634 - i640 - i641
- i648 - i649 - i654 - i655 - i657 - i658 - i666 - i667 - i674 - i675
- i679 - i682 - i686 - i695 - i699 - i702 - i705 - i717 - i718 - i719
- i721 - i722 - i724 - i725 - i726 - i727 - i728 - i729 - i730 - i731
- i732 - i733 - i734 - i736 - i737 - i738 - i739 - i743 - i744 - i748
- i749 - i755 - i756 - i762 - i767 - i779 - i780 - i788 - i794 - i795
- i799 - i800 - i801 - i803 - i804 - i805 - i806 - i807 - i808 - i809
- i810 - i811 - i812 - i813 - i815 - i816 - i817 - i818 - i820 - i821
- i828 - i829 - i836 - i837 - i849 - i850 - i851 - i852 - i853 - i854
- i855 - i856 - i857 - i862 - i863 - i870 - i871 - i886 - i887 - i893
- i894 - i901 - i902 - i903 - i904 - i905 - i910 - i911 - i914 - i921
- i922 =E= 0;
e31.. x31 - i106 - i160 - i161 - i235 - i267 - i304 - i325 - i326 - i356
- i357 - i403 - i427 - i428 - i453 - i454 - i495 - i496 - i497 - i498
- i499 - i500 - i501 - i502 - i503 - i504 - i505 - i506 - i507 - i508
- i509 - i510 - i511 - i512 - i513 - i514 - i515 - i516 - i517 - i518
- i519 - i520 - i521 - i522 - i523 - i524 - i525 - i526 - i527 - i528
- i529 - i530 - i531 - i532 =E= 0;
e32.. x32 - i110 - i112 - i121 - i134 - i155 - i165 - i167 - i210 - i211
- i232 - i238 - i254 - i269 - i305 - i330 - i353 - i405 - i406 - i431
- i460 - i462 - i498 - i500 - i501 - i537 - i538 - i554 - i556 - i585
- i590 - i591 - i593 - i596 - i597 - i601 - i604 - i605 - i607 - i608
- i611 - i614 - i615 - i617 - i620 - i621 - i622 - i623 - i624 - i626
- i634 - i635 - i637 - i639 - i641 - i642 - i644 - i740 - i768 - i773
- i898 =E= 0;
e33.. x33 - i101 - i111 - i113 - i130 - i132 - i133 - i153 - i154 - i166
- i168 - i188 - i190 - i192 - i205 - i206 - i222 - i223 - i224 - i231
- i239 - i251 - i253 - i300 - i301 - i306 - i315 - i317 - i318 - i328
- i330 - i339 - i345 - i349 - i350 - i351 - i352 - i356 - i357 - i358
- i359 - i360 - i363 - i364 - i367 - i368 - i374 - i375 - i379 - i380
- i381 - i390 - i397 - i398 - i399 - i418 - i419 - i420 - i432 - i445
- i447 - i456 - i499 - i515 - i517 - i518 - i519 - i540 - i545 - i548
- i549 - i551 - i555 - i557 - i569 - i571 - i573 - i574 - i586 - i594
- i598 - i602 - i606 - i612 - i618 - i643 - i645 - i660 - i662 - i663
- i664 - i708 - i710 - i711 - i753 - i781 - i783 - i785 - i786 - i826
- i841 - i842 - i843 - i864 - i872 - i875 - i878 - i882 - i888 - i895
- i896 - i897 =E= 0;
e34.. x34 - i101 - i107 - i110 - i111 - i112 - i113 - i121 - i130 - i132
- i133 - i134 - i153 - i154 - i155 - i162 - i165 - i166 - i167 - i168
- i188 - i190 - i192 - i205 - i206 - i210 - i211 - i222 - i223 - i224
- i231 - i232 - i238 - i239 - i251 - i253 - i254 - i268 - i300 - i301
- i305 - i306 - i315 - i317 - i318 - i328 - i339 - i345 - i349 - i350
- i351 - i352 - i353 - i356 - i357 - i359 - i360 - i363 - i364 - i367
- i368 - i374 - i375 - i379 - i380 - i381 - i390 - i397 - i398 - i399
- i405 - i406 - i418 - i419 - i420 - i431 - i432 - i445 - i447 - i455
- i460 - i462 - i495 - i496 - i498 - i499 - i500 - i501 - i515 - i517
- i518 - i519 - i533 - i534 - i535 - i536 - i539 - i541 - i542 - i543
- i544 - i546 - i547 - i550 - i552 - i553 - i554 - i555 - i556 - i557
- i569 - i571 - i573 - i574 - i585 - i586 - i590 - i591 - i593 - i594
- i596 - i597 - i598 - i601 - i602 - i604 - i605 - i606 - i607 - i608
- i611 - i612 - i614 - i615 - i617 - i618 - i620 - i621 - i622 - i623
- i624 - i626 - i634 - i635 - i637 - i639 - i641 - i642 - i643 - i644
- i645 - i660 - i662 - i663 - i664 - i708 - i710 - i711 - i740 - i753
- i768 - i773 - i781 - i783 - i785 - i786 - i826 - i841 - i842 - i843
- i864 - i872 - i875 - i878 - i882 - i888 - i895 - i896 - i897 - i898
=E= 0;
e35.. x35 - i110 - i113 - i134 - i155 - i165 - i168 - i232 - i239 - i254
- i306 - i329 - i334 - i353 - i362 - i366 - i373 - i387 - i432 - i460
- i461 - i498 - i538 - i554 - i557 - i585 - i588 - i590 - i591 - i593
- i596 - i597 - i601 - i604 - i605 - i610 - i612 - i613 - i616 - i618
- i619 - i625 - i627 - i628 - i629 - i630 - i632 - i633 - i636 - i638
- i640 - i643 - i645 - i688 - i690 - i692 - i770 - i772 - i861 - i885
- i898 =E= 0;
e36.. x36 - i260 - i262 - i263 - i271 - i272 - i287 - i288 - i289 - i290
- i291 - i292 - i333 - i365 - i372 - i386 - i470 - i538 - i587 - i610
- i632 - i687 - i689 - i691 - i719 - i767 - i769 - i771 - i774 - i860
- i884 =E= 0;
e37.. x37 - i111 - i113 - i134 - i155 - i166 - i168 - i232 - i239 - i254
- i260 - i262 - i263 - i287 - i288 - i289 - i290 - i291 - i292 - i306
- i329 - i333 - i334 - i353 - i361 - i362 - i365 - i366 - i372 - i373
- i386 - i387 - i432 - i459 - i461 - i470 - i499 - i555 - i557 - i586
- i589 - i592 - i594 - i595 - i598 - i599 - i600 - i602 - i603 - i606
- i612 - i613 - i616 - i618 - i619 - i625 - i627 - i628 - i629 - i630
- i633 - i636 - i638 - i640 - i643 - i645 - i687 - i688 - i689 - i690
- i691 - i692 - i719 - i767 - i769 - i770 - i771 - i772 - i774 - i860
- i861 - i884 - i885 - i898 =E= 0;
e38.. x38 - i121 - i269 - i273 - i274 - i334 - i366 - i373 - i387 - i537
- i588 - i609 - i631 - i688 - i690 - i692 - i740 - i768 - i770 - i772
- i773 - i861 - i885 =E= 0;
e39.. x39 - i126 - i184 - i185 - i285 - i380 - i381 - i476 - i477 - i511
- i567 - i623 - i624 - i685 - i746 - i747 - i778 - i801 - i819 - i840
- i841 - i842 - i843 - i844 - i845 - i846 - i847 - i848 =E= 0;
e40.. x40 - i263 - i272 - i274 - i280 - i288 - i290 - i292 - i333 - i334
- i365 - i366 - i537 - i538 - i587 - i588 - i609 - i610 - i687 - i688
- i689 - i690 - i691 - i692 - i694 =E= 0;
e41.. x41 - i122 - i123 - i178 - i179 - i217 - i246 - i247 - i281 - i311
- i338 - i339 - i374 - i375 - i413 - i440 - i441 - i471 - i472 - i508
- i542 - i543 - i564 - i593 - i594 - i617 - i618 - i653 - i681 - i741
- i742 - i766 - i776 - i777 - i778 - i779 - i780 - i781 - i782 - i783
- i784 - i785 - i786 - i787 - i788 - i789 - i790 - i791 - i792 - i793
- i794 - i795 - i796 - i797 - i798 =E= 0;
e42.. x42 - i116 - i117 - i122 - i123 - i172 - i173 - i178 - i179 - i217
- i246 - i247 - i276 - i281 - i311 - i338 - i339 - i367 - i368 - i374
- i375 - i413 - i440 - i441 - i466 - i467 - i471 - i472 - i503 - i508
- i542 - i543 - i560 - i564 - i593 - i594 - i611 - i612 - i617 - i618
- i647 - i653 - i678 - i681 - i702 - i703 - i704 - i705 - i706 - i707
- i708 - i709 - i710 - i711 - i712 - i713 - i714 - i715 - i716 - i741
- i742 - i766 - i776 - i777 - i778 - i779 - i780 - i781 - i782 - i783
- i784 - i785 - i786 - i787 - i788 - i789 - i790 - i791 - i792 - i793
- i794 - i795 - i796 - i797 - i798 =E= 0;
e43.. x43 - i118 - i119 - i174 - i175 - i213 - i214 - i242 - i243 - i277
- i335 - i336 - i369 - i370 - i409 - i410 - i436 - i437 - i468 - i504
- i539 - i540 - i589 - i590 - i613 - i614 - i648 - i649 - i679 - i702
- i717 - i718 - i719 - i720 - i721 - i722 - i723 - i724 - i725 - i726
- i727 - i728 - i729 - i730 - i731 - i732 - i733 - i734 - i735 - i736
- i737 - i738 - i739 =E= 0;
e44.. x44 - i99 - i102 - i104 - i105 - i118 - i119 - i120 - i124 - i125
- i127 - i128 - i129 - i131 - i136 - i137 - i139 - i140 - i141 - i142
- i143 - i144 - i183 - i207 - i213 - i215 - i218 - i221 - i227 - i234
- i243 - i245 - i249 - i257 - i284 - i303 - i310 - i322 - i325 - i331
- i342 - i378 - i400 - i401 - i409 - i411 - i414 - i417 - i423 - i426
- i437 - i439 - i443 - i450 - i453 - i458 - i463 - i467 - i472 - i474
- i475 - i476 - i492 - i493 - i494 - i504 - i505 - i509 - i512 - i514
- i516 - i521 - i525 - i527 - i529 - i547 - i562 - i581 - i622 - i648
- i650 - i654 - i657 - i659 - i661 - i666 - i670 - i672 - i674 - i684
- i704 - i715 - i721 - i722 - i737 - i738 - i739 - i742 - i745 - i746
- i764 - i765 - i780 - i792 - i795 - i799 - i800 - i801 - i816 - i817
- i818 - i820 - i821 - i822 - i823 - i824 - i825 - i827 - i828 - i829
- i831 - i832 - i833 - i834 - i835 - i836 - i837 - i840 - i846 - i857
- i874 - i905 - i916 - i917 - i918 - i920 - i922 =E= 0;
e45.. x45 - i99 - i100 - i102 - i105 - i119 - i125 - i128 - i129 - i131
- i137 - i140 - i142 - i144 - i152 - i159 - i175 - i181 - i187 - i189
- i191 - i195 - i197 - i199 - i201 - i221 - i252 - i261 - i316 - i325
- i326 - i327 - i331 - i332 - i336 - i337 - i338 - i341 - i342 - i344
- i347 - i348 - i355 - i370 - i371 - i377 - i378 - i383 - i389 - i392
- i394 - i396 - i400 - i417 - i446 - i475 - i480 - i482 - i484 - i488
- i494 - i514 - i516 - i570 - i572 - i592 - i616 - i659 - i661 - i709
- i718 - i722 - i725 - i727 - i729 - i732 - i739 - i744 - i749 - i750
- i751 - i752 - i756 - i759 - i761 - i782 - i784 - i800 - i804 - i806
- i808 - i811 - i818 - i821 - i822 - i823 - i824 - i825 - i827 - i829
- i833 - i835 - i837 - i840 - i850 - i852 - i854 - i863 - i865 - i867
- i869 - i871 - i873 - i874 - i879 - i881 - i883 - i887 - i890 - i892
- i894 - i902 - i907 - i909 - i911 - i918 =E= 0;
e46.. x46 - i100 - i152 - i158 - i159 - i174 - i175 - i176 - i180 - i181
- i183 - i186 - i187 - i189 - i191 - i194 - i195 - i196 - i197 - i198
- i199 - i200 - i201 - i208 - i214 - i216 - i219 - i228 - i233 - i242
- i244 - i248 - i252 - i256 - i261 - i266 - i277 - i278 - i282 - i284
- i286 - i293 - i295 - i296 - i297 - i302 - i309 - i312 - i316 - i321
- i326 - i327 - i332 - i338 - i344 - i348 - i402 - i410 - i412 - i415
- i424 - i425 - i436 - i438 - i442 - i446 - i449 - i454 - i455 - i457
- i460 - i462 - i464 - i465 - i466 - i471 - i477 - i485 - i487 - i488
- i491 - i506 - i513 - i522 - i526 - i528 - i530 - i539 - i541 - i544
- i547 - i550 - i561 - i568 - i570 - i572 - i578 - i579 - i580 - i590
- i591 - i596 - i604 - i614 - i615 - i620 - i622 - i626 - i634 - i637
- i639 - i641 - i649 - i651 - i655 - i658 - i667 - i671 - i673 - i675
- i679 - i680 - i682 - i684 - i686 - i695 - i697 - i698 - i699 - i702
- i703 - i705 - i709 - i714 - i730 - i731 - i732 - i736 - i740 - i741
- i747 - i753 - i754 - i757 - i763 - i779 - i782 - i784 - i788 - i791
- i793 - i794 - i809 - i810 - i811 - i815 - i831 - i847 - i853 - i854
- i856 - i865 - i873 - i879 - i883 - i899 - i901 - i902 - i904 - i906
- i907 - i908 - i909 - i910 - i911 - i915 - i919 - i921 =E= 0;
e47.. x47 - i177 - i260 - i262 - i269 - i271 - i273 - i279 - i287 - i289
- i291 - i386 - i387 - i507 - i563 - i631 - i632 - i652 - i694 - i766
- i775 - i860 - i861 - i884 - i885 =E= 0;
e48.. x48 - i124 - i125 - i180 - i181 - i218 - i219 - i248 - i249 - i282
- i312 - i340 - i341 - i376 - i377 - i414 - i415 - i442 - i443 - i473
- i509 - i544 - i545 - i595 - i596 - i619 - i620 - i654 - i655 - i682
- i705 - i720 - i743 - i744 - i767 - i799 - i800 - i801 - i802 - i803
- i804 - i805 - i806 - i807 - i808 - i809 - i810 - i811 - i812 - i813
- i814 - i815 - i816 - i817 - i818 =E= 0;
e49.. x49 - i118 - i119 - i124 - i125 - i136 - i137 - i174 - i175 - i180
- i181 - i194 - i195 - i213 - i214 - i218 - i219 - i242 - i243 - i248
- i249 - i277 - i282 - i293 - i312 - i335 - i336 - i340 - i341 - i369
- i370 - i376 - i377 - i388 - i389 - i409 - i410 - i414 - i415 - i436
- i437 - i442 - i443 - i468 - i473 - i486 - i504 - i509 - i521 - i522
- i539 - i540 - i544 - i545 - i589 - i590 - i595 - i596 - i613 - i614
- i619 - i620 - i633 - i634 - i648 - i649 - i654 - i655 - i666 - i667
- i679 - i682 - i695 - i702 - i705 - i717 - i718 - i719 - i721 - i722
- i723 - i724 - i725 - i726 - i727 - i728 - i729 - i730 - i731 - i732
- i733 - i734 - i735 - i736 - i737 - i738 - i739 - i743 - i744 - i755
- i756 - i767 - i788 - i799 - i800 - i801 - i802 - i803 - i804 - i805
- i806 - i807 - i808 - i809 - i810 - i811 - i812 - i813 - i814 - i815
- i816 - i817 - i818 - i828 - i829 - i862 - i863 - i886 - i887 - i901
- i902 - i903 - i904 - i905 =E= 0;
e50.. x50 - i118 - i119 - i124 - i125 - i127 - i128 - i136 - i137 - i174
- i175 - i180 - i181 - i186 - i187 - i194 - i195 - i213 - i214 - i218
- i219 - i242 - i243 - i248 - i249 - i277 - i282 - i286 - i293 - i312
- i335 - i336 - i340 - i341 - i369 - i370 - i376 - i377 - i382 - i383
- i388 - i389 - i409 - i410 - i414 - i415 - i436 - i437 - i442 - i443
- i468 - i473 - i478 - i486 - i504 - i509 - i512 - i513 - i521 - i522
- i539 - i540 - i544 - i545 - i568 - i589 - i590 - i595 - i596 - i613
- i614 - i619 - i620 - i625 - i626 - i633 - i634 - i648 - i649 - i654
- i655 - i657 - i658 - i666 - i667 - i679 - i682 - i686 - i695 - i702
- i705 - i717 - i718 - i719 - i721 - i722 - i724 - i725 - i726 - i727
- i728 - i729 - i730 - i731 - i732 - i733 - i734 - i735 - i736 - i737
- i738 - i739 - i743 - i744 - i748 - i749 - i755 - i756 - i767 - i779
- i780 - i788 - i799 - i800 - i801 - i803 - i804 - i805 - i806 - i807
- i808 - i809 - i810 - i811 - i812 - i813 - i814 - i815 - i816 - i817
- i818 - i820 - i821 - i828 - i829 - i849 - i850 - i851 - i852 - i853
- i854 - i855 - i856 - i857 - i862 - i863 - i886 - i887 - i901 - i902
- i903 - i904 - i905 =E= 0;
e51.. x51 - i131 - i132 - i190 - i191 - i289 - i290 - i385 - i481 - i482
- i516 - i517 - i571 - i572 - i629 - i630 - i661 - i662 - i689 - i690
- i726 - i727 - i751 - i783 - i784 - i805 - i806 - i824 - i825 - i876
- i877 - i878 - i879 - i880 - i881 - i882 - i883 =E= 0;
e52.. x52 - i141 - i142 - i198 - i199 - i296 - i393 - i394 - i490 - i527
- i528 - i579 - i638 - i639 - i672 - i673 - i698 - i734 - i760 - i761
- i793 - i813 - i834 - i835 - i868 - i869 - i891 - i892 - i908 - i909
- i919 - i920 =E= 0;
e53.. -((3 + i925)*i94 + (3 + i926)*i95 + (3 + i928)*i97 + (3 + i934)*i103 + (3
+ i937)*i106 + (3 + i939)*i108 + (3 + i945)*i114 + (3 + i947)*i116 + (3
+ i953)*i122 + (3 + i957)*i126 + (3 + i976)*i145 + (3 + i1037)*i206 + (3
+ i1038)*i207 + (3 + i1042)*i211 + (3 + i1044)*i213 + (3 + i1046)*i215
+ (3 + i1049)*i218 + (3 + i1051)*i220 + (3 + i1052)*i221 + (3 + i1055)*
i224 + (3 + i1057)*i226 + (3 + i1058)*i227 + (3 + i1065)*i234 + (3 +
i1074)*i243 + (3 + i1076)*i245 + (3 + i1080)*i249 + (3 + i1081)*i250 + (3
+ i1088)*i257 + (3 + i1134)*i303 + (3 + i1141)*i310 + (3 + i1144)*i313
+ (3 + i1153)*i322 + (3 + i1156)*i325 + (3 + i1162)*i331 + (3 + i1182)*
i351 + (3 + i1188)*i357 + (3 + i1195)*i364 + (3 + i1212)*i381 + (3 +
i1232)*i401 + (3 + i1237)*i406 + (3 + i1240)*i409 + (3 + i1242)*i411 + (3
+ i1245)*i414 + (3 + i1247)*i416 + (3 + i1248)*i417 + (3 + i1251)*i420
+ (3 + i1253)*i422 + (3 + i1254)*i423 + (3 + i1258)*i427 + (3 + i1260)*
i429 + (3 + i1264)*i433 + (3 + i1271)*i440 + (3 + i1282)*i451 + (3 +
i1284)*i453 + (3 + i1289)*i458 + (3 + i1294)*i463 + (3 + i1298)*i467 + (3
+ i1303)*i472 + (3 + i1307)*i476 + (3 + i1323)*i492 + (3 + i1327)*i496
+ (3 + i1332)*i501 + (3 + i1335)*i504 + (3 + i1336)*i505 + (3 + i1340)*
i509 + (3 + i1341)*i510 + (3 + i1343)*i512 + (3 + i1345)*i514 + (3 +
i1347)*i516 + (3 + i1350)*i519 + (3 + i1352)*i521 + (3 + i1355)*i524 + (3
+ i1356)*i525 + (3 + i1358)*i527 + (3 + i1360)*i529 + (3 + i1363)*i532
+ (3 + i1367)*i536 + (3 + i1393)*i562 + (3 + i1396)*i565 + (3 + i1412)*
i581 + (3 + i1414)*i583 + (3 + i1439)*i608 + (3 + i1455)*i624 + (3 +
i1479)*i648 + (3 + i1481)*i650 + (3 + i1485)*i654 + (3 + i1487)*i656 + (3
+ i1488)*i657 + (3 + i1490)*i659 + (3 + i1492)*i661 + (3 + i1495)*i664
+ (3 + i1497)*i666 + (3 + i1500)*i669 + (3 + i1501)*i670 + (3 + i1503)*
i672 + (3 + i1505)*i674 + (3 + i1508)*i677 + (3 + i1535)*i704 + (3 +
i1537)*i706 + (3 + i1546)*i715 + (3 + i1568)*i737 + (3 + i1573)*i742 + (3
+ i1577)*i746 + (3 + i1595)*i764 + (3 + i1607)*i776 + (3 + i1611)*i780
+ (3 + i1623)*i792 + (3 + i1626)*i795 + (3 + i1628)*i797 + (3 + i1632)*
i801 + (3 + i1647)*i816 + (3 + i1650)*i819 + (3 + i1669)*i838 + (3 +
i1671)*i840 + (3 + i1674)*i843 + (3 + i1676)*i845 + (3 + i1677)*i846 + (3
+ i1688)*i857 + (3 + i1736)*i905 + (3 + i1747)*i916 + (3 + i1751)*i920
+ (3 + i1753)*i922 + (3 + i1754)*i923) + x53 =E= 0;
e54.. -((3 + i924)*i93 + (3 + i927)*i96 + (3 + i929)*i98 + (3 + i931)*i100 + (3
+ i932)*i101 + (3 + i938)*i107 + (3 + i940)*i109 + (3 + i941)*i110 + (3
+ i942)*i111 + (3 + i943)*i112 + (3 + i944)*i113 + (3 + i946)*i115 + (3
+ i948)*i117 + (3 + i952)*i121 + (3 + i954)*i123 + (3 + i961)*i130 + (3
+ i963)*i132 + (3 + i964)*i133 + (3 + i965)*i134 + (3 + i966)*i135 + (3
+ i969)*i138 + (3 + i1013)*i182 + (3 + i1034)*i203 + (3 + i1037)*i206 +
(3 + i1042)*i211 + (3 + i1055)*i224 + (3 + i1057)*i226 + (3 + i1114)*i283
+ (3 + i1130)*i299 + (3 + i1145)*i314 + (3 + i1182)*i351 + (3 + i1188)*
i357 + (3 + i1195)*i364 + (3 + i1210)*i379 + (3 + i1212)*i381 + (3 +
i1230)*i399 + (3 + i1237)*i406 + (3 + i1251)*i420 + (3 + i1253)*i422 + (3
+ i1257)*i426 + (3 + i1258)*i427 + (3 + i1260)*i429 + (3 + i1264)*i433
+ (3 + i1268)*i437 + (3 + i1270)*i439 + (3 + i1271)*i440 + (3 + i1274)*
i443 + (3 + i1275)*i444 + (3 + i1281)*i450 + (3 + i1282)*i451 + (3 +
i1327)*i496 + (3 + i1332)*i501 + (3 + i1350)*i519 + (3 + i1355)*i524 + (3
+ i1367)*i536 + (3 + i1377)*i546 + (3 + i1397)*i566 + (3 + i1415)*i584
+ (3 + i1428)*i597 + (3 + i1429)*i598 + (3 + i1439)*i608 + (3 + i1452)*
i621 + (3 + i1455)*i624 + (3 + i1475)*i644 + (3 + i1476)*i645 + (3 +
i1495)*i664 + (3 + i1500)*i669 + (3 + i1514)*i683 + (3 + i1532)*i701 + (3
+ i1538)*i707 + (3 + i1599)*i768 + (3 + i1608)*i777 + (3 + i1629)*i798
+ (3 + i1657)*i826 + (3 + i1661)*i830 + (3 + i1674)*i843 + (3 + i1676)*
i845 + (3 + i1706)*i875 + (3 + i1728)*i897 + (3 + i1729)*i898 + (3 +
i1744)*i913) + x54 =E= 0;
e55.. -((3 + i930)*i99 + (3 + i933)*i102 + (3 + i935)*i104 + (3 + i936)*i105 +
(3 + i949)*i118 + (3 + i950)*i119 + (3 + i951)*i120 + (3 + i955)*i124 + (
3 + i956)*i125 + (3 + i958)*i127 + (3 + i959)*i128 + (3 + i960)*i129 + (3
+ i962)*i131 + (3 + i967)*i136 + (3 + i968)*i137 + (3 + i970)*i139 + (3
+ i971)*i140 + (3 + i972)*i141 + (3 + i973)*i142 + (3 + i974)*i143 + (3
+ i975)*i144 + (3 + i1013)*i182 + (3 + i1038)*i207 + (3 + i1044)*i213 +
(3 + i1046)*i215 + (3 + i1049)*i218 + (3 + i1051)*i220 + (3 + i1052)*i221
+ (3 + i1058)*i227 + (3 + i1065)*i234 + (3 + i1074)*i243 + (3 + i1076)*
i245 + (3 + i1080)*i249 + (3 + i1081)*i250 + (3 + i1088)*i257 + (3 +
i1114)*i283 + (3 + i1134)*i303 + (3 + i1141)*i310 + (3 + i1144)*i313 + (3
+ i1145)*i314 + (3 + i1153)*i322 + (3 + i1156)*i325 + (3 + i1162)*i331
+ (3 + i1210)*i379 + (3 + i1231)*i400 + (3 + i1232)*i401 + (3 + i1240)*
i409 + (3 + i1242)*i411 + (3 + i1245)*i414 + (3 + i1247)*i416 + (3 +
i1248)*i417 + (3 + i1254)*i423 + (3 + i1257)*i426 + (3 + i1268)*i437 + (3
+ i1270)*i439 + (3 + i1274)*i443 + (3 + i1275)*i444 + (3 + i1281)*i450
+ (3 + i1284)*i453 + (3 + i1289)*i458 + (3 + i1294)*i463 + (3 + i1298)*
i467 + (3 + i1303)*i472 + (3 + i1307)*i476 + (3 + i1323)*i492 + (3 +
i1324)*i493 + (3 + i1325)*i494 + (3 + i1335)*i504 + (3 + i1336)*i505 + (3
+ i1340)*i509 + (3 + i1341)*i510 + (3 + i1343)*i512 + (3 + i1345)*i514
+ (3 + i1347)*i516 + (3 + i1352)*i521 + (3 + i1356)*i525 + (3 + i1358)*
i527 + (3 + i1360)*i529 + (3 + i1377)*i546 + (3 + i1393)*i562 + (3 +
i1396)*i565 + (3 + i1397)*i566 + (3 + i1412)*i581 + (3 + i1428)*i597 + (3
+ i1429)*i598 + (3 + i1452)*i621 + (3 + i1479)*i648 + (3 + i1481)*i650
+ (3 + i1485)*i654 + (3 + i1487)*i656 + (3 + i1488)*i657 + (3 + i1490)*
i659 + (3 + i1492)*i661 + (3 + i1497)*i666 + (3 + i1501)*i670 + (3 +
i1503)*i672 + (3 + i1505)*i674 + (3 + i1514)*i683 + (3 + i1535)*i704 + (3
+ i1537)*i706 + (3 + i1538)*i707 + (3 + i1546)*i715 + (3 + i1568)*i737
+ (3 + i1569)*i738 + (3 + i1570)*i739 + (3 + i1573)*i742 + (3 + i1577)*
i746 + (3 + i1595)*i764 + (3 + i1596)*i765 + (3 + i1599)*i768 + (3 +
i1607)*i776 + (3 + i1608)*i777 + (3 + i1611)*i780 + (3 + i1623)*i792 + (3
+ i1626)*i795 + (3 + i1632)*i801 + (3 + i1647)*i816 + (3 + i1648)*i817
+ (3 + i1649)*i818 + (3 + i1650)*i819 + (3 + i1657)*i826 + (3 + i1661)*
i830 + (3 + i1669)*i838 + (3 + i1670)*i839 + (3 + i1671)*i840 + (3 +
i1677)*i846 + (3 + i1688)*i857 + (3 + i1705)*i874 + (3 + i1736)*i905 + (3
+ i1747)*i916 + (3 + i1748)*i917 + (3 + i1749)*i918 + (3 + i1751)*i920
+ (3 + i1753)*i922) + x55 =E= 0;
e56.. -((3 + i977)*i146 + (3 + i979)*i148 + (3 + i982)*i151 + (3 + i987)*i156
+ (3 + i991)*i160 + (3 + i995)*i164 + (3 + i1000)*i169 + (3 + i1004)*
i173 + (3 + i1010)*i179 + (3 + i1015)*i184 + (3 + i1035)*i204 + (3 +
i1036)*i205 + (3 + i1039)*i208 + (3 + i1041)*i210 + (3 + i1043)*i212 + (3
+ i1045)*i214 + (3 + i1047)*i216 + (3 + i1050)*i219 + (3 + i1053)*i222
+ (3 + i1054)*i223 + (3 + i1056)*i225 + (3 + i1059)*i228 + (3 + i1061)*
i230 + (3 + i1062)*i231 + (3 + i1063)*i232 + (3 + i1064)*i233 + (3 +
i1068)*i237 + (3 + i1069)*i238 + (3 + i1070)*i239 + (3 + i1072)*i241 + (3
+ i1073)*i242 + (3 + i1075)*i244 + (3 + i1078)*i247 + (3 + i1079)*i248
+ (3 + i1082)*i251 + (3 + i1083)*i252 + (3 + i1084)*i253 + (3 + i1085)*
i254 + (3 + i1086)*i255 + (3 + i1087)*i256 + (3 + i1095)*i264 + (3 +
i1098)*i267 + (3 + i1106)*i275 + (3 + i1116)*i285 + (3 + i1132)*i301 + (3
+ i1149)*i318 + (3 + i1151)*i320 + (3 + i1157)*i326 + (3 + i1163)*i332
+ (3 + i1181)*i350 + (3 + i1187)*i356 + (3 + i1191)*i360 + (3 + i1194)*
i363 + (3 + i1199)*i368 + (3 + i1206)*i375 + (3 + i1211)*i380 + (3 +
i1229)*i398 + (3 + i1233)*i402 + (3 + i1236)*i405 + (3 + i1239)*i408 + (3
+ i1241)*i410 + (3 + i1243)*i412 + (3 + i1246)*i415 + (3 + i1249)*i418
+ (3 + i1250)*i419 + (3 + i1252)*i421 + (3 + i1255)*i424 + (3 + i1259)*
i428 + (3 + i1265)*i434 + (3 + i1285)*i454 + (3 + i1295)*i464 + (3 +
i1308)*i477 + (3 + i1326)*i495 + (3 + i1329)*i498 + (3 + i1330)*i499 + (3
+ i1331)*i500 + (3 + i1333)*i502 + (3 + i1337)*i506 + (3 + i1338)*i507
+ (3 + i1344)*i513 + (3 + i1346)*i515 + (3 + i1348)*i517 + (3 + i1349)*
i518 + (3 + i1351)*i520 + (3 + i1353)*i522 + (3 + i1354)*i523 + (3 +
i1357)*i526 + (3 + i1359)*i528 + (3 + i1361)*i530 + (3 + i1365)*i534 + (3
+ i1366)*i535 + (3 + i1374)*i543 + (3 + i1384)*i553 + (3 + i1405)*i574
+ (3 + i1408)*i577 + (3 + i1416)*i585 + (3 + i1417)*i586 + (3 + i1438)*
i607 + (3 + i1454)*i623 + (3 + i1477)*i646 + (3 + i1480)*i649 + (3 +
i1482)*i651 + (3 + i1483)*i652 + (3 + i1486)*i655 + (3 + i1489)*i658 + (3
+ i1491)*i660 + (3 + i1493)*i662 + (3 + i1494)*i663 + (3 + i1496)*i665
+ (3 + i1498)*i667 + (3 + i1499)*i668 + (3 + i1502)*i671 + (3 + i1504)*
i673 + (3 + i1506)*i675 + (3 + i1516)*i685 + (3 + i1542)*i711 + (3 +
i1544)*i713 + (3 + i1578)*i747 + (3 + i1617)*i786 + (3 + i1621)*i790 + (3
+ i1672)*i841 + (3 + i1673)*i842 + (3 + i1675)*i844 + (3 + i1678)*i847
+ (3 + i1727)*i896) + x56 =E= 0;
e57.. -((3 + i980)*i149 + (3 + i1002)*i171 + (3 + i1035)*i204 + (3 + i1043)*
i212 + (3 + i1061)*i230 + (3 + i1072)*i241 + (3 + i1090)*i259 + (3 +
i1095)*i264 + (3 + i1098)*i267 + (3 + i1101)*i270 + (3 + i1106)*i275 + (3
+ i1107)*i276 + (3 + i1112)*i281 + (3 + i1116)*i285 + (3 + i1129)*i298
+ (3 + i1139)*i308 + (3 + i1239)*i408 + (3 + i1333)*i502 + (3 + i1390)*
i559 + (3 + i1477)*i646 + (3 + i1509)*i678 + (3 + i1512)*i681 + (3 +
i1516)*i685 + (3 + i1531)*i700) + x57 =E= 0;
e58.. -((3 + i1008)*i177 + (3 + i1024)*i193 + (3 + i1338)*i507 + (3 + i1351)*
i520 + (3 + i1394)*i563 + (3 + i1406)*i575 + (3 + i1483)*i652 + (3 +
i1496)*i665 + (3 + i1597)*i766 + (3 + i1606)*i775 + (3 + i1618)*i787 + (3
+ i1731)*i900) + x58 =E= 0;
e59.. -((3 + i924)*i93 + (3 + i929)*i98 + (3 + i940)*i109 + (3 + i948)*i117 + (
3 + i954)*i123 + (3 + i983)*i152 + (3 + i984)*i153 + (3 + i985)*i154 + (3
+ i986)*i155 + (3 + i988)*i157 + (3 + i989)*i158 + (3 + i990)*i159 + (3
+ i993)*i162 + (3 + i996)*i165 + (3 + i997)*i166 + (3 + i998)*i167 + (3
+ i999)*i168 + (3 + i1005)*i174 + (3 + i1006)*i175 + (3 + i1007)*i176 +
(3 + i1011)*i180 + (3 + i1012)*i181 + (3 + i1013)*i182 + (3 + i1014)*i183
+ (3 + i1017)*i186 + (3 + i1018)*i187 + (3 + i1019)*i188 + (3 + i1020)*
i189 + (3 + i1021)*i190 + (3 + i1022)*i191 + (3 + i1023)*i192 + (3 +
i1025)*i194 + (3 + i1026)*i195 + (3 + i1027)*i196 + (3 + i1028)*i197 + (3
+ i1029)*i198 + (3 + i1030)*i199 + (3 + i1031)*i200 + (3 + i1032)*i201
+ (3 + i1034)*i203 + (3 + i1036)*i205 + (3 + i1039)*i208 + (3 + i1041)*
i210 + (3 + i1045)*i214 + (3 + i1047)*i216 + (3 + i1050)*i219 + (3 +
i1053)*i222 + (3 + i1054)*i223 + (3 + i1056)*i225 + (3 + i1059)*i228 + (3
+ i1062)*i231 + (3 + i1063)*i232 + (3 + i1064)*i233 + (3 + i1069)*i238
+ (3 + i1070)*i239 + (3 + i1073)*i242 + (3 + i1075)*i244 + (3 + i1079)*
i248 + (3 + i1082)*i251 + (3 + i1083)*i252 + (3 + i1084)*i253 + (3 +
i1085)*i254 + (3 + i1086)*i255 + (3 + i1087)*i256 + (3 + i1131)*i300 + (3
+ i1132)*i301 + (3 + i1133)*i302 + (3 + i1136)*i305 + (3 + i1137)*i306
+ (3 + i1140)*i309 + (3 + i1143)*i312 + (3 + i1145)*i314 + (3 + i1146)*
i315 + (3 + i1147)*i316 + (3 + i1148)*i317 + (3 + i1149)*i318 + (3 +
i1150)*i319 + (3 + i1151)*i320 + (3 + i1152)*i321 + (3 + i1157)*i326 + (3
+ i1158)*i327 + (3 + i1159)*i328 + (3 + i1163)*i332 + (3 + i1169)*i338
+ (3 + i1170)*i339 + (3 + i1179)*i348 + (3 + i1180)*i349 + (3 + i1181)*
i350 + (3 + i1187)*i356 + (3 + i1190)*i359 + (3 + i1191)*i360 + (3 +
i1194)*i363 + (3 + i1198)*i367 + (3 + i1199)*i368 + (3 + i1205)*i374 + (3
+ i1206)*i375 + (3 + i1211)*i380 + (3 + i1228)*i397 + (3 + i1229)*i398
+ (3 + i1233)*i402 + (3 + i1236)*i405 + (3 + i1241)*i410 + (3 + i1243)*
i412 + (3 + i1246)*i415 + (3 + i1249)*i418 + (3 + i1250)*i419 + (3 +
i1252)*i421 + (3 + i1255)*i424 + (3 + i1259)*i428 + (3 + i1261)*i430 + (3
+ i1265)*i434 + (3 + i1272)*i441 + (3 + i1283)*i452 + (3 + i1285)*i454
+ (3 + i1288)*i457 + (3 + i1295)*i464 + (3 + i1297)*i466 + (3 + i1302)*
i471 + (3 + i1308)*i477 + (3 + i1322)*i491 + (3 + i1326)*i495 + (3 +
i1329)*i498 + (3 + i1330)*i499 + (3 + i1331)*i500 + (3 + i1337)*i506 + (3
+ i1344)*i513 + (3 + i1346)*i515 + (3 + i1348)*i517 + (3 + i1349)*i518
+ (3 + i1353)*i522 + (3 + i1354)*i523 + (3 + i1357)*i526 + (3 + i1359)*
i528 + (3 + i1361)*i530 + (3 + i1364)*i533 + (3 + i1365)*i534 + (3 +
i1366)*i535 + (3 + i1373)*i542 + (3 + i1374)*i543 + (3 + i1383)*i552 + (3
+ i1384)*i553 + (3 + i1385)*i554 + (3 + i1386)*i555 + (3 + i1387)*i556
+ (3 + i1388)*i557 + (3 + i1392)*i561 + (3 + i1397)*i566 + (3 + i1399)*
i568 + (3 + i1400)*i569 + (3 + i1401)*i570 + (3 + i1402)*i571 + (3 +
i1403)*i572 + (3 + i1404)*i573 + (3 + i1405)*i574 + (3 + i1407)*i576 + (3
+ i1408)*i577 + (3 + i1409)*i578 + (3 + i1410)*i579 + (3 + i1411)*i580
+ (3 + i1415)*i584 + (3 + i1416)*i585 + (3 + i1417)*i586 + (3 + i1424)*
i593 + (3 + i1425)*i594 + (3 + i1436)*i605 + (3 + i1437)*i606 + (3 +
i1438)*i607 + (3 + i1442)*i611 + (3 + i1443)*i612 + (3 + i1448)*i617 + (3
+ i1449)*i618 + (3 + i1454)*i623 + (3 + i1473)*i642 + (3 + i1474)*i643
+ (3 + i1480)*i649 + (3 + i1482)*i651 + (3 + i1486)*i655 + (3 + i1489)*
i658 + (3 + i1491)*i660 + (3 + i1493)*i662 + (3 + i1494)*i663 + (3 +
i1498)*i667 + (3 + i1499)*i668 + (3 + i1502)*i671 + (3 + i1504)*i673 + (3
+ i1506)*i675 + (3 + i1533)*i702 + (3 + i1534)*i703 + (3 + i1536)*i705
+ (3 + i1538)*i707 + (3 + i1539)*i708 + (3 + i1540)*i709 + (3 + i1541)*
i710 + (3 + i1542)*i711 + (3 + i1543)*i712 + (3 + i1544)*i713 + (3 +
i1545)*i714 + (3 + i1567)*i736 + (3 + i1572)*i741 + (3 + i1578)*i747 + (3
+ i1594)*i763 + (3 + i1608)*i777 + (3 + i1610)*i779 + (3 + i1612)*i781
+ (3 + i1613)*i782 + (3 + i1614)*i783 + (3 + i1615)*i784 + (3 + i1616)*
i785 + (3 + i1617)*i786 + (3 + i1619)*i788 + (3 + i1620)*i789 + (3 +
i1621)*i790 + (3 + i1622)*i791 + (3 + i1624)*i793 + (3 + i1625)*i794 + (3
+ i1629)*i798 + (3 + i1646)*i815 + (3 + i1672)*i841 + (3 + i1673)*i842
+ (3 + i1675)*i844 + (3 + i1678)*i847 + (3 + i1687)*i856 + (3 + i1703)*
i872 + (3 + i1704)*i873 + (3 + i1713)*i882 + (3 + i1714)*i883 + (3 +
i1726)*i895 + (3 + i1727)*i896 + (3 + i1735)*i904 + (3 + i1743)*i912 + (3
+ i1746)*i915 + (3 + i1750)*i919 + (3 + i1752)*i921) + x59 =E= 0;
e60.. -((3 + i929)*i98 + (3 + i940)*i109 + (3 + i948)*i117 + (3 + i954)*i123 +
(3 + i978)*i147 + (3 + i981)*i150 + (3 + i992)*i161 + (3 + i994)*i163 + (
3 + i1001)*i170 + (3 + i1003)*i172 + (3 + i1009)*i178 + (3 + i1016)*i185
+ (3 + i1033)*i202 + (3 + i1068)*i237 + (3 + i1078)*i247 + (3 + i1090)*
i259 + (3 + i1101)*i270 + (3 + i1107)*i276 + (3 + i1112)*i281 + (3 +
i1129)*i298 + (3 + i1131)*i300 + (3 + i1133)*i302 + (3 + i1136)*i305 + (3
+ i1137)*i306 + (3 + i1139)*i308 + (3 + i1140)*i309 + (3 + i1143)*i312
+ (3 + i1145)*i314 + (3 + i1146)*i315 + (3 + i1147)*i316 + (3 + i1148)*
i317 + (3 + i1150)*i319 + (3 + i1152)*i321 + (3 + i1158)*i327 + (3 +
i1159)*i328 + (3 + i1169)*i338 + (3 + i1170)*i339 + (3 + i1179)*i348 + (3
+ i1180)*i349 + (3 + i1190)*i359 + (3 + i1198)*i367 + (3 + i1205)*i374
+ (3 + i1228)*i397 + (3 + i1261)*i430 + (3 + i1272)*i441 + (3 + i1283)*
i452 + (3 + i1288)*i457 + (3 + i1297)*i466 + (3 + i1302)*i471 + (3 +
i1322)*i491 + (3 + i1364)*i533 + (3 + i1373)*i542 + (3 + i1383)*i552 + (3
+ i1385)*i554 + (3 + i1386)*i555 + (3 + i1387)*i556 + (3 + i1388)*i557
+ (3 + i1390)*i559 + (3 + i1392)*i561 + (3 + i1394)*i563 + (3 + i1397)*
i566 + (3 + i1399)*i568 + (3 + i1400)*i569 + (3 + i1401)*i570 + (3 +
i1402)*i571 + (3 + i1403)*i572 + (3 + i1404)*i573 + (3 + i1406)*i575 + (3
+ i1407)*i576 + (3 + i1409)*i578 + (3 + i1410)*i579 + (3 + i1411)*i580
+ (3 + i1415)*i584 + (3 + i1424)*i593 + (3 + i1425)*i594 + (3 + i1436)*
i605 + (3 + i1437)*i606 + (3 + i1442)*i611 + (3 + i1443)*i612 + (3 +
i1448)*i617 + (3 + i1449)*i618 + (3 + i1473)*i642 + (3 + i1474)*i643 + (3
+ i1509)*i678 + (3 + i1512)*i681 + (3 + i1531)*i700 + (3 + i1533)*i702
+ (3 + i1534)*i703 + (3 + i1536)*i705 + (3 + i1538)*i707 + (3 + i1539)*
i708 + (3 + i1540)*i709 + (3 + i1541)*i710 + (3 + i1543)*i712 + (3 +
i1545)*i714 + (3 + i1567)*i736 + (3 + i1572)*i741 + (3 + i1594)*i763 + (3
+ i1597)*i766 + (3 + i1606)*i775 + (3 + i1608)*i777 + (3 + i1610)*i779
+ (3 + i1612)*i781 + (3 + i1613)*i782 + (3 + i1614)*i783 + (3 + i1615)*
i784 + (3 + i1616)*i785 + (3 + i1618)*i787 + (3 + i1619)*i788 + (3 +
i1620)*i789 + (3 + i1622)*i791 + (3 + i1624)*i793 + (3 + i1625)*i794 + (3
+ i1629)*i798 + (3 + i1646)*i815 + (3 + i1687)*i856 + (3 + i1703)*i872
+ (3 + i1704)*i873 + (3 + i1713)*i882 + (3 + i1714)*i883 + (3 + i1726)*
i895 + (3 + i1731)*i900 + (3 + i1735)*i904 + (3 + i1743)*i912 + (3 +
i1746)*i915 + (3 + i1750)*i919 + (3 + i1752)*i921) + x60 =E= 0;
e61.. -((3 + i925)*i94 + (3 + i937)*i106 + (3 + i945)*i114 + (3 + i957)*i126 +
(3 + i977)*i146 + (3 + i978)*i147 + (3 + i991)*i160 + (3 + i992)*i161 + (
3 + i1000)*i169 + (3 + i1001)*i170 + (3 + i1015)*i184 + (3 + i1016)*i185
+ (3 + i1035)*i204 + (3 + i1036)*i205 + (3 + i1037)*i206 + (3 + i1038)*
i207 + (3 + i1039)*i208 + (3 + i1040)*i209 + (3 + i1041)*i210 + (3 +
i1042)*i211 + (3 + i1043)*i212 + (3 + i1044)*i213 + (3 + i1045)*i214 + (3
+ i1046)*i215 + (3 + i1047)*i216 + (3 + i1048)*i217 + (3 + i1049)*i218
+ (3 + i1050)*i219 + (3 + i1051)*i220 + (3 + i1052)*i221 + (3 + i1053)*
i222 + (3 + i1054)*i223 + (3 + i1055)*i224 + (3 + i1056)*i225 + (3 +
i1057)*i226 + (3 + i1058)*i227 + (3 + i1059)*i228 + (3 + i1060)*i229 + (3
+ i1066)*i235 + (3 + i1071)*i240 + (3 + i1098)*i267 + (3 + i1106)*i275
+ (3 + i1116)*i285 + (3 + i1135)*i304 + (3 + i1138)*i307 + (3 + i1156)*
i325 + (3 + i1157)*i326 + (3 + i1162)*i331 + (3 + i1163)*i332 + (3 +
i1187)*i356 + (3 + i1188)*i357 + (3 + i1194)*i363 + (3 + i1195)*i364 + (3
+ i1211)*i380 + (3 + i1212)*i381 + (3 + i1234)*i403 + (3 + i1238)*i407
+ (3 + i1258)*i427 + (3 + i1259)*i428 + (3 + i1264)*i433 + (3 + i1265)*
i434 + (3 + i1284)*i453 + (3 + i1285)*i454 + (3 + i1294)*i463 + (3 +
i1295)*i464 + (3 + i1307)*i476 + (3 + i1308)*i477 + (3 + i1326)*i495 + (3
+ i1327)*i496 + (3 + i1328)*i497 + (3 + i1329)*i498 + (3 + i1330)*i499
+ (3 + i1331)*i500 + (3 + i1332)*i501 + (3 + i1333)*i502 + (3 + i1334)*
i503 + (3 + i1335)*i504 + (3 + i1336)*i505 + (3 + i1337)*i506 + (3 +
i1338)*i507 + (3 + i1339)*i508 + (3 + i1340)*i509 + (3 + i1341)*i510 + (3
+ i1343)*i512 + (3 + i1344)*i513 + (3 + i1345)*i514 + (3 + i1346)*i515
+ (3 + i1347)*i516 + (3 + i1348)*i517 + (3 + i1349)*i518 + (3 + i1350)*
i519 + (3 + i1351)*i520 + (3 + i1352)*i521 + (3 + i1353)*i522 + (3 +
i1354)*i523 + (3 + i1355)*i524 + (3 + i1356)*i525 + (3 + i1357)*i526 + (3
+ i1358)*i527 + (3 + i1359)*i528 + (3 + i1360)*i529 + (3 + i1361)*i530
+ (3 + i1362)*i531 + (3 + i1363)*i532 + (3 + i1366)*i535 + (3 + i1367)*
i536 + (3 + i1389)*i558 + (3 + i1398)*i567 + (3 + i1416)*i585 + (3 +
i1417)*i586 + (3 + i1438)*i607 + (3 + i1439)*i608 + (3 + i1454)*i623 + (3
+ i1455)*i624 + (3 + i1477)*i646 + (3 + i1478)*i647 + (3 + i1479)*i648
+ (3 + i1480)*i649 + (3 + i1481)*i650 + (3 + i1482)*i651 + (3 + i1483)*
i652 + (3 + i1484)*i653 + (3 + i1485)*i654 + (3 + i1486)*i655 + (3 +
i1487)*i656 + (3 + i1488)*i657 + (3 + i1489)*i658 + (3 + i1490)*i659 + (3
+ i1491)*i660 + (3 + i1492)*i661 + (3 + i1493)*i662 + (3 + i1494)*i663
+ (3 + i1495)*i664 + (3 + i1496)*i665 + (3 + i1497)*i666 + (3 + i1498)*
i667 + (3 + i1499)*i668 + (3 + i1500)*i669 + (3 + i1501)*i670 + (3 +
i1502)*i671 + (3 + i1503)*i672 + (3 + i1504)*i673 + (3 + i1505)*i674 + (3
+ i1506)*i675 + (3 + i1507)*i676 + (3 + i1508)*i677 + (3 + i1516)*i685
+ (3 + i1577)*i746 + (3 + i1578)*i747 + (3 + i1609)*i778 + (3 + i1632)*
i801 + (3 + i1650)*i819 + (3 + i1671)*i840 + (3 + i1672)*i841 + (3 +
i1673)*i842 + (3 + i1674)*i843 + (3 + i1675)*i844 + (3 + i1676)*i845 + (3
+ i1677)*i846 + (3 + i1678)*i847 + (3 + i1679)*i848) + x61 =E= 0;
e62.. -((3 + i927)*i96 + (3 + i946)*i115 + (3 + i966)*i135 + (3 + i1092)*i261
+ (3 + i1096)*i265 + (3 + i1097)*i266 + (3 + i1099)*i268 + (3 + i1108)*
i277 + (3 + i1109)*i278 + (3 + i1113)*i282 + (3 + i1114)*i283 + (3 +
i1115)*i284 + (3 + i1117)*i286 + (3 + i1124)*i293 + (3 + i1125)*i294 + (3
+ i1126)*i295 + (3 + i1127)*i296 + (3 + i1128)*i297 + (3 + i1130)*i299
+ (3 + i1266)*i435 + (3 + i1296)*i465 + (3 + i1316)*i485 + (3 + i1510)*
i679 + (3 + i1511)*i680 + (3 + i1513)*i682 + (3 + i1514)*i683 + (3 +
i1515)*i684 + (3 + i1517)*i686 + (3 + i1526)*i695 + (3 + i1527)*i696 + (3
+ i1528)*i697 + (3 + i1529)*i698 + (3 + i1530)*i699 + (3 + i1532)*i701
+ (3 + i1561)*i730 + (3 + i1585)*i754 + (3 + i1640)*i809 + (3 + i1730)*
i899) + x62 =E= 0;
e63.. -((3 + i946)*i115 + (3 + i1002)*i171 + (3 + i1043)*i212 + (3 + i1072)*
i241 + (3 + i1094)*i263 + (3 + i1103)*i272 + (3 + i1105)*i274 + (3 +
i1111)*i280 + (3 + i1119)*i288 + (3 + i1121)*i290 + (3 + i1123)*i292 + (3
+ i1139)*i308 + (3 + i1239)*i408 + (3 + i1266)*i435 + (3 + i1296)*i465
+ (3 + i1333)*i502 + (3 + i1390)*i559 + (3 + i1477)*i646 + (3 + i1509)*
i678 + (3 + i1510)*i679 + (3 + i1511)*i680 + (3 + i1512)*i681 + (3 +
i1513)*i682 + (3 + i1514)*i683 + (3 + i1515)*i684 + (3 + i1516)*i685 + (3
+ i1517)*i686 + (3 + i1524)*i693 + (3 + i1526)*i695 + (3 + i1527)*i696
+ (3 + i1528)*i697 + (3 + i1529)*i698 + (3 + i1530)*i699 + (3 + i1531)*
i700 + (3 + i1532)*i701) + x63 =E= 0;
e64.. -((3 + i966)*i135 + (3 + i1091)*i260 + (3 + i1093)*i262 + (3 + i1100)*
i269 + (3 + i1102)*i271 + (3 + i1104)*i273 + (3 + i1110)*i279 + (3 +
i1118)*i287 + (3 + i1120)*i289 + (3 + i1122)*i291 + (3 + i1316)*i485 + (3
+ i1524)*i693 + (3 + i1561)*i730 + (3 + i1585)*i754 + (3 + i1640)*i809
+ (3 + i1730)*i899) + x64 =E= 0;
e65.. -((3 + i939)*i108 + (3 + i940)*i109 + (3 + i994)*i163 + (3 + i995)*i164
+ (3 + i1040)*i209 + (3 + i1067)*i236 + (3 + i1068)*i237 + (3 + i1101)*
i270 + (3 + i1158)*i327 + (3 + i1159)*i328 + (3 + i1190)*i359 + (3 +
i1191)*i360 + (3 + i1235)*i404 + (3 + i1260)*i429 + (3 + i1261)*i430 + (3
+ i1288)*i457 + (3 + i1289)*i458 + (3 + i1328)*i497 + (3 + i1364)*i533
+ (3 + i1365)*i534 + (3 + i1385)*i554 + (3 + i1386)*i555 + (3 + i1387)*
i556 + (3 + i1388)*i557 + (3 + i1389)*i558 + (3 + i1390)*i559 + (3 +
i1391)*i560 + (3 + i1392)*i561 + (3 + i1393)*i562 + (3 + i1394)*i563 + (3
+ i1395)*i564 + (3 + i1396)*i565 + (3 + i1397)*i566 + (3 + i1398)*i567
+ (3 + i1399)*i568 + (3 + i1400)*i569 + (3 + i1401)*i570 + (3 + i1402)*
i571 + (3 + i1403)*i572 + (3 + i1404)*i573 + (3 + i1405)*i574 + (3 +
i1406)*i575 + (3 + i1407)*i576 + (3 + i1408)*i577 + (3 + i1409)*i578 + (3
+ i1410)*i579 + (3 + i1411)*i580 + (3 + i1412)*i581 + (3 + i1413)*i582
+ (3 + i1414)*i583 + (3 + i1415)*i584) + x65 =E= 0;
e66.. -((3 + i928)*i97 + (3 + i929)*i98 + (3 + i939)*i108 + (3 + i940)*i109 + (
3 + i981)*i150 + (3 + i982)*i151 + (3 + i994)*i163 + (3 + i995)*i164 + (3
+ i1040)*i209 + (3 + i1067)*i236 + (3 + i1068)*i237 + (3 + i1090)*i259
+ (3 + i1101)*i270 + (3 + i1131)*i300 + (3 + i1132)*i301 + (3 + i1133)*
i302 + (3 + i1134)*i303 + (3 + i1135)*i304 + (3 + i1136)*i305 + (3 +
i1137)*i306 + (3 + i1138)*i307 + (3 + i1139)*i308 + (3 + i1140)*i309 + (3
+ i1141)*i310 + (3 + i1142)*i311 + (3 + i1143)*i312 + (3 + i1144)*i313
+ (3 + i1145)*i314 + (3 + i1146)*i315 + (3 + i1147)*i316 + (3 + i1148)*
i317 + (3 + i1149)*i318 + (3 + i1150)*i319 + (3 + i1151)*i320 + (3 +
i1152)*i321 + (3 + i1153)*i322 + (3 + i1154)*i323 + (3 + i1158)*i327 + (3
+ i1159)*i328 + (3 + i1190)*i359 + (3 + i1191)*i360 + (3 + i1235)*i404
+ (3 + i1260)*i429 + (3 + i1261)*i430 + (3 + i1288)*i457 + (3 + i1289)*
i458 + (3 + i1328)*i497 + (3 + i1364)*i533 + (3 + i1365)*i534 + (3 +
i1385)*i554 + (3 + i1386)*i555 + (3 + i1387)*i556 + (3 + i1388)*i557 + (3
+ i1389)*i558 + (3 + i1390)*i559 + (3 + i1391)*i560 + (3 + i1392)*i561
+ (3 + i1393)*i562 + (3 + i1394)*i563 + (3 + i1395)*i564 + (3 + i1396)*
i565 + (3 + i1397)*i566 + (3 + i1398)*i567 + (3 + i1399)*i568 + (3 +
i1400)*i569 + (3 + i1401)*i570 + (3 + i1402)*i571 + (3 + i1403)*i572 + (3
+ i1404)*i573 + (3 + i1405)*i574 + (3 + i1406)*i575 + (3 + i1407)*i576
+ (3 + i1408)*i577 + (3 + i1409)*i578 + (3 + i1410)*i579 + (3 + i1411)*
i580 + (3 + i1412)*i581 + (3 + i1413)*i582 + (3 + i1414)*i583 + (3 +
i1415)*i584) + x66 =E= 0;
e67.. -((3 + i933)*i102 + (3 + i984)*i153 + (3 + i1091)*i260 + (3 + i1159)*i328
+ (3 + i1160)*i329 + (3 + i1161)*i330 + (3 + i1164)*i333 + (3 + i1165)*
i334 + (3 + i1170)*i339 + (3 + i1174)*i343 + (3 + i1176)*i345 + (3 +
i1180)*i349 + (3 + i1185)*i354 + (3 + i1186)*i355 + (3 + i1200)*i369 + (3
+ i1201)*i370 + (3 + i1202)*i371 + (3 + i1207)*i376 + (3 + i1208)*i377
+ (3 + i1209)*i378 + (3 + i1213)*i382 + (3 + i1214)*i383 + (3 + i1219)*
i388 + (3 + i1220)*i389 + (3 + i1222)*i391 + (3 + i1223)*i392 + (3 +
i1224)*i393 + (3 + i1225)*i394 + (3 + i1226)*i395 + (3 + i1227)*i396 + (3
+ i1231)*i400 + (3 + i1287)*i456 + (3 + i1290)*i459 + (3 + i1292)*i461
+ (3 + i1301)*i470 + (3 + i1314)*i483 + (3 + i1315)*i484 + (3 + i1371)*
i540 + (3 + i1376)*i545 + (3 + i1380)*i549 + (3 + i1382)*i551 + (3 +
i1420)*i589 + (3 + i1423)*i592 + (3 + i1426)*i595 + (3 + i1431)*i600 + (3
+ i1434)*i603 + (3 + i1444)*i613 + (3 + i1447)*i616 + (3 + i1450)*i619
+ (3 + i1456)*i625 + (3 + i1459)*i628 + (3 + i1461)*i630 + (3 + i1464)*
i633 + (3 + i1467)*i636 + (3 + i1469)*i638 + (3 + i1471)*i640 + (3 +
i1550)*i719 + (3 + i1559)*i728 + (3 + i1560)*i729 + (3 + i1583)*i752 + (3
+ i1598)*i767 + (3 + i1605)*i774 + (3 + i1638)*i807 + (3 + i1639)*i808
+ (3 + i1654)*i823 + (3 + i1656)*i825 + (3 + i1658)*i827 + (3 + i1682)*
i851 + (3 + i1683)*i852 + (3 + i1690)*i859 + (3 + i1708)*i877 + (3 +
i1717)*i886 + (3 + i1718)*i887 + (3 + i1720)*i889 + (3 + i1721)*i890 + (3
+ i1722)*i891 + (3 + i1723)*i892 + (3 + i1724)*i893 + (3 + i1725)*i894)
+ x67 =E= 0;
e68.. -((3 + i930)*i99 + (3 + i931)*i100 + (3 + i933)*i102 + (3 + i960)*i129 +
(3 + i962)*i131 + (3 + i983)*i152 + (3 + i1020)*i189 + (3 + i1022)*i191
+ (3 + i1052)*i221 + (3 + i1083)*i252 + (3 + i1092)*i261 + (3 + i1147)*
i316 + (3 + i1155)*i324 + (3 + i1156)*i325 + (3 + i1157)*i326 + (3 +
i1158)*i327 + (3 + i1162)*i331 + (3 + i1163)*i332 + (3 + i1166)*i335 + (3
+ i1167)*i336 + (3 + i1168)*i337 + (3 + i1169)*i338 + (3 + i1171)*i340
+ (3 + i1172)*i341 + (3 + i1173)*i342 + (3 + i1175)*i344 + (3 + i1177)*
i346 + (3 + i1178)*i347 + (3 + i1179)*i348 + (3 + i1185)*i354 + (3 +
i1186)*i355 + (3 + i1200)*i369 + (3 + i1201)*i370 + (3 + i1202)*i371 + (3
+ i1207)*i376 + (3 + i1208)*i377 + (3 + i1209)*i378 + (3 + i1213)*i382
+ (3 + i1214)*i383 + (3 + i1219)*i388 + (3 + i1220)*i389 + (3 + i1222)*
i391 + (3 + i1223)*i392 + (3 + i1224)*i393 + (3 + i1225)*i394 + (3 +
i1226)*i395 + (3 + i1227)*i396 + (3 + i1231)*i400 + (3 + i1248)*i417 + (3
+ i1277)*i446 + (3 + i1287)*i456 + (3 + i1290)*i459 + (3 + i1292)*i461
+ (3 + i1301)*i470 + (3 + i1310)*i479 + (3 + i1311)*i480 + (3 + i1312)*
i481 + (3 + i1313)*i482 + (3 + i1314)*i483 + (3 + i1315)*i484 + (3 +
i1345)*i514 + (3 + i1347)*i516 + (3 + i1371)*i540 + (3 + i1376)*i545 + (3
+ i1382)*i551 + (3 + i1401)*i570 + (3 + i1403)*i572 + (3 + i1420)*i589
+ (3 + i1423)*i592 + (3 + i1426)*i595 + (3 + i1434)*i603 + (3 + i1444)*
i613 + (3 + i1447)*i616 + (3 + i1450)*i619 + (3 + i1456)*i625 + (3 +
i1464)*i633 + (3 + i1467)*i636 + (3 + i1469)*i638 + (3 + i1471)*i640 + (3
+ i1490)*i659 + (3 + i1492)*i661 + (3 + i1540)*i709 + (3 + i1550)*i719
+ (3 + i1555)*i724 + (3 + i1556)*i725 + (3 + i1557)*i726 + (3 + i1558)*
i727 + (3 + i1559)*i728 + (3 + i1560)*i729 + (3 + i1581)*i750 + (3 +
i1582)*i751 + (3 + i1583)*i752 + (3 + i1598)*i767 + (3 + i1605)*i774 + (3
+ i1613)*i782 + (3 + i1615)*i784 + (3 + i1634)*i803 + (3 + i1635)*i804
+ (3 + i1636)*i805 + (3 + i1637)*i806 + (3 + i1638)*i807 + (3 + i1639)*
i808 + (3 + i1653)*i822 + (3 + i1654)*i823 + (3 + i1655)*i824 + (3 +
i1656)*i825 + (3 + i1658)*i827 + (3 + i1671)*i840 + (3 + i1680)*i849 + (3
+ i1681)*i850 + (3 + i1682)*i851 + (3 + i1683)*i852 + (3 + i1693)*i862
+ (3 + i1694)*i863 + (3 + i1696)*i865 + (3 + i1697)*i866 + (3 + i1698)*
i867 + (3 + i1699)*i868 + (3 + i1700)*i869 + (3 + i1701)*i870 + (3 +
i1702)*i871 + (3 + i1704)*i873 + (3 + i1705)*i874 + (3 + i1710)*i879 + (3
+ i1711)*i880 + (3 + i1712)*i881 + (3 + i1714)*i883 + (3 + i1717)*i886
+ (3 + i1718)*i887 + (3 + i1720)*i889 + (3 + i1721)*i890 + (3 + i1722)*
i891 + (3 + i1723)*i892 + (3 + i1724)*i893 + (3 + i1725)*i894) + x68
=E= 0;
e69.. -((3 + i932)*i101 + (3 + i961)*i130 + (3 + i963)*i132 + (3 + i984)*i153
+ (3 + i985)*i154 + (3 + i986)*i155 + (3 + i1019)*i188 + (3 + i1021)*
i190 + (3 + i1036)*i205 + (3 + i1037)*i206 + (3 + i1053)*i222 + (3 +
i1062)*i231 + (3 + i1063)*i232 + (3 + i1082)*i251 + (3 + i1091)*i260 + (3
+ i1093)*i262 + (3 + i1094)*i263 + (3 + i1118)*i287 + (3 + i1119)*i288
+ (3 + i1120)*i289 + (3 + i1121)*i290 + (3 + i1131)*i300 + (3 + i1132)*
i301 + (3 + i1146)*i315 + (3 + i1159)*i328 + (3 + i1160)*i329 + (3 +
i1161)*i330 + (3 + i1164)*i333 + (3 + i1165)*i334 + (3 + i1170)*i339 + (3
+ i1174)*i343 + (3 + i1176)*i345 + (3 + i1180)*i349 + (3 + i1181)*i350
+ (3 + i1182)*i351 + (3 + i1183)*i352 + (3 + i1184)*i353 + (3 + i1187)*
i356 + (3 + i1188)*i357 + (3 + i1189)*i358 + (3 + i1190)*i359 + (3 +
i1191)*i360 + (3 + i1192)*i361 + (3 + i1193)*i362 + (3 + i1194)*i363 + (3
+ i1195)*i364 + (3 + i1196)*i365 + (3 + i1197)*i366 + (3 + i1198)*i367
+ (3 + i1199)*i368 + (3 + i1203)*i372 + (3 + i1204)*i373 + (3 + i1205)*
i374 + (3 + i1206)*i375 + (3 + i1210)*i379 + (3 + i1211)*i380 + (3 +
i1212)*i381 + (3 + i1217)*i386 + (3 + i1218)*i387 + (3 + i1221)*i390 + (3
+ i1228)*i397 + (3 + i1229)*i398 + (3 + i1230)*i399 + (3 + i1249)*i418
+ (3 + i1276)*i445 + (3 + i1287)*i456 + (3 + i1290)*i459 + (3 + i1292)*
i461 + (3 + i1301)*i470 + (3 + i1314)*i483 + (3 + i1315)*i484 + (3 +
i1346)*i515 + (3 + i1348)*i517 + (3 + i1371)*i540 + (3 + i1376)*i545 + (3
+ i1379)*i548 + (3 + i1380)*i549 + (3 + i1382)*i551 + (3 + i1400)*i569
+ (3 + i1402)*i571 + (3 + i1420)*i589 + (3 + i1423)*i592 + (3 + i1426)*
i595 + (3 + i1430)*i599 + (3 + i1431)*i600 + (3 + i1434)*i603 + (3 +
i1444)*i613 + (3 + i1447)*i616 + (3 + i1450)*i619 + (3 + i1456)*i625 + (3
+ i1458)*i627 + (3 + i1459)*i628 + (3 + i1460)*i629 + (3 + i1461)*i630
+ (3 + i1464)*i633 + (3 + i1467)*i636 + (3 + i1469)*i638 + (3 + i1471)*
i640 + (3 + i1491)*i660 + (3 + i1493)*i662 + (3 + i1518)*i687 + (3 +
i1519)*i688 + (3 + i1520)*i689 + (3 + i1521)*i690 + (3 + i1539)*i708 + (3
+ i1550)*i719 + (3 + i1559)*i728 + (3 + i1560)*i729 + (3 + i1583)*i752
+ (3 + i1598)*i767 + (3 + i1600)*i769 + (3 + i1601)*i770 + (3 + i1605)*
i774 + (3 + i1612)*i781 + (3 + i1614)*i783 + (3 + i1638)*i807 + (3 +
i1639)*i808 + (3 + i1658)*i827 + (3 + i1672)*i841 + (3 + i1682)*i851 + (3
+ i1683)*i852 + (3 + i1689)*i858 + (3 + i1690)*i859 + (3 + i1691)*i860
+ (3 + i1692)*i861 + (3 + i1695)*i864 + (3 + i1703)*i872 + (3 + i1706)*
i875 + (3 + i1707)*i876 + (3 + i1708)*i877 + (3 + i1709)*i878 + (3 +
i1713)*i882 + (3 + i1717)*i886 + (3 + i1718)*i887 + (3 + i1720)*i889 + (3
+ i1721)*i890 + (3 + i1722)*i891 + (3 + i1723)*i892 + (3 + i1724)*i893
+ (3 + i1725)*i894) + x69 =E= 0;
e70.. -((3 + i928)*i97 + (3 + i939)*i108 + (3 + i947)*i116 + (3 + i953)*i122 +
(3 + i976)*i145 + (3 + i978)*i147 + (3 + i982)*i151 + (3 + i992)*i161 + (
3 + i995)*i164 + (3 + i1001)*i170 + (3 + i1004)*i173 + (3 + i1010)*i179
+ (3 + i1016)*i185 + (3 + i1040)*i209 + (3 + i1048)*i217 + (3 + i1060)*
i229 + (3 + i1067)*i236 + (3 + i1077)*i246 + (3 + i1089)*i258 + (3 +
i1132)*i301 + (3 + i1134)*i303 + (3 + i1135)*i304 + (3 + i1138)*i307 + (3
+ i1141)*i310 + (3 + i1144)*i313 + (3 + i1149)*i318 + (3 + i1151)*i320
+ (3 + i1153)*i322 + (3 + i1191)*i360 + (3 + i1199)*i368 + (3 + i1206)*
i375 + (3 + i1229)*i398 + (3 + i1235)*i404 + (3 + i1244)*i413 + (3 +
i1260)*i429 + (3 + i1271)*i440 + (3 + i1282)*i451 + (3 + i1289)*i458 + (3
+ i1298)*i467 + (3 + i1303)*i472 + (3 + i1323)*i492 + (3 + i1328)*i497
+ (3 + i1334)*i503 + (3 + i1339)*i508 + (3 + i1362)*i531 + (3 + i1365)*
i534 + (3 + i1374)*i543 + (3 + i1384)*i553 + (3 + i1389)*i558 + (3 +
i1393)*i562 + (3 + i1396)*i565 + (3 + i1398)*i567 + (3 + i1405)*i574 + (3
+ i1408)*i577 + (3 + i1412)*i581 + (3 + i1414)*i583 + (3 + i1478)*i647
+ (3 + i1484)*i653 + (3 + i1507)*i676 + (3 + i1535)*i704 + (3 + i1537)*
i706 + (3 + i1542)*i711 + (3 + i1544)*i713 + (3 + i1546)*i715 + (3 +
i1568)*i737 + (3 + i1573)*i742 + (3 + i1595)*i764 + (3 + i1607)*i776 + (3
+ i1609)*i778 + (3 + i1611)*i780 + (3 + i1617)*i786 + (3 + i1621)*i790
+ (3 + i1623)*i792 + (3 + i1626)*i795 + (3 + i1628)*i797 + (3 + i1647)*
i816 + (3 + i1669)*i838 + (3 + i1679)*i848 + (3 + i1688)*i857 + (3 +
i1727)*i896 + (3 + i1736)*i905 + (3 + i1747)*i916 + (3 + i1751)*i920 + (3
+ i1753)*i922 + (3 + i1754)*i923) + x70 =E= 0;
e71.. -((3 + i1008)*i177 + (3 + i1024)*i193 + (3 + i1338)*i507 + (3 + i1351)*
i520 + (3 + i1394)*i563 + (3 + i1406)*i575 + (3 + i1483)*i652 + (3 +
i1496)*i665 + (3 + i1597)*i766 + (3 + i1606)*i775 + (3 + i1618)*i787 + (3
+ i1731)*i900) + x71 =E= 0;
e72.. -((3 + i927)*i96 + (3 + i946)*i115 + (3 + i966)*i135 + (3 + i1092)*i261
+ (3 + i1096)*i265 + (3 + i1097)*i266 + (3 + i1099)*i268 + (3 + i1108)*
i277 + (3 + i1109)*i278 + (3 + i1113)*i282 + (3 + i1114)*i283 + (3 +
i1115)*i284 + (3 + i1117)*i286 + (3 + i1124)*i293 + (3 + i1125)*i294 + (3
+ i1126)*i295 + (3 + i1127)*i296 + (3 + i1128)*i297 + (3 + i1130)*i299
+ (3 + i1266)*i435 + (3 + i1296)*i465 + (3 + i1316)*i485 + (3 + i1510)*
i679 + (3 + i1511)*i680 + (3 + i1513)*i682 + (3 + i1514)*i683 + (3 +
i1515)*i684 + (3 + i1517)*i686 + (3 + i1526)*i695 + (3 + i1527)*i696 + (3
+ i1528)*i697 + (3 + i1529)*i698 + (3 + i1530)*i699 + (3 + i1532)*i701
+ (3 + i1561)*i730 + (3 + i1585)*i754 + (3 + i1640)*i809 + (3 + i1730)*
i899) + x72 =E= 0;
e73.. -((3 + i924)*i93 + (3 + i927)*i96 + (3 + i929)*i98 + (3 + i931)*i100 + (3
+ i932)*i101 + (3 + i938)*i107 + (3 + i940)*i109 + (3 + i941)*i110 + (3
+ i942)*i111 + (3 + i943)*i112 + (3 + i944)*i113 + (3 + i946)*i115 + (3
+ i948)*i117 + (3 + i952)*i121 + (3 + i954)*i123 + (3 + i961)*i130 + (3
+ i963)*i132 + (3 + i964)*i133 + (3 + i965)*i134 + (3 + i966)*i135 + (3
+ i969)*i138 + (3 + i988)*i157 + (3 + i1013)*i182 + (3 + i1034)*i203 + (
3 + i1037)*i206 + (3 + i1042)*i211 + (3 + i1055)*i224 + (3 + i1057)*i226
+ (3 + i1096)*i265 + (3 + i1114)*i283 + (3 + i1130)*i299 + (3 + i1145)*
i314 + (3 + i1182)*i351 + (3 + i1183)*i352 + (3 + i1184)*i353 + (3 +
i1188)*i357 + (3 + i1195)*i364 + (3 + i1210)*i379 + (3 + i1212)*i381 + (3
+ i1230)*i399 + (3 + i1237)*i406 + (3 + i1251)*i420 + (3 + i1253)*i422
+ (3 + i1256)*i425 + (3 + i1259)*i428 + (3 + i1261)*i430 + (3 + i1262)*
i431 + (3 + i1263)*i432 + (3 + i1265)*i434 + (3 + i1266)*i435 + (3 +
i1267)*i436 + (3 + i1269)*i438 + (3 + i1272)*i441 + (3 + i1273)*i442 + (3
+ i1276)*i445 + (3 + i1277)*i446 + (3 + i1278)*i447 + (3 + i1279)*i448
+ (3 + i1280)*i449 + (3 + i1283)*i452 + (3 + i1327)*i496 + (3 + i1332)*
i501 + (3 + i1350)*i519 + (3 + i1355)*i524 + (3 + i1367)*i536 + (3 +
i1377)*i546 + (3 + i1397)*i566 + (3 + i1415)*i584 + (3 + i1428)*i597 + (3
+ i1429)*i598 + (3 + i1439)*i608 + (3 + i1452)*i621 + (3 + i1455)*i624
+ (3 + i1475)*i644 + (3 + i1476)*i645 + (3 + i1495)*i664 + (3 + i1500)*
i669 + (3 + i1514)*i683 + (3 + i1532)*i701 + (3 + i1538)*i707 + (3 +
i1599)*i768 + (3 + i1608)*i777 + (3 + i1629)*i798 + (3 + i1657)*i826 + (3
+ i1661)*i830 + (3 + i1674)*i843 + (3 + i1676)*i845 + (3 + i1706)*i875
+ (3 + i1728)*i897 + (3 + i1729)*i898 + (3 + i1744)*i913) + x73 =E= 0;
e74.. -((3 + i935)*i104 + (3 + i949)*i118 + (3 + i955)*i124 + (3 + i958)*i127
+ (3 + i967)*i136 + (3 + i970)*i139 + (3 + i972)*i141 + (3 + i974)*i143
+ (3 + i989)*i158 + (3 + i1005)*i174 + (3 + i1011)*i180 + (3 + i1017)*
i186 + (3 + i1025)*i194 + (3 + i1027)*i196 + (3 + i1029)*i198 + (3 +
i1031)*i200 + (3 + i1038)*i207 + (3 + i1039)*i208 + (3 + i1044)*i213 + (3
+ i1045)*i214 + (3 + i1049)*i218 + (3 + i1050)*i219 + (3 + i1058)*i227
+ (3 + i1059)*i228 + (3 + i1064)*i233 + (3 + i1065)*i234 + (3 + i1073)*
i242 + (3 + i1074)*i243 + (3 + i1079)*i248 + (3 + i1080)*i249 + (3 +
i1087)*i256 + (3 + i1088)*i257 + (3 + i1097)*i266 + (3 + i1108)*i277 + (3
+ i1113)*i282 + (3 + i1117)*i286 + (3 + i1124)*i293 + (3 + i1126)*i295
+ (3 + i1127)*i296 + (3 + i1128)*i297 + (3 + i1133)*i302 + (3 + i1134)*
i303 + (3 + i1143)*i312 + (3 + i1152)*i321 + (3 + i1153)*i322 + (3 +
i1167)*i336 + (3 + i1172)*i341 + (3 + i1178)*i347 + (3 + i1186)*i355 + (3
+ i1201)*i370 + (3 + i1208)*i377 + (3 + i1214)*i383 + (3 + i1220)*i389
+ (3 + i1223)*i392 + (3 + i1225)*i394 + (3 + i1227)*i396 + (3 + i1232)*
i401 + (3 + i1233)*i402 + (3 + i1240)*i409 + (3 + i1241)*i410 + (3 +
i1245)*i414 + (3 + i1246)*i415 + (3 + i1254)*i423 + (3 + i1255)*i424 + (3
+ i1256)*i425 + (3 + i1257)*i426 + (3 + i1267)*i436 + (3 + i1268)*i437
+ (3 + i1273)*i442 + (3 + i1274)*i443 + (3 + i1280)*i449 + (3 + i1281)*
i450 + (3 + i1284)*i453 + (3 + i1285)*i454 + (3 + i1286)*i455 + (3 +
i1288)*i457 + (3 + i1289)*i458 + (3 + i1291)*i460 + (3 + i1293)*i462 + (3
+ i1294)*i463 + (3 + i1295)*i464 + (3 + i1296)*i465 + (3 + i1297)*i466
+ (3 + i1298)*i467 + (3 + i1300)*i469 + (3 + i1302)*i471 + (3 + i1303)*
i472 + (3 + i1305)*i474 + (3 + i1307)*i476 + (3 + i1308)*i477 + (3 +
i1311)*i480 + (3 + i1313)*i482 + (3 + i1315)*i484 + (3 + i1316)*i485 + (3
+ i1318)*i487 + (3 + i1322)*i491 + (3 + i1323)*i492 + (3 + i1324)*i493
+ (3 + i1335)*i504 + (3 + i1340)*i509 + (3 + i1343)*i512 + (3 + i1344)*
i513 + (3 + i1352)*i521 + (3 + i1353)*i522 + (3 + i1356)*i525 + (3 +
i1357)*i526 + (3 + i1358)*i527 + (3 + i1359)*i528 + (3 + i1360)*i529 + (3
+ i1361)*i530 + (3 + i1370)*i539 + (3 + i1375)*i544 + (3 + i1381)*i550
+ (3 + i1399)*i568 + (3 + i1409)*i578 + (3 + i1410)*i579 + (3 + i1411)*
i580 + (3 + i1412)*i581 + (3 + i1421)*i590 + (3 + i1427)*i596 + (3 +
i1435)*i604 + (3 + i1445)*i614 + (3 + i1451)*i620 + (3 + i1457)*i626 + (3
+ i1465)*i634 + (3 + i1468)*i637 + (3 + i1470)*i639 + (3 + i1472)*i641
+ (3 + i1479)*i648 + (3 + i1480)*i649 + (3 + i1485)*i654 + (3 + i1486)*
i655 + (3 + i1488)*i657 + (3 + i1489)*i658 + (3 + i1497)*i666 + (3 +
i1498)*i667 + (3 + i1501)*i670 + (3 + i1502)*i671 + (3 + i1503)*i672 + (3
+ i1504)*i673 + (3 + i1505)*i674 + (3 + i1506)*i675 + (3 + i1510)*i679
+ (3 + i1513)*i682 + (3 + i1517)*i686 + (3 + i1526)*i695 + (3 + i1528)*
i697 + (3 + i1529)*i698 + (3 + i1530)*i699 + (3 + i1533)*i702 + (3 +
i1536)*i705 + (3 + i1545)*i714 + (3 + i1546)*i715 + (3 + i1548)*i717 + (3
+ i1552)*i721 + (3 + i1556)*i725 + (3 + i1558)*i727 + (3 + i1560)*i729
+ (3 + i1561)*i730 + (3 + i1562)*i731 + (3 + i1567)*i736 + (3 + i1568)*
i737 + (3 + i1569)*i738 + (3 + i1574)*i743 + (3 + i1579)*i748 + (3 +
i1586)*i755 + (3 + i1589)*i758 + (3 + i1591)*i760 + (3 + i1593)*i762 + (3
+ i1610)*i779 + (3 + i1611)*i780 + (3 + i1619)*i788 + (3 + i1622)*i791
+ (3 + i1623)*i792 + (3 + i1624)*i793 + (3 + i1625)*i794 + (3 + i1626)*
i795 + (3 + i1630)*i799 + (3 + i1632)*i801 + (3 + i1635)*i804 + (3 +
i1637)*i806 + (3 + i1639)*i808 + (3 + i1640)*i809 + (3 + i1641)*i810 + (3
+ i1646)*i815 + (3 + i1647)*i816 + (3 + i1648)*i817 + (3 + i1651)*i820
+ (3 + i1659)*i828 + (3 + i1663)*i832 + (3 + i1665)*i834 + (3 + i1667)*
i836 + (3 + i1677)*i846 + (3 + i1678)*i847 + (3 + i1681)*i850 + (3 +
i1683)*i852 + (3 + i1684)*i853 + (3 + i1687)*i856 + (3 + i1688)*i857 + (3
+ i1694)*i863 + (3 + i1698)*i867 + (3 + i1700)*i869 + (3 + i1702)*i871
+ (3 + i1712)*i881 + (3 + i1718)*i887 + (3 + i1721)*i890 + (3 + i1723)*
i892 + (3 + i1725)*i894 + (3 + i1730)*i899 + (3 + i1732)*i901 + (3 +
i1735)*i904 + (3 + i1736)*i905 + (3 + i1737)*i906 + (3 + i1739)*i908 + (3
+ i1741)*i910 + (3 + i1746)*i915 + (3 + i1747)*i916 + (3 + i1748)*i917
+ (3 + i1750)*i919 + (3 + i1751)*i920 + (3 + i1752)*i921 + (3 + i1753)*
i922) + x74 =E= 0;
e75.. -((3 + i970)*i139 + (3 + i971)*i140 + (3 + i972)*i141 + (3 + i973)*i142
+ (3 + i1027)*i196 + (3 + i1028)*i197 + (3 + i1029)*i198 + (3 + i1030)*
i199 + (3 + i1058)*i227 + (3 + i1059)*i228 + (3 + i1087)*i256 + (3 +
i1088)*i257 + (3 + i1126)*i295 + (3 + i1127)*i296 + (3 + i1152)*i321 + (3
+ i1153)*i322 + (3 + i1177)*i346 + (3 + i1178)*i347 + (3 + i1222)*i391
+ (3 + i1223)*i392 + (3 + i1224)*i393 + (3 + i1225)*i394 + (3 + i1254)*
i423 + (3 + i1255)*i424 + (3 + i1280)*i449 + (3 + i1281)*i450 + (3 +
i1320)*i489 + (3 + i1321)*i490 + (3 + i1356)*i525 + (3 + i1357)*i526 + (3
+ i1358)*i527 + (3 + i1359)*i528 + (3 + i1381)*i550 + (3 + i1382)*i551
+ (3 + i1409)*i578 + (3 + i1410)*i579 + (3 + i1434)*i603 + (3 + i1435)*
i604 + (3 + i1467)*i636 + (3 + i1468)*i637 + (3 + i1469)*i638 + (3 +
i1470)*i639 + (3 + i1501)*i670 + (3 + i1502)*i671 + (3 + i1503)*i672 + (3
+ i1504)*i673 + (3 + i1528)*i697 + (3 + i1529)*i698 + (3 + i1545)*i714
+ (3 + i1546)*i715 + (3 + i1564)*i733 + (3 + i1565)*i734 + (3 + i1589)*
i758 + (3 + i1590)*i759 + (3 + i1591)*i760 + (3 + i1592)*i761 + (3 +
i1605)*i774 + (3 + i1622)*i791 + (3 + i1623)*i792 + (3 + i1624)*i793 + (3
+ i1643)*i812 + (3 + i1644)*i813 + (3 + i1663)*i832 + (3 + i1664)*i833
+ (3 + i1665)*i834 + (3 + i1666)*i835 + (3 + i1677)*i846 + (3 + i1678)*
i847 + (3 + i1686)*i855 + (3 + i1697)*i866 + (3 + i1698)*i867 + (3 +
i1699)*i868 + (3 + i1700)*i869 + (3 + i1711)*i880 + (3 + i1712)*i881 + (3
+ i1720)*i889 + (3 + i1721)*i890 + (3 + i1722)*i891 + (3 + i1723)*i892
+ (3 + i1730)*i899 + (3 + i1734)*i903 + (3 + i1737)*i906 + (3 + i1738)*
i907 + (3 + i1739)*i908 + (3 + i1740)*i909 + (3 + i1745)*i914 + (3 +
i1746)*i915 + (3 + i1747)*i916 + (3 + i1748)*i917 + (3 + i1749)*i918 + (3
+ i1750)*i919 + (3 + i1751)*i920) + x75 =E= 0;
e76.. -((3 + i949)*i118 + (3 + i950)*i119 + (3 + i955)*i124 + (3 + i956)*i125
+ (3 + i958)*i127 + (3 + i959)*i128 + (3 + i967)*i136 + (3 + i968)*i137
+ (3 + i974)*i143 + (3 + i975)*i144 + (3 + i1005)*i174 + (3 + i1006)*
i175 + (3 + i1011)*i180 + (3 + i1012)*i181 + (3 + i1017)*i186 + (3 +
i1018)*i187 + (3 + i1025)*i194 + (3 + i1026)*i195 + (3 + i1031)*i200 + (3
+ i1032)*i201 + (3 + i1044)*i213 + (3 + i1045)*i214 + (3 + i1049)*i218
+ (3 + i1050)*i219 + (3 + i1073)*i242 + (3 + i1074)*i243 + (3 + i1079)*
i248 + (3 + i1080)*i249 + (3 + i1108)*i277 + (3 + i1113)*i282 + (3 +
i1117)*i286 + (3 + i1124)*i293 + (3 + i1128)*i297 + (3 + i1143)*i312 + (3
+ i1166)*i335 + (3 + i1167)*i336 + (3 + i1171)*i340 + (3 + i1172)*i341
+ (3 + i1200)*i369 + (3 + i1201)*i370 + (3 + i1207)*i376 + (3 + i1208)*
i377 + (3 + i1213)*i382 + (3 + i1214)*i383 + (3 + i1219)*i388 + (3 +
i1220)*i389 + (3 + i1226)*i395 + (3 + i1227)*i396 + (3 + i1240)*i409 + (3
+ i1241)*i410 + (3 + i1245)*i414 + (3 + i1246)*i415 + (3 + i1267)*i436
+ (3 + i1268)*i437 + (3 + i1273)*i442 + (3 + i1274)*i443 + (3 + i1299)*
i468 + (3 + i1304)*i473 + (3 + i1309)*i478 + (3 + i1317)*i486 + (3 +
i1335)*i504 + (3 + i1340)*i509 + (3 + i1343)*i512 + (3 + i1344)*i513 + (3
+ i1352)*i521 + (3 + i1353)*i522 + (3 + i1360)*i529 + (3 + i1361)*i530
+ (3 + i1370)*i539 + (3 + i1371)*i540 + (3 + i1375)*i544 + (3 + i1376)*
i545 + (3 + i1399)*i568 + (3 + i1411)*i580 + (3 + i1412)*i581 + (3 +
i1420)*i589 + (3 + i1421)*i590 + (3 + i1426)*i595 + (3 + i1427)*i596 + (3
+ i1444)*i613 + (3 + i1445)*i614 + (3 + i1450)*i619 + (3 + i1451)*i620
+ (3 + i1456)*i625 + (3 + i1457)*i626 + (3 + i1464)*i633 + (3 + i1465)*
i634 + (3 + i1471)*i640 + (3 + i1472)*i641 + (3 + i1479)*i648 + (3 +
i1480)*i649 + (3 + i1485)*i654 + (3 + i1486)*i655 + (3 + i1488)*i657 + (3
+ i1489)*i658 + (3 + i1497)*i666 + (3 + i1498)*i667 + (3 + i1505)*i674
+ (3 + i1506)*i675 + (3 + i1510)*i679 + (3 + i1513)*i682 + (3 + i1517)*
i686 + (3 + i1526)*i695 + (3 + i1530)*i699 + (3 + i1533)*i702 + (3 +
i1536)*i705 + (3 + i1548)*i717 + (3 + i1549)*i718 + (3 + i1550)*i719 + (3
+ i1552)*i721 + (3 + i1553)*i722 + (3 + i1555)*i724 + (3 + i1556)*i725
+ (3 + i1557)*i726 + (3 + i1558)*i727 + (3 + i1559)*i728 + (3 + i1560)*
i729 + (3 + i1561)*i730 + (3 + i1562)*i731 + (3 + i1563)*i732 + (3 +
i1564)*i733 + (3 + i1565)*i734 + (3 + i1567)*i736 + (3 + i1568)*i737 + (3
+ i1569)*i738 + (3 + i1570)*i739 + (3 + i1574)*i743 + (3 + i1575)*i744
+ (3 + i1579)*i748 + (3 + i1580)*i749 + (3 + i1586)*i755 + (3 + i1587)*
i756 + (3 + i1593)*i762 + (3 + i1598)*i767 + (3 + i1610)*i779 + (3 +
i1611)*i780 + (3 + i1619)*i788 + (3 + i1625)*i794 + (3 + i1626)*i795 + (3
+ i1630)*i799 + (3 + i1631)*i800 + (3 + i1632)*i801 + (3 + i1634)*i803
+ (3 + i1635)*i804 + (3 + i1636)*i805 + (3 + i1637)*i806 + (3 + i1638)*
i807 + (3 + i1639)*i808 + (3 + i1640)*i809 + (3 + i1641)*i810 + (3 +
i1642)*i811 + (3 + i1643)*i812 + (3 + i1644)*i813 + (3 + i1646)*i815 + (3
+ i1647)*i816 + (3 + i1648)*i817 + (3 + i1649)*i818 + (3 + i1651)*i820
+ (3 + i1652)*i821 + (3 + i1659)*i828 + (3 + i1660)*i829 + (3 + i1667)*
i836 + (3 + i1668)*i837 + (3 + i1680)*i849 + (3 + i1681)*i850 + (3 +
i1682)*i851 + (3 + i1683)*i852 + (3 + i1684)*i853 + (3 + i1685)*i854 + (3
+ i1686)*i855 + (3 + i1687)*i856 + (3 + i1688)*i857 + (3 + i1693)*i862
+ (3 + i1694)*i863 + (3 + i1701)*i870 + (3 + i1702)*i871 + (3 + i1717)*
i886 + (3 + i1718)*i887 + (3 + i1724)*i893 + (3 + i1725)*i894 + (3 +
i1732)*i901 + (3 + i1733)*i902 + (3 + i1734)*i903 + (3 + i1735)*i904 + (3
+ i1736)*i905 + (3 + i1741)*i910 + (3 + i1742)*i911 + (3 + i1745)*i914
+ (3 + i1752)*i921 + (3 + i1753)*i922) + x76 =E= 0;
e77.. -((3 + i937)*i106 + (3 + i991)*i160 + (3 + i992)*i161 + (3 + i1066)*i235
+ (3 + i1098)*i267 + (3 + i1135)*i304 + (3 + i1156)*i325 + (3 + i1157)*
i326 + (3 + i1187)*i356 + (3 + i1188)*i357 + (3 + i1234)*i403 + (3 +
i1258)*i427 + (3 + i1259)*i428 + (3 + i1284)*i453 + (3 + i1285)*i454 + (3
+ i1326)*i495 + (3 + i1327)*i496 + (3 + i1328)*i497 + (3 + i1329)*i498
+ (3 + i1330)*i499 + (3 + i1331)*i500 + (3 + i1332)*i501 + (3 + i1333)*
i502 + (3 + i1334)*i503 + (3 + i1335)*i504 + (3 + i1336)*i505 + (3 +
i1337)*i506 + (3 + i1338)*i507 + (3 + i1339)*i508 + (3 + i1340)*i509 + (3
+ i1341)*i510 + (3 + i1342)*i511 + (3 + i1343)*i512 + (3 + i1344)*i513
+ (3 + i1345)*i514 + (3 + i1346)*i515 + (3 + i1347)*i516 + (3 + i1348)*
i517 + (3 + i1349)*i518 + (3 + i1350)*i519 + (3 + i1351)*i520 + (3 +
i1352)*i521 + (3 + i1353)*i522 + (3 + i1354)*i523 + (3 + i1355)*i524 + (3
+ i1356)*i525 + (3 + i1357)*i526 + (3 + i1358)*i527 + (3 + i1359)*i528
+ (3 + i1360)*i529 + (3 + i1361)*i530 + (3 + i1362)*i531 + (3 + i1363)*
i532) + x77 =E= 0;
e78.. -((3 + i941)*i110 + (3 + i943)*i112 + (3 + i952)*i121 + (3 + i965)*i134
+ (3 + i986)*i155 + (3 + i996)*i165 + (3 + i998)*i167 + (3 + i1041)*i210
+ (3 + i1042)*i211 + (3 + i1063)*i232 + (3 + i1069)*i238 + (3 + i1085)*
i254 + (3 + i1100)*i269 + (3 + i1136)*i305 + (3 + i1161)*i330 + (3 +
i1184)*i353 + (3 + i1236)*i405 + (3 + i1237)*i406 + (3 + i1262)*i431 + (3
+ i1291)*i460 + (3 + i1293)*i462 + (3 + i1329)*i498 + (3 + i1331)*i500
+ (3 + i1332)*i501 + (3 + i1368)*i537 + (3 + i1369)*i538 + (3 + i1385)*
i554 + (3 + i1387)*i556 + (3 + i1416)*i585 + (3 + i1421)*i590 + (3 +
i1422)*i591 + (3 + i1424)*i593 + (3 + i1427)*i596 + (3 + i1428)*i597 + (3
+ i1432)*i601 + (3 + i1435)*i604 + (3 + i1436)*i605 + (3 + i1438)*i607
+ (3 + i1439)*i608 + (3 + i1442)*i611 + (3 + i1445)*i614 + (3 + i1446)*
i615 + (3 + i1448)*i617 + (3 + i1451)*i620 + (3 + i1452)*i621 + (3 +
i1453)*i622 + (3 + i1454)*i623 + (3 + i1455)*i624 + (3 + i1457)*i626 + (3
+ i1465)*i634 + (3 + i1466)*i635 + (3 + i1468)*i637 + (3 + i1470)*i639
+ (3 + i1472)*i641 + (3 + i1473)*i642 + (3 + i1475)*i644 + (3 + i1571)*
i740 + (3 + i1599)*i768 + (3 + i1604)*i773 + (3 + i1729)*i898) + x78
=E= 0;
e79.. -((3 + i932)*i101 + (3 + i942)*i111 + (3 + i944)*i113 + (3 + i961)*i130
+ (3 + i963)*i132 + (3 + i964)*i133 + (3 + i984)*i153 + (3 + i985)*i154
+ (3 + i997)*i166 + (3 + i999)*i168 + (3 + i1019)*i188 + (3 + i1021)*
i190 + (3 + i1023)*i192 + (3 + i1036)*i205 + (3 + i1037)*i206 + (3 +
i1053)*i222 + (3 + i1054)*i223 + (3 + i1055)*i224 + (3 + i1062)*i231 + (3
+ i1070)*i239 + (3 + i1082)*i251 + (3 + i1084)*i253 + (3 + i1131)*i300
+ (3 + i1132)*i301 + (3 + i1137)*i306 + (3 + i1146)*i315 + (3 + i1148)*
i317 + (3 + i1149)*i318 + (3 + i1159)*i328 + (3 + i1161)*i330 + (3 +
i1170)*i339 + (3 + i1176)*i345 + (3 + i1180)*i349 + (3 + i1181)*i350 + (3
+ i1182)*i351 + (3 + i1183)*i352 + (3 + i1187)*i356 + (3 + i1188)*i357
+ (3 + i1189)*i358 + (3 + i1190)*i359 + (3 + i1191)*i360 + (3 + i1194)*
i363 + (3 + i1195)*i364 + (3 + i1198)*i367 + (3 + i1199)*i368 + (3 +
i1205)*i374 + (3 + i1206)*i375 + (3 + i1210)*i379 + (3 + i1211)*i380 + (3
+ i1212)*i381 + (3 + i1221)*i390 + (3 + i1228)*i397 + (3 + i1229)*i398
+ (3 + i1230)*i399 + (3 + i1249)*i418 + (3 + i1250)*i419 + (3 + i1251)*
i420 + (3 + i1263)*i432 + (3 + i1276)*i445 + (3 + i1278)*i447 + (3 +
i1287)*i456 + (3 + i1330)*i499 + (3 + i1346)*i515 + (3 + i1348)*i517 + (3
+ i1349)*i518 + (3 + i1350)*i519 + (3 + i1371)*i540 + (3 + i1376)*i545
+ (3 + i1379)*i548 + (3 + i1380)*i549 + (3 + i1382)*i551 + (3 + i1386)*
i555 + (3 + i1388)*i557 + (3 + i1400)*i569 + (3 + i1402)*i571 + (3 +
i1404)*i573 + (3 + i1405)*i574 + (3 + i1417)*i586 + (3 + i1425)*i594 + (3
+ i1429)*i598 + (3 + i1433)*i602 + (3 + i1437)*i606 + (3 + i1443)*i612
+ (3 + i1449)*i618 + (3 + i1474)*i643 + (3 + i1476)*i645 + (3 + i1491)*
i660 + (3 + i1493)*i662 + (3 + i1494)*i663 + (3 + i1495)*i664 + (3 +
i1539)*i708 + (3 + i1541)*i710 + (3 + i1542)*i711 + (3 + i1584)*i753 + (3
+ i1612)*i781 + (3 + i1614)*i783 + (3 + i1616)*i785 + (3 + i1617)*i786
+ (3 + i1657)*i826 + (3 + i1672)*i841 + (3 + i1673)*i842 + (3 + i1674)*
i843 + (3 + i1695)*i864 + (3 + i1703)*i872 + (3 + i1706)*i875 + (3 +
i1709)*i878 + (3 + i1713)*i882 + (3 + i1719)*i888 + (3 + i1726)*i895 + (3
+ i1727)*i896 + (3 + i1728)*i897) + x79 =E= 0;
e80.. -((3 + i932)*i101 + (3 + i938)*i107 + (3 + i941)*i110 + (3 + i942)*i111
+ (3 + i943)*i112 + (3 + i944)*i113 + (3 + i952)*i121 + (3 + i961)*i130
+ (3 + i963)*i132 + (3 + i964)*i133 + (3 + i965)*i134 + (3 + i984)*i153
+ (3 + i985)*i154 + (3 + i986)*i155 + (3 + i993)*i162 + (3 + i996)*i165
+ (3 + i997)*i166 + (3 + i998)*i167 + (3 + i999)*i168 + (3 + i1019)*i188
+ (3 + i1021)*i190 + (3 + i1023)*i192 + (3 + i1036)*i205 + (3 + i1037)*
i206 + (3 + i1041)*i210 + (3 + i1042)*i211 + (3 + i1053)*i222 + (3 +
i1054)*i223 + (3 + i1055)*i224 + (3 + i1062)*i231 + (3 + i1063)*i232 + (3
+ i1069)*i238 + (3 + i1070)*i239 + (3 + i1082)*i251 + (3 + i1084)*i253
+ (3 + i1085)*i254 + (3 + i1099)*i268 + (3 + i1131)*i300 + (3 + i1132)*
i301 + (3 + i1136)*i305 + (3 + i1137)*i306 + (3 + i1146)*i315 + (3 +
i1148)*i317 + (3 + i1149)*i318 + (3 + i1159)*i328 + (3 + i1170)*i339 + (3
+ i1176)*i345 + (3 + i1180)*i349 + (3 + i1181)*i350 + (3 + i1182)*i351
+ (3 + i1183)*i352 + (3 + i1184)*i353 + (3 + i1187)*i356 + (3 + i1188)*
i357 + (3 + i1190)*i359 + (3 + i1191)*i360 + (3 + i1194)*i363 + (3 +
i1195)*i364 + (3 + i1198)*i367 + (3 + i1199)*i368 + (3 + i1205)*i374 + (3
+ i1206)*i375 + (3 + i1210)*i379 + (3 + i1211)*i380 + (3 + i1212)*i381
+ (3 + i1221)*i390 + (3 + i1228)*i397 + (3 + i1229)*i398 + (3 + i1230)*
i399 + (3 + i1236)*i405 + (3 + i1237)*i406 + (3 + i1249)*i418 + (3 +
i1250)*i419 + (3 + i1251)*i420 + (3 + i1262)*i431 + (3 + i1263)*i432 + (3
+ i1276)*i445 + (3 + i1278)*i447 + (3 + i1286)*i455 + (3 + i1291)*i460
+ (3 + i1293)*i462 + (3 + i1326)*i495 + (3 + i1327)*i496 + (3 + i1329)*
i498 + (3 + i1330)*i499 + (3 + i1331)*i500 + (3 + i1332)*i501 + (3 +
i1346)*i515 + (3 + i1348)*i517 + (3 + i1349)*i518 + (3 + i1350)*i519 + (3
+ i1364)*i533 + (3 + i1365)*i534 + (3 + i1366)*i535 + (3 + i1367)*i536
+ (3 + i1370)*i539 + (3 + i1372)*i541 + (3 + i1373)*i542 + (3 + i1374)*
i543 + (3 + i1375)*i544 + (3 + i1377)*i546 + (3 + i1378)*i547 + (3 +
i1381)*i550 + (3 + i1383)*i552 + (3 + i1384)*i553 + (3 + i1385)*i554 + (3
+ i1386)*i555 + (3 + i1387)*i556 + (3 + i1388)*i557 + (3 + i1400)*i569
+ (3 + i1402)*i571 + (3 + i1404)*i573 + (3 + i1405)*i574 + (3 + i1416)*
i585 + (3 + i1417)*i586 + (3 + i1421)*i590 + (3 + i1422)*i591 + (3 +
i1424)*i593 + (3 + i1425)*i594 + (3 + i1427)*i596 + (3 + i1428)*i597 + (3
+ i1429)*i598 + (3 + i1432)*i601 + (3 + i1433)*i602 + (3 + i1435)*i604
+ (3 + i1436)*i605 + (3 + i1437)*i606 + (3 + i1438)*i607 + (3 + i1439)*
i608 + (3 + i1442)*i611 + (3 + i1443)*i612 + (3 + i1445)*i614 + (3 +
i1446)*i615 + (3 + i1448)*i617 + (3 + i1449)*i618 + (3 + i1451)*i620 + (3
+ i1452)*i621 + (3 + i1453)*i622 + (3 + i1454)*i623 + (3 + i1455)*i624
+ (3 + i1457)*i626 + (3 + i1465)*i634 + (3 + i1466)*i635 + (3 + i1468)*
i637 + (3 + i1470)*i639 + (3 + i1472)*i641 + (3 + i1473)*i642 + (3 +
i1474)*i643 + (3 + i1475)*i644 + (3 + i1476)*i645 + (3 + i1491)*i660 + (3
+ i1493)*i662 + (3 + i1494)*i663 + (3 + i1495)*i664 + (3 + i1539)*i708
+ (3 + i1541)*i710 + (3 + i1542)*i711 + (3 + i1571)*i740 + (3 + i1584)*
i753 + (3 + i1599)*i768 + (3 + i1604)*i773 + (3 + i1612)*i781 + (3 +
i1614)*i783 + (3 + i1616)*i785 + (3 + i1617)*i786 + (3 + i1657)*i826 + (3
+ i1672)*i841 + (3 + i1673)*i842 + (3 + i1674)*i843 + (3 + i1695)*i864
+ (3 + i1703)*i872 + (3 + i1706)*i875 + (3 + i1709)*i878 + (3 + i1713)*
i882 + (3 + i1719)*i888 + (3 + i1726)*i895 + (3 + i1727)*i896 + (3 +
i1728)*i897 + (3 + i1729)*i898) + x80 =E= 0;
e81.. -((3 + i941)*i110 + (3 + i944)*i113 + (3 + i965)*i134 + (3 + i986)*i155
+ (3 + i996)*i165 + (3 + i999)*i168 + (3 + i1063)*i232 + (3 + i1070)*
i239 + (3 + i1085)*i254 + (3 + i1137)*i306 + (3 + i1160)*i329 + (3 +
i1165)*i334 + (3 + i1184)*i353 + (3 + i1193)*i362 + (3 + i1197)*i366 + (3
+ i1204)*i373 + (3 + i1218)*i387 + (3 + i1263)*i432 + (3 + i1291)*i460
+ (3 + i1292)*i461 + (3 + i1329)*i498 + (3 + i1369)*i538 + (3 + i1385)*
i554 + (3 + i1388)*i557 + (3 + i1416)*i585 + (3 + i1419)*i588 + (3 +
i1421)*i590 + (3 + i1422)*i591 + (3 + i1424)*i593 + (3 + i1427)*i596 + (3
+ i1428)*i597 + (3 + i1432)*i601 + (3 + i1435)*i604 + (3 + i1436)*i605
+ (3 + i1441)*i610 + (3 + i1443)*i612 + (3 + i1444)*i613 + (3 + i1447)*
i616 + (3 + i1449)*i618 + (3 + i1450)*i619 + (3 + i1456)*i625 + (3 +
i1458)*i627 + (3 + i1459)*i628 + (3 + i1460)*i629 + (3 + i1461)*i630 + (3
+ i1463)*i632 + (3 + i1464)*i633 + (3 + i1467)*i636 + (3 + i1469)*i638
+ (3 + i1471)*i640 + (3 + i1474)*i643 + (3 + i1476)*i645 + (3 + i1519)*
i688 + (3 + i1521)*i690 + (3 + i1523)*i692 + (3 + i1601)*i770 + (3 +
i1603)*i772 + (3 + i1692)*i861 + (3 + i1716)*i885 + (3 + i1729)*i898)
+ x81 =E= 0;
e82.. -((3 + i1091)*i260 + (3 + i1093)*i262 + (3 + i1094)*i263 + (3 + i1102)*
i271 + (3 + i1103)*i272 + (3 + i1118)*i287 + (3 + i1119)*i288 + (3 +
i1120)*i289 + (3 + i1121)*i290 + (3 + i1122)*i291 + (3 + i1123)*i292 + (3
+ i1164)*i333 + (3 + i1196)*i365 + (3 + i1203)*i372 + (3 + i1217)*i386
+ (3 + i1301)*i470 + (3 + i1369)*i538 + (3 + i1418)*i587 + (3 + i1441)*
i610 + (3 + i1463)*i632 + (3 + i1518)*i687 + (3 + i1520)*i689 + (3 +
i1522)*i691 + (3 + i1550)*i719 + (3 + i1598)*i767 + (3 + i1600)*i769 + (3
+ i1602)*i771 + (3 + i1605)*i774 + (3 + i1691)*i860 + (3 + i1715)*i884)
+ x82 =E= 0;
e83.. -((3 + i942)*i111 + (3 + i944)*i113 + (3 + i965)*i134 + (3 + i986)*i155
+ (3 + i997)*i166 + (3 + i999)*i168 + (3 + i1063)*i232 + (3 + i1070)*
i239 + (3 + i1085)*i254 + (3 + i1091)*i260 + (3 + i1093)*i262 + (3 +
i1094)*i263 + (3 + i1118)*i287 + (3 + i1119)*i288 + (3 + i1120)*i289 + (3
+ i1121)*i290 + (3 + i1122)*i291 + (3 + i1123)*i292 + (3 + i1137)*i306
+ (3 + i1160)*i329 + (3 + i1164)*i333 + (3 + i1165)*i334 + (3 + i1184)*
i353 + (3 + i1192)*i361 + (3 + i1193)*i362 + (3 + i1196)*i365 + (3 +
i1197)*i366 + (3 + i1203)*i372 + (3 + i1204)*i373 + (3 + i1217)*i386 + (3
+ i1218)*i387 + (3 + i1263)*i432 + (3 + i1290)*i459 + (3 + i1292)*i461
+ (3 + i1301)*i470 + (3 + i1330)*i499 + (3 + i1386)*i555 + (3 + i1388)*
i557 + (3 + i1417)*i586 + (3 + i1420)*i589 + (3 + i1423)*i592 + (3 +
i1425)*i594 + (3 + i1426)*i595 + (3 + i1429)*i598 + (3 + i1430)*i599 + (3
+ i1431)*i600 + (3 + i1433)*i602 + (3 + i1434)*i603 + (3 + i1437)*i606
+ (3 + i1443)*i612 + (3 + i1444)*i613 + (3 + i1447)*i616 + (3 + i1449)*
i618 + (3 + i1450)*i619 + (3 + i1456)*i625 + (3 + i1458)*i627 + (3 +
i1459)*i628 + (3 + i1460)*i629 + (3 + i1461)*i630 + (3 + i1464)*i633 + (3
+ i1467)*i636 + (3 + i1469)*i638 + (3 + i1471)*i640 + (3 + i1474)*i643
+ (3 + i1476)*i645 + (3 + i1518)*i687 + (3 + i1519)*i688 + (3 + i1520)*
i689 + (3 + i1521)*i690 + (3 + i1522)*i691 + (3 + i1523)*i692 + (3 +
i1550)*i719 + (3 + i1598)*i767 + (3 + i1600)*i769 + (3 + i1601)*i770 + (3
+ i1602)*i771 + (3 + i1603)*i772 + (3 + i1605)*i774 + (3 + i1691)*i860
+ (3 + i1692)*i861 + (3 + i1715)*i884 + (3 + i1716)*i885 + (3 + i1729)*
i898) + x83 =E= 0;
e84.. -((3 + i952)*i121 + (3 + i1100)*i269 + (3 + i1104)*i273 + (3 + i1105)*
i274 + (3 + i1165)*i334 + (3 + i1197)*i366 + (3 + i1204)*i373 + (3 +
i1218)*i387 + (3 + i1368)*i537 + (3 + i1419)*i588 + (3 + i1440)*i609 + (3
+ i1462)*i631 + (3 + i1519)*i688 + (3 + i1521)*i690 + (3 + i1523)*i692
+ (3 + i1571)*i740 + (3 + i1599)*i768 + (3 + i1601)*i770 + (3 + i1603)*
i772 + (3 + i1604)*i773 + (3 + i1692)*i861 + (3 + i1716)*i885) + x84
=E= 0;
e85.. -((3 + i1094)*i263 + (3 + i1103)*i272 + (3 + i1105)*i274 + (3 + i1111)*
i280 + (3 + i1119)*i288 + (3 + i1121)*i290 + (3 + i1123)*i292 + (3 +
i1164)*i333 + (3 + i1165)*i334 + (3 + i1196)*i365 + (3 + i1197)*i366 + (3
+ i1368)*i537 + (3 + i1369)*i538 + (3 + i1418)*i587 + (3 + i1419)*i588
+ (3 + i1440)*i609 + (3 + i1441)*i610 + (3 + i1518)*i687 + (3 + i1519)*
i688 + (3 + i1520)*i689 + (3 + i1521)*i690 + (3 + i1522)*i691 + (3 +
i1523)*i692 + (3 + i1525)*i694) + x85 =E= 0;
e86.. -((3 + i953)*i122 + (3 + i954)*i123 + (3 + i1009)*i178 + (3 + i1010)*i179
+ (3 + i1048)*i217 + (3 + i1077)*i246 + (3 + i1078)*i247 + (3 + i1112)*
i281 + (3 + i1142)*i311 + (3 + i1169)*i338 + (3 + i1170)*i339 + (3 +
i1205)*i374 + (3 + i1206)*i375 + (3 + i1244)*i413 + (3 + i1271)*i440 + (3
+ i1272)*i441 + (3 + i1302)*i471 + (3 + i1303)*i472 + (3 + i1339)*i508
+ (3 + i1373)*i542 + (3 + i1374)*i543 + (3 + i1395)*i564 + (3 + i1424)*
i593 + (3 + i1425)*i594 + (3 + i1448)*i617 + (3 + i1449)*i618 + (3 +
i1484)*i653 + (3 + i1512)*i681 + (3 + i1572)*i741 + (3 + i1573)*i742 + (3
+ i1597)*i766 + (3 + i1607)*i776 + (3 + i1608)*i777 + (3 + i1609)*i778
+ (3 + i1610)*i779 + (3 + i1611)*i780 + (3 + i1612)*i781 + (3 + i1613)*
i782 + (3 + i1614)*i783 + (3 + i1615)*i784 + (3 + i1616)*i785 + (3 +
i1617)*i786 + (3 + i1618)*i787 + (3 + i1619)*i788 + (3 + i1620)*i789 + (3
+ i1621)*i790 + (3 + i1622)*i791 + (3 + i1623)*i792 + (3 + i1624)*i793
+ (3 + i1625)*i794 + (3 + i1626)*i795 + (3 + i1627)*i796 + (3 + i1628)*
i797 + (3 + i1629)*i798) + x86 =E= 0;
e87.. -((3 + i947)*i116 + (3 + i948)*i117 + (3 + i953)*i122 + (3 + i954)*i123
+ (3 + i1003)*i172 + (3 + i1004)*i173 + (3 + i1009)*i178 + (3 + i1010)*
i179 + (3 + i1048)*i217 + (3 + i1077)*i246 + (3 + i1078)*i247 + (3 +
i1107)*i276 + (3 + i1112)*i281 + (3 + i1142)*i311 + (3 + i1169)*i338 + (3
+ i1170)*i339 + (3 + i1198)*i367 + (3 + i1199)*i368 + (3 + i1205)*i374
+ (3 + i1206)*i375 + (3 + i1244)*i413 + (3 + i1271)*i440 + (3 + i1272)*
i441 + (3 + i1297)*i466 + (3 + i1298)*i467 + (3 + i1302)*i471 + (3 +
i1303)*i472 + (3 + i1334)*i503 + (3 + i1339)*i508 + (3 + i1373)*i542 + (3
+ i1374)*i543 + (3 + i1391)*i560 + (3 + i1395)*i564 + (3 + i1424)*i593
+ (3 + i1425)*i594 + (3 + i1442)*i611 + (3 + i1443)*i612 + (3 + i1448)*
i617 + (3 + i1449)*i618 + (3 + i1478)*i647 + (3 + i1484)*i653 + (3 +
i1509)*i678 + (3 + i1512)*i681 + (3 + i1533)*i702 + (3 + i1534)*i703 + (3
+ i1535)*i704 + (3 + i1536)*i705 + (3 + i1537)*i706 + (3 + i1538)*i707
+ (3 + i1539)*i708 + (3 + i1540)*i709 + (3 + i1541)*i710 + (3 + i1542)*
i711 + (3 + i1543)*i712 + (3 + i1544)*i713 + (3 + i1545)*i714 + (3 +
i1546)*i715 + (3 + i1547)*i716 + (3 + i1572)*i741 + (3 + i1573)*i742 + (3
+ i1597)*i766 + (3 + i1607)*i776 + (3 + i1608)*i777 + (3 + i1609)*i778
+ (3 + i1610)*i779 + (3 + i1611)*i780 + (3 + i1612)*i781 + (3 + i1613)*
i782 + (3 + i1614)*i783 + (3 + i1615)*i784 + (3 + i1616)*i785 + (3 +
i1617)*i786 + (3 + i1618)*i787 + (3 + i1619)*i788 + (3 + i1620)*i789 + (3
+ i1621)*i790 + (3 + i1622)*i791 + (3 + i1623)*i792 + (3 + i1624)*i793
+ (3 + i1625)*i794 + (3 + i1626)*i795 + (3 + i1627)*i796 + (3 + i1628)*
i797 + (3 + i1629)*i798) + x87 =E= 0;
e88.. -((3 + i931)*i100 + (3 + i983)*i152 + (3 + i989)*i158 + (3 + i990)*i159
+ (3 + i1005)*i174 + (3 + i1006)*i175 + (3 + i1007)*i176 + (3 + i1011)*
i180 + (3 + i1012)*i181 + (3 + i1014)*i183 + (3 + i1017)*i186 + (3 +
i1018)*i187 + (3 + i1020)*i189 + (3 + i1022)*i191 + (3 + i1025)*i194 + (3
+ i1026)*i195 + (3 + i1027)*i196 + (3 + i1028)*i197 + (3 + i1029)*i198
+ (3 + i1030)*i199 + (3 + i1031)*i200 + (3 + i1032)*i201 + (3 + i1039)*
i208 + (3 + i1045)*i214 + (3 + i1047)*i216 + (3 + i1050)*i219 + (3 +
i1059)*i228 + (3 + i1064)*i233 + (3 + i1073)*i242 + (3 + i1075)*i244 + (3
+ i1079)*i248 + (3 + i1083)*i252 + (3 + i1087)*i256 + (3 + i1092)*i261
+ (3 + i1097)*i266 + (3 + i1108)*i277 + (3 + i1109)*i278 + (3 + i1113)*
i282 + (3 + i1115)*i284 + (3 + i1117)*i286 + (3 + i1124)*i293 + (3 +
i1126)*i295 + (3 + i1127)*i296 + (3 + i1128)*i297 + (3 + i1133)*i302 + (3
+ i1140)*i309 + (3 + i1143)*i312 + (3 + i1147)*i316 + (3 + i1152)*i321
+ (3 + i1157)*i326 + (3 + i1158)*i327 + (3 + i1163)*i332 + (3 + i1169)*
i338 + (3 + i1175)*i344 + (3 + i1179)*i348 + (3 + i1233)*i402 + (3 +
i1241)*i410 + (3 + i1243)*i412 + (3 + i1246)*i415 + (3 + i1255)*i424 + (3
+ i1256)*i425 + (3 + i1267)*i436 + (3 + i1269)*i438 + (3 + i1273)*i442
+ (3 + i1277)*i446 + (3 + i1280)*i449 + (3 + i1285)*i454 + (3 + i1286)*
i455 + (3 + i1288)*i457 + (3 + i1291)*i460 + (3 + i1293)*i462 + (3 +
i1295)*i464 + (3 + i1296)*i465 + (3 + i1297)*i466 + (3 + i1302)*i471 + (3
+ i1308)*i477 + (3 + i1316)*i485 + (3 + i1318)*i487 + (3 + i1319)*i488
+ (3 + i1322)*i491 + (3 + i1337)*i506 + (3 + i1344)*i513 + (3 + i1353)*
i522 + (3 + i1357)*i526 + (3 + i1359)*i528 + (3 + i1361)*i530 + (3 +
i1370)*i539 + (3 + i1372)*i541 + (3 + i1375)*i544 + (3 + i1378)*i547 + (3
+ i1381)*i550 + (3 + i1392)*i561 + (3 + i1399)*i568 + (3 + i1401)*i570
+ (3 + i1403)*i572 + (3 + i1409)*i578 + (3 + i1410)*i579 + (3 + i1411)*
i580 + (3 + i1421)*i590 + (3 + i1422)*i591 + (3 + i1427)*i596 + (3 +
i1435)*i604 + (3 + i1445)*i614 + (3 + i1446)*i615 + (3 + i1451)*i620 + (3
+ i1453)*i622 + (3 + i1457)*i626 + (3 + i1465)*i634 + (3 + i1468)*i637
+ (3 + i1470)*i639 + (3 + i1472)*i641 + (3 + i1480)*i649 + (3 + i1482)*
i651 + (3 + i1486)*i655 + (3 + i1489)*i658 + (3 + i1498)*i667 + (3 +
i1502)*i671 + (3 + i1504)*i673 + (3 + i1506)*i675 + (3 + i1510)*i679 + (3
+ i1511)*i680 + (3 + i1513)*i682 + (3 + i1515)*i684 + (3 + i1517)*i686
+ (3 + i1526)*i695 + (3 + i1528)*i697 + (3 + i1529)*i698 + (3 + i1530)*
i699 + (3 + i1533)*i702 + (3 + i1534)*i703 + (3 + i1536)*i705 + (3 +
i1540)*i709 + (3 + i1545)*i714 + (3 + i1561)*i730 + (3 + i1562)*i731 + (3
+ i1563)*i732 + (3 + i1567)*i736 + (3 + i1571)*i740 + (3 + i1572)*i741
+ (3 + i1578)*i747 + (3 + i1584)*i753 + (3 + i1585)*i754 + (3 + i1588)*
i757 + (3 + i1594)*i763 + (3 + i1610)*i779 + (3 + i1613)*i782 + (3 +
i1615)*i784 + (3 + i1619)*i788 + (3 + i1622)*i791 + (3 + i1624)*i793 + (3
+ i1625)*i794 + (3 + i1640)*i809 + (3 + i1641)*i810 + (3 + i1642)*i811
+ (3 + i1646)*i815 + (3 + i1662)*i831 + (3 + i1678)*i847 + (3 + i1684)*
i853 + (3 + i1685)*i854 + (3 + i1687)*i856 + (3 + i1696)*i865 + (3 +
i1704)*i873 + (3 + i1710)*i879 + (3 + i1714)*i883 + (3 + i1730)*i899 + (3
+ i1732)*i901 + (3 + i1733)*i902 + (3 + i1735)*i904 + (3 + i1737)*i906
+ (3 + i1738)*i907 + (3 + i1739)*i908 + (3 + i1740)*i909 + (3 + i1741)*
i910 + (3 + i1742)*i911 + (3 + i1746)*i915 + (3 + i1750)*i919 + (3 +
i1752)*i921) + x88 =E= 0;
e89.. -((3 + i1008)*i177 + (3 + i1091)*i260 + (3 + i1093)*i262 + (3 + i1100)*
i269 + (3 + i1102)*i271 + (3 + i1104)*i273 + (3 + i1110)*i279 + (3 +
i1118)*i287 + (3 + i1120)*i289 + (3 + i1122)*i291 + (3 + i1217)*i386 + (3
+ i1218)*i387 + (3 + i1338)*i507 + (3 + i1394)*i563 + (3 + i1462)*i631
+ (3 + i1463)*i632 + (3 + i1483)*i652 + (3 + i1525)*i694 + (3 + i1597)*
i766 + (3 + i1606)*i775 + (3 + i1691)*i860 + (3 + i1692)*i861 + (3 +
i1715)*i884 + (3 + i1716)*i885) + x89 =E= 0;
e90.. -((3 + i949)*i118 + (3 + i950)*i119 + (3 + i955)*i124 + (3 + i956)*i125
+ (3 + i967)*i136 + (3 + i968)*i137 + (3 + i1005)*i174 + (3 + i1006)*
i175 + (3 + i1011)*i180 + (3 + i1012)*i181 + (3 + i1025)*i194 + (3 +
i1026)*i195 + (3 + i1044)*i213 + (3 + i1045)*i214 + (3 + i1049)*i218 + (3
+ i1050)*i219 + (3 + i1073)*i242 + (3 + i1074)*i243 + (3 + i1079)*i248
+ (3 + i1080)*i249 + (3 + i1108)*i277 + (3 + i1113)*i282 + (3 + i1124)*
i293 + (3 + i1143)*i312 + (3 + i1166)*i335 + (3 + i1167)*i336 + (3 +
i1171)*i340 + (3 + i1172)*i341 + (3 + i1200)*i369 + (3 + i1201)*i370 + (3
+ i1207)*i376 + (3 + i1208)*i377 + (3 + i1219)*i388 + (3 + i1220)*i389
+ (3 + i1240)*i409 + (3 + i1241)*i410 + (3 + i1245)*i414 + (3 + i1246)*
i415 + (3 + i1267)*i436 + (3 + i1268)*i437 + (3 + i1273)*i442 + (3 +
i1274)*i443 + (3 + i1299)*i468 + (3 + i1304)*i473 + (3 + i1317)*i486 + (3
+ i1335)*i504 + (3 + i1340)*i509 + (3 + i1352)*i521 + (3 + i1353)*i522
+ (3 + i1370)*i539 + (3 + i1371)*i540 + (3 + i1375)*i544 + (3 + i1376)*
i545 + (3 + i1420)*i589 + (3 + i1421)*i590 + (3 + i1426)*i595 + (3 +
i1427)*i596 + (3 + i1444)*i613 + (3 + i1445)*i614 + (3 + i1450)*i619 + (3
+ i1451)*i620 + (3 + i1464)*i633 + (3 + i1465)*i634 + (3 + i1479)*i648
+ (3 + i1480)*i649 + (3 + i1485)*i654 + (3 + i1486)*i655 + (3 + i1497)*
i666 + (3 + i1498)*i667 + (3 + i1510)*i679 + (3 + i1513)*i682 + (3 +
i1526)*i695 + (3 + i1533)*i702 + (3 + i1536)*i705 + (3 + i1548)*i717 + (3
+ i1549)*i718 + (3 + i1550)*i719 + (3 + i1552)*i721 + (3 + i1553)*i722
+ (3 + i1554)*i723 + (3 + i1555)*i724 + (3 + i1556)*i725 + (3 + i1557)*
i726 + (3 + i1558)*i727 + (3 + i1559)*i728 + (3 + i1560)*i729 + (3 +
i1561)*i730 + (3 + i1562)*i731 + (3 + i1563)*i732 + (3 + i1564)*i733 + (3
+ i1565)*i734 + (3 + i1566)*i735 + (3 + i1567)*i736 + (3 + i1568)*i737
+ (3 + i1569)*i738 + (3 + i1570)*i739 + (3 + i1574)*i743 + (3 + i1575)*
i744 + (3 + i1586)*i755 + (3 + i1587)*i756 + (3 + i1598)*i767 + (3 +
i1619)*i788 + (3 + i1630)*i799 + (3 + i1631)*i800 + (3 + i1632)*i801 + (3
+ i1633)*i802 + (3 + i1634)*i803 + (3 + i1635)*i804 + (3 + i1636)*i805
+ (3 + i1637)*i806 + (3 + i1638)*i807 + (3 + i1639)*i808 + (3 + i1640)*
i809 + (3 + i1641)*i810 + (3 + i1642)*i811 + (3 + i1643)*i812 + (3 +
i1644)*i813 + (3 + i1645)*i814 + (3 + i1646)*i815 + (3 + i1647)*i816 + (3
+ i1648)*i817 + (3 + i1649)*i818 + (3 + i1659)*i828 + (3 + i1660)*i829
+ (3 + i1693)*i862 + (3 + i1694)*i863 + (3 + i1717)*i886 + (3 + i1718)*
i887 + (3 + i1732)*i901 + (3 + i1733)*i902 + (3 + i1734)*i903 + (3 +
i1735)*i904 + (3 + i1736)*i905) + x90 =E= 0;
e91.. -((3 + i949)*i118 + (3 + i950)*i119 + (3 + i955)*i124 + (3 + i956)*i125
+ (3 + i958)*i127 + (3 + i959)*i128 + (3 + i967)*i136 + (3 + i968)*i137
+ (3 + i1005)*i174 + (3 + i1006)*i175 + (3 + i1011)*i180 + (3 + i1012)*
i181 + (3 + i1017)*i186 + (3 + i1018)*i187 + (3 + i1025)*i194 + (3 +
i1026)*i195 + (3 + i1044)*i213 + (3 + i1045)*i214 + (3 + i1049)*i218 + (3
+ i1050)*i219 + (3 + i1073)*i242 + (3 + i1074)*i243 + (3 + i1079)*i248
+ (3 + i1080)*i249 + (3 + i1108)*i277 + (3 + i1113)*i282 + (3 + i1117)*
i286 + (3 + i1124)*i293 + (3 + i1143)*i312 + (3 + i1166)*i335 + (3 +
i1167)*i336 + (3 + i1171)*i340 + (3 + i1172)*i341 + (3 + i1200)*i369 + (3
+ i1201)*i370 + (3 + i1207)*i376 + (3 + i1208)*i377 + (3 + i1213)*i382
+ (3 + i1214)*i383 + (3 + i1219)*i388 + (3 + i1220)*i389 + (3 + i1240)*
i409 + (3 + i1241)*i410 + (3 + i1245)*i414 + (3 + i1246)*i415 + (3 +
i1267)*i436 + (3 + i1268)*i437 + (3 + i1273)*i442 + (3 + i1274)*i443 + (3
+ i1299)*i468 + (3 + i1304)*i473 + (3 + i1309)*i478 + (3 + i1317)*i486
+ (3 + i1335)*i504 + (3 + i1340)*i509 + (3 + i1343)*i512 + (3 + i1344)*
i513 + (3 + i1352)*i521 + (3 + i1353)*i522 + (3 + i1370)*i539 + (3 +
i1371)*i540 + (3 + i1375)*i544 + (3 + i1376)*i545 + (3 + i1399)*i568 + (3
+ i1420)*i589 + (3 + i1421)*i590 + (3 + i1426)*i595 + (3 + i1427)*i596
+ (3 + i1444)*i613 + (3 + i1445)*i614 + (3 + i1450)*i619 + (3 + i1451)*
i620 + (3 + i1456)*i625 + (3 + i1457)*i626 + (3 + i1464)*i633 + (3 +
i1465)*i634 + (3 + i1479)*i648 + (3 + i1480)*i649 + (3 + i1485)*i654 + (3
+ i1486)*i655 + (3 + i1488)*i657 + (3 + i1489)*i658 + (3 + i1497)*i666
+ (3 + i1498)*i667 + (3 + i1510)*i679 + (3 + i1513)*i682 + (3 + i1517)*
i686 + (3 + i1526)*i695 + (3 + i1533)*i702 + (3 + i1536)*i705 + (3 +
i1548)*i717 + (3 + i1549)*i718 + (3 + i1550)*i719 + (3 + i1552)*i721 + (3
+ i1553)*i722 + (3 + i1555)*i724 + (3 + i1556)*i725 + (3 + i1557)*i726
+ (3 + i1558)*i727 + (3 + i1559)*i728 + (3 + i1560)*i729 + (3 + i1561)*
i730 + (3 + i1562)*i731 + (3 + i1563)*i732 + (3 + i1564)*i733 + (3 +
i1565)*i734 + (3 + i1566)*i735 + (3 + i1567)*i736 + (3 + i1568)*i737 + (3
+ i1569)*i738 + (3 + i1570)*i739 + (3 + i1574)*i743 + (3 + i1575)*i744
+ (3 + i1579)*i748 + (3 + i1580)*i749 + (3 + i1586)*i755 + (3 + i1587)*
i756 + (3 + i1598)*i767 + (3 + i1610)*i779 + (3 + i1611)*i780 + (3 +
i1619)*i788 + (3 + i1630)*i799 + (3 + i1631)*i800 + (3 + i1632)*i801 + (3
+ i1634)*i803 + (3 + i1635)*i804 + (3 + i1636)*i805 + (3 + i1637)*i806
+ (3 + i1638)*i807 + (3 + i1639)*i808 + (3 + i1640)*i809 + (3 + i1641)*
i810 + (3 + i1642)*i811 + (3 + i1643)*i812 + (3 + i1644)*i813 + (3 +
i1645)*i814 + (3 + i1646)*i815 + (3 + i1647)*i816 + (3 + i1648)*i817 + (3
+ i1649)*i818 + (3 + i1651)*i820 + (3 + i1652)*i821 + (3 + i1659)*i828
+ (3 + i1660)*i829 + (3 + i1680)*i849 + (3 + i1681)*i850 + (3 + i1682)*
i851 + (3 + i1683)*i852 + (3 + i1684)*i853 + (3 + i1685)*i854 + (3 +
i1686)*i855 + (3 + i1687)*i856 + (3 + i1688)*i857 + (3 + i1693)*i862 + (3
+ i1694)*i863 + (3 + i1717)*i886 + (3 + i1718)*i887 + (3 + i1732)*i901
+ (3 + i1733)*i902 + (3 + i1734)*i903 + (3 + i1735)*i904 + (3 + i1736)*
i905) + x91 =E= 0;
e92.. -((33.219 + 11.073*i924)*i93 + (52.7270016 + 5.4159872*i924)*i93 + 0.001*
i924 + (33.219 + 11.073*i925)*i94 + (57.3990144 + 5.8958848*i925)*i94 +
0.001*i925 + (33.219 + 11.073*i926)*i95 + (40.7132544 + 4.1819648*i926)*
i95 + 0.001*i926 + (33.219 + 11.073*i927)*i96 + (64.7407488 + 6.6500096*
i927)*i96 + 0.001*i927 + (44.292 + 14.764*i928)*i97 + (103.451712 +
10.626304*i928)*i97 + 0.001*i928 + (55.365 + 18.455*i929)*i98 + (
148.8369792 + 15.2881664*i929)*i98 + 0.001*i929 + (33.219 + 11.073*i930)*
i99 + (70.7476224 + 7.2670208*i930)*i99 + 0.001*i930 + (44.292 + 14.764*
i931)*i100 + (100.11456 + 10.28352*i931)*i100 + 0.001*i931 + (44.292 +
14.764*i932)*i101 + (88.7682432 + 9.1180544*i932)*i101 + 0.001*i932 + (
44.292 + 14.764*i933)*i102 + (90.7705344 + 9.3237248*i933)*i102 + 0.001*
i933 + (22.146 + 7.382*i934)*i103 + (30.7017984 + 3.1536128*i934)*i103 +
0.001*i934 + (33.219 + 11.073*i935)*i104 + (63.405888 + 6.512896*i935)*
i104 + 0.001*i935 + (44.292 + 14.764*i936)*i105 + (80.091648 + 8.226816*
i936)*i105 + 0.001*i936 + (44.292 + 14.764*i937)*i106 + (72.0824832 +
7.4041344*i937)*i106 + 0.001*i937 + (33.219 + 11.073*i938)*i107 + (
60.068736 + 6.170112*i938)*i107 + 0.001*i938 + (55.365 + 18.455*i939)*
i108 + (122.1397632 + 12.5458944*i939)*i108 + 0.001*i939 + (66.438 +
22.146*i940)*i109 + (167.5250304 + 17.2077568*i940)*i109 + 0.001*i940 + (
44.292 + 14.764*i941)*i110 + (80.091648 + 8.226816*i941)*i110 + 0.001*
i941 + (44.292 + 14.764*i942)*i111 + (91.4379648 + 9.3922816*i942)*i111
+ 0.001*i942 + (33.219 + 11.073*i943)*i112 + (79.4242176 + 8.1582592*
i943)*i112 + 0.001*i943 + (44.292 + 14.764*i944)*i113 + (92.1053952 +
9.4608384*i944)*i113 + 0.001*i944 + (33.219 + 11.073*i945)*i114 + (
66.74304 + 6.85568*i945)*i114 + 0.001*i945 + (44.292 + 14.764*i946)*i115
+ (77.4219264 + 7.9525888*i946)*i115 + 0.001*i946 + (44.292 + 14.764*
i947)*i116 + (95.4425472 + 9.8036224*i947)*i116 + 0.001*i947 + (55.365 +
18.455*i948)*i117 + (140.8278144 + 14.4654848*i948)*i117 + 0.001*i948 + (
55.365 + 18.455*i949)*i118 + (128.1466368 + 13.1629056*i949)*i118 + 0.001
*i949 + (66.438 + 22.146*i950)*i119 + (144.8323968 + 14.8768256*i950)*
i119 + 0.001*i950 + (22.146 + 7.382*i951)*i120 + (42.0481152 + 4.3190784*
i951)*i120 + 0.001*i951 + (44.292 + 14.764*i952)*i121 + (91.4379648 +
9.3922816*i952)*i121 + 0.001*i952 + (55.365 + 18.455*i953)*i122 + (
114.7980288 + 11.7917696*i953)*i122 + 0.001*i953 + (66.438 + 22.146*i954)
*i123 + (160.183296 + 16.453632*i954)*i123 + 0.001*i954 + (55.365 +
18.455*i955)*i124 + (129.4814976 + 13.3000192*i955)*i124 + 0.001*i955 + (
66.438 + 22.146*i956)*i125 + (146.1672576 + 15.0139392*i956)*i125 + 0.001
*i956 + (44.292 + 14.764*i957)*i126 + (78.7567872 + 8.0897024*i957)*i126
+ 0.001*i957 + (44.292 + 14.764*i958)*i127 + (99.4471296 + 10.2149632*
i958)*i127 + 0.001*i958 + (55.365 + 18.455*i959)*i128 + (116.1328896 +
11.9288832*i959)*i128 + 0.001*i959 + (44.292 + 14.764*i960)*i129 + (
86.0985216 + 8.8438272*i960)*i129 + 0.001*i960 + (44.292 + 14.764*i961)*
i130 + (114.1305984 + 11.7232128*i961)*i130 + 0.001*i961 + (44.292 +
14.764*i962)*i131 + (91.4379648 + 9.3922816*i962)*i131 + 0.001*i962 + (
55.365 + 18.455*i963)*i132 + (119.4700416 + 12.2716672*i963)*i132 + 0.001
*i963 + (33.219 + 11.073*i964)*i133 + (76.0870656 + 7.8154752*i964)*i133
+ 0.001*i964 + (44.292 + 14.764*i965)*i134 + (95.4425472 + 9.8036224*
i965)*i134 + 0.001*i965 + (44.292 + 14.764*i966)*i135 + (77.4219264 +
7.9525888*i966)*i135 + 0.001*i966 + (55.365 + 18.455*i967)*i136 + (
115.4654592 + 11.8603264*i967)*i136 + 0.001*i967 + (55.365 + 18.455*i968)
*i137 + (132.1512192 + 13.5742464*i968)*i137 + 0.001*i968 + (22.146 +
7.382*i969)*i138 + (38.7109632 + 3.9762944*i969)*i138 + 0.001*i969 + (
44.292 + 14.764*i970)*i139 + (98.1122688 + 10.0778496*i970)*i139 + 0.001*
i970 + (55.365 + 18.455*i971)*i140 + (114.7980288 + 11.7917696*i971)*i140
+ 0.001*i971 + (44.292 + 14.764*i972)*i141 + (100.11456 + 10.28352*i972)
*i141 + 0.001*i972 + (55.365 + 18.455*i973)*i142 + (116.80032 + 11.99744*
i973)*i142 + 0.001*i973 + (44.292 + 14.764*i974)*i143 + (83.4288 + 8.5696
*i974)*i143 + 0.001*i974 + (44.292 + 14.764*i975)*i144 + (100.11456 +
10.28352*i975)*i144 + 0.001*i975 + (33.219 + 11.073*i976)*i145 + (
51.3921408 + 5.2788736*i976)*i145 + 0.001*i976 + (33.219 + 11.073*i977)*
i146 + (65.4081792 + 6.7185664*i977)*i146 + 0.001*i977 + (44.292 + 14.764
*i978)*i147 + (91.4379648 + 9.3922816*i978)*i147 + 0.001*i978 + (22.146
+ 7.382*i979)*i148 + (28.6995072 + 2.9479424*i979)*i148 + 0.001*i979 + (
22.146 + 7.382*i980)*i149 + (30.7017984 + 3.1536128*i980)*i149 + 0.001*
i980 + (44.292 + 14.764*i981)*i150 + (96.1099776 + 9.8721792*i981)*i150
+ 0.001*i981 + (44.292 + 14.764*i982)*i151 + (111.4608768 + 11.4489856*
i982)*i151 + 0.001*i982 + (44.292 + 14.764*i983)*i152 + (75.4196352 +
7.7469184*i983)*i152 + 0.001*i983 + (44.292 + 14.764*i984)*i153 + (
84.0962304 + 8.6381568*i984)*i153 + 0.001*i984 + (33.219 + 11.073*i985)*
i154 + (64.0733184 + 6.5814528*i985)*i154 + 0.001*i985 + (44.292 + 14.764
*i986)*i155 + (83.4288 + 8.5696*i986)*i155 + 0.001*i986 + (22.146 + 7.382
*i987)*i156 + (38.7109632 + 3.9762944*i987)*i156 + 0.001*i987 + (22.146
+ 7.382*i988)*i157 + (41.3806848 + 4.2505216*i988)*i157 + 0.001*i988 + (
33.219 + 11.073*i989)*i158 + (68.0779008 + 6.9927936*i989)*i158 + 0.001*
i989 + (44.292 + 14.764*i990)*i159 + (84.7636608 + 8.7067136*i990)*i159
+ 0.001*i990 + (44.292 + 14.764*i991)*i160 + (80.091648 + 8.226816*i991)
*i160 + 0.001*i991 + (44.292 + 14.764*i992)*i161 + (106.1214336 +
10.9005312*i992)*i161 + 0.001*i992 + (22.146 + 7.382*i993)*i162 + (
35.3738112 + 3.6335104*i993)*i162 + 0.001*i993 + (44.292 + 14.764*i994)*
i163 + (114.7980288 + 11.7917696*i994)*i163 + 0.001*i994 + (55.365 +
18.455*i995)*i164 + (130.148928 + 13.368576*i995)*i164 + 0.001*i995 + (
33.219 + 11.073*i996)*i165 + (55.3967232 + 5.6902144*i996)*i165 + 0.001*
i996 + (33.219 + 11.073*i997)*i166 + (66.74304 + 6.85568*i997)*i166 +
0.001*i997 + (33.219 + 11.073*i998)*i167 + (54.7292928 + 5.6216576*i998)*
i167 + 0.001*i998 + (33.219 + 11.073*i999)*i168 + (67.4104704 + 6.9242368
*i999)*i168 + 0.001*i999 + (33.219 + 11.073*i1000)*i169 + (74.7522048 +
7.6783616*i1000)*i169 + 0.001*i1000 + (44.292 + 14.764*i1001)*i170 + (
100.7819904 + 10.3520768*i1001)*i170 + 0.001*i1001 + (33.219 + 11.073*
i1002)*i171 + (43.382976 + 4.456192*i1002)*i171 + 0.001*i1002 + (44.292
+ 14.764*i1003)*i172 + (88.1008128 + 9.0494976*i1003)*i172 + 0.001*i1003
+ (44.292 + 14.764*i1004)*i173 + (103.451712 + 10.626304*i1004)*i173 +
0.001*i1004 + (55.365 + 18.455*i1005)*i174 + (132.8186496 + 13.6428032*
i1005)*i174 + 0.001*i1005 + (66.438 + 22.146*i1006)*i175 + (149.5044096
+ 15.3567232*i1006)*i175 + 0.001*i1006 + (33.219 + 11.073*i1007)*i176 +
(46.720128 + 4.798976*i1007)*i176 + 0.001*i1007 + (33.219 + 11.073*i1008)
*i177 + (56.0641536 + 5.7587712*i1008)*i177 + 0.001*i1008 + (44.292 +
14.764*i1009)*i178 + (107.4562944 + 11.0376448*i1009)*i178 + 0.001*i1009
+ (55.365 + 18.455*i1010)*i179 + (122.8071936 + 12.6144512*i1010)*i179
+ 0.001*i1010 + (55.365 + 18.455*i1011)*i180 + (134.1535104 + 13.7799168
*i1011)*i180 + 0.001*i1011 + (66.438 + 22.146*i1012)*i181 + (150.8392704
+ 15.4938368*i1012)*i181 + 0.001*i1012 + (33.219 + 11.073*i1013)*i182 +
(65.4081792 + 6.7185664*i1013)*i182 + 0.001*i1013 + (33.219 + 11.073*
i1014)*i183 + (76.0870656 + 7.8154752*i1014)*i183 + 0.001*i1014 + (44.292
+ 14.764*i1015)*i184 + (86.765952 + 8.912384*i1015)*i184 + 0.001*i1015
+ (55.365 + 18.455*i1016)*i185 + (112.7957376 + 11.5860992*i1016)*i185
+ 0.001*i1016 + (44.292 + 14.764*i1017)*i186 + (104.1191424 + 10.6948608
*i1017)*i186 + 0.001*i1017 + (55.365 + 18.455*i1018)*i187 + (120.8049024
+ 12.4087808*i1018)*i187 + 0.001*i1018 + (44.292 + 14.764*i1019)*i188 +
(89.4356736 + 9.1866112*i1019)*i188 + 0.001*i1019 + (44.292 + 14.764*
i1020)*i189 + (90.7705344 + 9.3237248*i1020)*i189 + 0.001*i1020 + (44.292
+ 14.764*i1021)*i190 + (94.7751168 + 9.7350656*i1021)*i190 + 0.001*i1021
+ (44.292 + 14.764*i1022)*i191 + (96.1099776 + 9.8721792*i1022)*i191 +
0.001*i1022 + (33.219 + 11.073*i1023)*i192 + (51.3921408 + 5.2788736*
i1023)*i192 + 0.001*i1023 + (22.146 + 7.382*i1024)*i193 + (38.0435328 +
3.9077376*i1024)*i193 + 0.001*i1024 + (55.365 + 18.455*i1025)*i194 + (
120.137472 + 12.340224*i1025)*i194 + 0.001*i1025 + (55.365 + 18.455*i1026
)*i195 + (136.823232 + 14.054144*i1026)*i195 + 0.001*i1026 + (44.292 +
14.764*i1027)*i196 + (102.7842816 + 10.5577472*i1027)*i196 + 0.001*i1027
+ (55.365 + 18.455*i1028)*i197 + (119.4700416 + 12.2716672*i1028)*i197
+ 0.001*i1028 + (44.292 + 14.764*i1029)*i198 + (104.7865728 + 10.7634176
*i1029)*i198 + 0.001*i1029 + (55.365 + 18.455*i1030)*i199 + (121.4723328
+ 12.4773376*i1030)*i199 + 0.001*i1030 + (44.292 + 14.764*i1031)*i200 +
(88.1008128 + 9.0494976*i1031)*i200 + 0.001*i1031 + (44.292 + 14.764*
i1032)*i201 + (104.7865728 + 10.7634176*i1032)*i201 + 0.001*i1032 + (
22.146 + 7.382*i1033)*i202 + (44.0504064 + 4.5247488*i1033)*i202 + 0.001*
i1033 + (33.219 + 11.073*i1034)*i203 + (65.4081792 + 6.7185664*i1034)*
i203 + 0.001*i1034 + (44.292 + 14.764*i1035)*i204 + (96.1099776 +
9.8721792*i1035)*i204 + 0.001*i1035 + (55.365 + 18.455*i1036)*i205 + (
129.4814976 + 13.3000192*i1036)*i205 + 0.001*i1036 + (66.438 + 22.146*
i1037)*i206 + (146.1672576 + 15.0139392*i1037)*i206 + 0.001*i1037 + (
55.365 + 18.455*i1038)*i207 + (120.8049024 + 12.4087808*i1038)*i207 +
0.001*i1038 + (55.365 + 18.455*i1039)*i208 + (133.48608 + 13.71136*i1039)
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8.4324864*i1731)*i900 + 0.001*i1731 + (44.292 + 14.764*i1732)*i901 + (
106.1214336 + 10.9005312*i1732)*i901 + 0.001*i1732 + (55.365 + 18.455*
i1733)*i902 + (122.8071936 + 12.6144512*i1733)*i902 + 0.001*i1733 + (
44.292 + 14.764*i1734)*i903 + (86.765952 + 8.912384*i1734)*i903 + 0.001*
i1734 + (66.438 + 22.146*i1735)*i904 + (164.1878784 + 16.8649728*i1735)*
i904 + 0.001*i1735 + (66.438 + 22.146*i1736)*i905 + (166.8576 + 17.1392*
i1736)*i905 + 0.001*i1736 + (44.292 + 14.764*i1737)*i906 + (88.7682432 +
9.1180544*i1737)*i906 + 0.001*i1737 + (44.292 + 14.764*i1738)*i907 + (
105.4540032 + 10.8319744*i1738)*i907 + 0.001*i1738 + (44.292 + 14.764*
i1739)*i908 + (90.7705344 + 9.3237248*i1739)*i908 + 0.001*i1739 + (44.292
+ 14.764*i1740)*i909 + (107.4562944 + 11.0376448*i1740)*i909 + 0.001*
i1740 + (33.219 + 11.073*i1741)*i910 + (74.0847744 + 7.6098048*i1741)*
i910 + 0.001*i1741 + (44.292 + 14.764*i1742)*i911 + (90.7705344 +
9.3237248*i1742)*i911 + 0.001*i1742 + (33.219 + 11.073*i1743)*i912 + (
58.0664448 + 5.9644416*i1743)*i912 + 0.001*i1743 + (33.219 + 11.073*i1744
)*i913 + (51.3921408 + 5.2788736*i1744)*i913 + 0.001*i1744 + (33.219 +
11.073*i1745)*i914 + (54.7292928 + 5.6216576*i1745)*i914 + 0.001*i1745 +
(55.365 + 18.455*i1746)*i915 + (146.834688 + 15.082496*i1746)*i915 +
0.001*i1746 + (66.438 + 22.146*i1747)*i916 + (149.5044096 + 15.3567232*
i1747)*i916 + 0.001*i1747 + (55.365 + 18.455*i1748)*i917 + (110.7934464
+ 11.3804288*i1748)*i917 + 0.001*i1748 + (55.365 + 18.455*i1749)*i918 +
(127.4792064 + 13.0943488*i1749)*i918 + 0.001*i1749 + (66.438 + 22.146*
i1750)*i919 + (148.8369792 + 15.2881664*i1750)*i919 + 0.001*i1750 + (
66.438 + 22.146*i1751)*i920 + (151.5067008 + 15.5623936*i1751)*i920 +
0.001*i1751 + (55.365 + 18.455*i1752)*i921 + (132.1512192 + 13.5742464*
i1752)*i921 + 0.001*i1752 + (66.438 + 22.146*i1753)*i922 + (134.8209408
+ 13.8484736*i1753)*i922 + 0.001*i1753 + (33.219 + 11.073*i1754)*i923 +
(64.0733184 + 6.5814528*i1754)*i923 + 0.001*i1754) + objvar =E= 0;
* set non-default bounds
x1.lo = 1; x1.up = 2;
x2.lo = 2; x2.up = 4;
x3.lo = 2; x3.up = 4;
x4.fx = 0;
x5.lo = 2; x5.up = 4;
x6.lo = 2; x6.up = 3;
x7.lo = 2; x7.up = 3;
x8.lo = 2; x8.up = 4;
x9.lo = 2; x9.up = 3;
x10.lo = 2; x10.up = 3;
x11.lo = 2; x11.up = 3;
x12.lo = 2; x12.up = 3;
x13.lo = 2; x13.up = 5;
x14.lo = 2; x14.up = 4;
x15.lo = 2; x15.up = 3;
x16.lo = 2; x16.up = 3;
x17.lo = 2; x17.up = 3;
x18.lo = 2; x18.up = 3;
x19.lo = 2; x19.up = 3;
x20.lo = 2; x20.up = 3;
x21.lo = 2; x21.up = 3;
x22.lo = 2; x22.up = 5;
x23.lo = 1; x23.up = 2;
x24.lo = 2; x24.up = 3;
x25.lo = 2; x25.up = 5;
x26.lo = 2; x26.up = 4;
x27.lo = 2; x27.up = 4;
x28.lo = 2; x28.up = 3;
x29.lo = 1; x29.up = 2;
x30.lo = 2; x30.up = 4;
x31.lo = 1; x31.up = 2;
x32.lo = 2; x32.up = 4;
x33.lo = 2; x33.up = 4;
x34.lo = 3; x34.up = 6;
x35.lo = 2; x35.up = 4;
x36.lo = 2; x36.up = 4;
x37.lo = 2; x37.up = 5;
x38.lo = 2; x38.up = 4;
x39.fx = 0;
x40.lo = 2; x40.up = 4;
x41.lo = 1; x41.up = 2;
x42.lo = 1; x42.up = 2;
x43.lo = 1; x43.up = 2;
x44.lo = 2; x44.up = 3;
x45.lo = 2; x45.up = 3;
x46.lo = 2; x46.up = 4;
x47.lo = 2; x47.up = 4;
x48.lo = 2; x48.up = 3;
x49.lo = 2; x49.up = 3;
x50.lo = 2; x50.up = 3;
x51.fx = 0;
x52.fx = 0;
x53.lo = 4;
x54.lo = 17;
x55.lo = 15;
x56.lo = 12;
x57.lo = 7;
x58.lo = 8;
x59.lo = 17;
x60.lo = 8;
x61.lo = 9;
x62.lo = 23;
x63.lo = 17;
x64.lo = 9;
x65.lo = 7;
x66.lo = 7;
x67.lo = 8;
x68.lo = 7;
x69.lo = 25;
x70.lo = 4;
x71.lo = 11;
x72.lo = 20;
x73.lo = 19;
x74.lo = 13;
x75.lo = 4;
x76.lo = 10;
x77.lo = 4;
x78.lo = 12;
x79.lo = 11;
x80.lo = 40;
x81.lo = 11;
x82.lo = 15;
x83.lo = 30;
x84.lo = 16;
x85.lo = 10;
x86.lo = 4;
x87.lo = 4;
x88.lo = 16;
x89.lo = 13;
x90.lo = 9;
x91.lo = 10;
i93.up = 1;
i94.up = 1;
i95.up = 1;
i96.up = 1;
i97.up = 1;
i98.up = 1;
i99.up = 1;
i100.up = 1;
i101.up = 1;
i102.up = 1;
i103.up = 1;
i104.up = 1;
i105.up = 1;
i106.up = 1;
i107.up = 1;
i108.up = 1;
i109.up = 1;
i110.up = 1;
i111.up = 1;
i112.up = 1;
i113.up = 1;
i114.up = 1;
i115.up = 1;
i116.up = 1;
i117.up = 1;
i118.up = 1;
i119.up = 1;
i120.up = 1;
i121.up = 1;
i122.up = 1;
i123.up = 1;
i124.up = 1;
i125.up = 1;
i126.up = 1;
i127.up = 1;
i128.up = 1;
i129.up = 1;
i130.up = 1;
i131.up = 1;
i132.up = 1;
i133.up = 1;
i134.up = 1;
i135.up = 1;
i136.up = 1;
i137.up = 1;
i138.up = 1;
i139.up = 1;
i140.up = 1;
i141.up = 1;
i142.up = 1;
i143.up = 1;
i144.up = 1;
i145.up = 1;
i146.up = 1;
i147.up = 1;
i148.up = 1;
i149.up = 1;
i150.up = 1;
i151.up = 1;
i152.up = 1;
i153.up = 1;
i154.up = 1;
i155.up = 1;
i156.up = 1;
i157.up = 1;
i158.up = 1;
i159.up = 1;
i160.up = 1;
i161.up = 1;
i162.up = 1;
i163.up = 1;
i164.up = 1;
i165.up = 1;
i166.up = 1;
i167.up = 1;
i168.up = 1;
i169.up = 1;
i170.up = 1;
i171.up = 1;
i172.up = 1;
i173.up = 1;
i174.up = 1;
i175.up = 1;
i176.up = 1;
i177.up = 1;
i178.up = 1;
i179.up = 1;
i180.up = 1;
i181.up = 1;
i182.up = 1;
i183.up = 1;
i184.up = 1;
i185.up = 1;
i186.up = 1;
i187.up = 1;
i188.up = 1;
i189.up = 1;
i190.up = 1;
i191.up = 1;
i192.up = 1;
i193.up = 1;
i194.up = 1;
i195.up = 1;
i196.up = 1;
i197.up = 1;
i198.up = 1;
i199.up = 1;
i200.up = 1;
i201.up = 1;
i202.up = 1;
i203.up = 1;
i204.up = 1;
i205.up = 1;
i206.up = 1;
i207.up = 1;
i208.up = 1;
i209.up = 1;
i210.up = 1;
i211.up = 1;
i212.up = 1;
i213.up = 1;
i214.up = 1;
i215.up = 1;
i216.up = 1;
i217.up = 1;
i218.up = 1;
i219.up = 1;
i220.up = 1;
i221.up = 1;
i222.up = 1;
i223.up = 1;
i224.up = 1;
i225.up = 1;
i226.up = 1;
i227.up = 1;
i228.up = 1;
i229.up = 1;
i230.up = 1;
i231.up = 1;
i232.up = 1;
i233.up = 1;
i234.up = 1;
i235.up = 1;
i236.up = 1;
i237.up = 1;
i238.up = 1;
i239.up = 1;
i240.up = 1;
i241.up = 1;
i242.up = 1;
i243.up = 1;
i244.up = 1;
i245.up = 1;
i246.up = 1;
i247.up = 1;
i248.up = 1;
i249.up = 1;
i250.up = 1;
i251.up = 1;
i252.up = 1;
i253.up = 1;
i254.up = 1;
i255.up = 1;
i256.up = 1;
i257.up = 1;
i258.up = 1;
i259.up = 1;
i260.up = 1;
i261.up = 1;
i262.up = 1;
i263.up = 1;
i264.up = 1;
i265.up = 1;
i266.up = 1;
i267.up = 1;
i268.up = 1;
i269.up = 1;
i270.up = 1;
i271.up = 1;
i272.up = 1;
i273.up = 1;
i274.up = 1;
i275.up = 1;
i276.up = 1;
i277.up = 1;
i278.up = 1;
i279.up = 1;
i280.up = 1;
i281.up = 1;
i282.up = 1;
i283.up = 1;
i284.up = 1;
i285.up = 1;
i286.up = 1;
i287.up = 1;
i288.up = 1;
i289.up = 1;
i290.up = 1;
i291.up = 1;
i292.up = 1;
i293.up = 1;
i294.up = 1;
i295.up = 1;
i296.up = 1;
i297.up = 1;
i298.up = 1;
i299.up = 1;
i300.up = 1;
i301.up = 1;
i302.up = 1;
i303.up = 1;
i304.up = 1;
i305.up = 1;
i306.up = 1;
i307.up = 1;
i308.up = 1;
i309.up = 1;
i310.up = 1;
i311.up = 1;
i312.up = 1;
i313.up = 1;
i314.up = 1;
i315.up = 1;
i316.up = 1;
i317.up = 1;
i318.up = 1;
i319.up = 1;
i320.up = 1;
i321.up = 1;
i322.up = 1;
i323.up = 1;
i324.up = 1;
i325.up = 1;
i326.up = 1;
i327.up = 1;
i328.up = 1;
i329.up = 1;
i330.up = 1;
i331.up = 1;
i332.up = 1;
i333.up = 1;
i334.up = 1;
i335.up = 1;
i336.up = 1;
i337.up = 1;
i338.up = 1;
i339.up = 1;
i340.up = 1;
i341.up = 1;
i342.up = 1;
i343.up = 1;
i344.up = 1;
i345.up = 1;
i346.up = 1;
i347.up = 1;
i348.up = 1;
i349.up = 1;
i350.up = 1;
i351.up = 1;
i352.up = 1;
i353.up = 1;
i354.up = 1;
i355.up = 1;
i356.up = 1;
i357.up = 1;
i358.up = 1;
i359.up = 1;
i360.up = 1;
i361.up = 1;
i362.up = 1;
i363.up = 1;
i364.up = 1;
i365.up = 1;
i366.up = 1;
i367.up = 1;
i368.up = 1;
i369.up = 1;
i370.up = 1;
i371.up = 1;
i372.up = 1;
i373.up = 1;
i374.up = 1;
i375.up = 1;
i376.up = 1;
i377.up = 1;
i378.up = 1;
i379.up = 1;
i380.up = 1;
i381.up = 1;
i382.up = 1;
i383.up = 1;
i384.up = 1;
i385.up = 1;
i386.up = 1;
i387.up = 1;
i388.up = 1;
i389.up = 1;
i390.up = 1;
i391.up = 1;
i392.up = 1;
i393.up = 1;
i394.up = 1;
i395.up = 1;
i396.up = 1;
i397.up = 1;
i398.up = 1;
i399.up = 1;
i400.up = 1;
i401.up = 1;
i402.up = 1;
i403.up = 1;
i404.up = 1;
i405.up = 1;
i406.up = 1;
i407.up = 1;
i408.up = 1;
i409.up = 1;
i410.up = 1;
i411.up = 1;
i412.up = 1;
i413.up = 1;
i414.up = 1;
i415.up = 1;
i416.up = 1;
i417.up = 1;
i418.up = 1;
i419.up = 1;
i420.up = 1;
i421.up = 1;
i422.up = 1;
i423.up = 1;
i424.up = 1;
i425.up = 1;
i426.up = 1;
i427.up = 1;
i428.up = 1;
i429.up = 1;
i430.up = 1;
i431.up = 1;
i432.up = 1;
i433.up = 1;
i434.up = 1;
i435.up = 1;
i436.up = 1;
i437.up = 1;
i438.up = 1;
i439.up = 1;
i440.up = 1;
i441.up = 1;
i442.up = 1;
i443.up = 1;
i444.up = 1;
i445.up = 1;
i446.up = 1;
i447.up = 1;
i448.up = 1;
i449.up = 1;
i450.up = 1;
i451.up = 1;
i452.up = 1;
i453.up = 1;
i454.up = 1;
i455.up = 1;
i456.up = 1;
i457.up = 1;
i458.up = 1;
i459.up = 1;
i460.up = 1;
i461.up = 1;
i462.up = 1;
i463.up = 1;
i464.up = 1;
i465.up = 1;
i466.up = 1;
i467.up = 1;
i468.up = 1;
i469.up = 1;
i470.up = 1;
i471.up = 1;
i472.up = 1;
i473.up = 1;
i474.up = 1;
i475.up = 1;
i476.up = 1;
i477.up = 1;
i478.up = 1;
i479.up = 1;
i480.up = 1;
i481.up = 1;
i482.up = 1;
i483.up = 1;
i484.up = 1;
i485.up = 1;
i486.up = 1;
i487.up = 1;
i488.up = 1;
i489.up = 1;
i490.up = 1;
i491.up = 1;
i492.up = 1;
i493.up = 1;
i494.up = 1;
i495.up = 1;
i496.up = 1;
i497.up = 1;
i498.up = 1;
i499.up = 1;
i500.up = 1;
i501.up = 1;
i502.up = 1;
i503.up = 1;
i504.up = 1;
i505.up = 1;
i506.up = 1;
i507.up = 1;
i508.up = 1;
i509.up = 1;
i510.up = 1;
i511.up = 1;
i512.up = 1;
i513.up = 1;
i514.up = 1;
i515.up = 1;
i516.up = 1;
i517.up = 1;
i518.up = 1;
i519.up = 1;
i520.up = 1;
i521.up = 1;
i522.up = 1;
i523.up = 1;
i524.up = 1;
i525.up = 1;
i526.up = 1;
i527.up = 1;
i528.up = 1;
i529.up = 1;
i530.up = 1;
i531.up = 1;
i532.up = 1;
i533.up = 1;
i534.up = 1;
i535.up = 1;
i536.up = 1;
i537.up = 1;
i538.up = 1;
i539.up = 1;
i540.up = 1;
i541.up = 1;
i542.up = 1;
i543.up = 1;
i544.up = 1;
i545.up = 1;
i546.up = 1;
i547.up = 1;
i548.up = 1;
i549.up = 1;
i550.up = 1;
i551.up = 1;
i552.up = 1;
i553.up = 1;
i554.up = 1;
i555.up = 1;
i556.up = 1;
i557.up = 1;
i558.up = 1;
i559.up = 1;
i560.up = 1;
i561.up = 1;
i562.up = 1;
i563.up = 1;
i564.up = 1;
i565.up = 1;
i566.up = 1;
i567.up = 1;
i568.up = 1;
i569.up = 1;
i570.up = 1;
i571.up = 1;
i572.up = 1;
i573.up = 1;
i574.up = 1;
i575.up = 1;
i576.up = 1;
i577.up = 1;
i578.up = 1;
i579.up = 1;
i580.up = 1;
i581.up = 1;
i582.up = 1;
i583.up = 1;
i584.up = 1;
i585.up = 1;
i586.up = 1;
i587.up = 1;
i588.up = 1;
i589.up = 1;
i590.up = 1;
i591.up = 1;
i592.up = 1;
i593.up = 1;
i594.up = 1;
i595.up = 1;
i596.up = 1;
i597.up = 1;
i598.up = 1;
i599.up = 1;
i600.up = 1;
i601.up = 1;
i602.up = 1;
i603.up = 1;
i604.up = 1;
i605.up = 1;
i606.up = 1;
i607.up = 1;
i608.up = 1;
i609.up = 1;
i610.up = 1;
i611.up = 1;
i612.up = 1;
i613.up = 1;
i614.up = 1;
i615.up = 1;
i616.up = 1;
i617.up = 1;
i618.up = 1;
i619.up = 1;
i620.up = 1;
i621.up = 1;
i622.up = 1;
i623.up = 1;
i624.up = 1;
i625.up = 1;
i626.up = 1;
i627.up = 1;
i628.up = 1;
i629.up = 1;
i630.up = 1;
i631.up = 1;
i632.up = 1;
i633.up = 1;
i634.up = 1;
i635.up = 1;
i636.up = 1;
i637.up = 1;
i638.up = 1;
i639.up = 1;
i640.up = 1;
i641.up = 1;
i642.up = 1;
i643.up = 1;
i644.up = 1;
i645.up = 1;
i646.up = 1;
i647.up = 1;
i648.up = 1;
i649.up = 1;
i650.up = 1;
i651.up = 1;
i652.up = 1;
i653.up = 1;
i654.up = 1;
i655.up = 1;
i656.up = 1;
i657.up = 1;
i658.up = 1;
i659.up = 1;
i660.up = 1;
i661.up = 1;
i662.up = 1;
i663.up = 1;
i664.up = 1;
i665.up = 1;
i666.up = 1;
i667.up = 1;
i668.up = 1;
i669.up = 1;
i670.up = 1;
i671.up = 1;
i672.up = 1;
i673.up = 1;
i674.up = 1;
i675.up = 1;
i676.up = 1;
i677.up = 1;
i678.up = 1;
i679.up = 1;
i680.up = 1;
i681.up = 1;
i682.up = 1;
i683.up = 1;
i684.up = 1;
i685.up = 1;
i686.up = 1;
i687.up = 1;
i688.up = 1;
i689.up = 1;
i690.up = 1;
i691.up = 1;
i692.up = 1;
i693.up = 1;
i694.up = 1;
i695.up = 1;
i696.up = 1;
i697.up = 1;
i698.up = 1;
i699.up = 1;
i700.up = 1;
i701.up = 1;
i702.up = 1;
i703.up = 1;
i704.up = 1;
i705.up = 1;
i706.up = 1;
i707.up = 1;
i708.up = 1;
i709.up = 1;
i710.up = 1;
i711.up = 1;
i712.up = 1;
i713.up = 1;
i714.up = 1;
i715.up = 1;
i716.up = 1;
i717.up = 1;
i718.up = 1;
i719.up = 1;
i720.up = 1;
i721.up = 1;
i722.up = 1;
i723.up = 1;
i724.up = 1;
i725.up = 1;
i726.up = 1;
i727.up = 1;
i728.up = 1;
i729.up = 1;
i730.up = 1;
i731.up = 1;
i732.up = 1;
i733.up = 1;
i734.up = 1;
i735.up = 1;
i736.up = 1;
i737.up = 1;
i738.up = 1;
i739.up = 1;
i740.up = 1;
i741.up = 1;
i742.up = 1;
i743.up = 1;
i744.up = 1;
i745.up = 1;
i746.up = 1;
i747.up = 1;
i748.up = 1;
i749.up = 1;
i750.up = 1;
i751.up = 1;
i752.up = 1;
i753.up = 1;
i754.up = 1;
i755.up = 1;
i756.up = 1;
i757.up = 1;
i758.up = 1;
i759.up = 1;
i760.up = 1;
i761.up = 1;
i762.up = 1;
i763.up = 1;
i764.up = 1;
i765.up = 1;
i766.up = 1;
i767.up = 1;
i768.up = 1;
i769.up = 1;
i770.up = 1;
i771.up = 1;
i772.up = 1;
i773.up = 1;
i774.up = 1;
i775.up = 1;
i776.up = 1;
i777.up = 1;
i778.up = 1;
i779.up = 1;
i780.up = 1;
i781.up = 1;
i782.up = 1;
i783.up = 1;
i784.up = 1;
i785.up = 1;
i786.up = 1;
i787.up = 1;
i788.up = 1;
i789.up = 1;
i790.up = 1;
i791.up = 1;
i792.up = 1;
i793.up = 1;
i794.up = 1;
i795.up = 1;
i796.up = 1;
i797.up = 1;
i798.up = 1;
i799.up = 1;
i800.up = 1;
i801.up = 1;
i802.up = 1;
i803.up = 1;
i804.up = 1;
i805.up = 1;
i806.up = 1;
i807.up = 1;
i808.up = 1;
i809.up = 1;
i810.up = 1;
i811.up = 1;
i812.up = 1;
i813.up = 1;
i814.up = 1;
i815.up = 1;
i816.up = 1;
i817.up = 1;
i818.up = 1;
i819.up = 1;
i820.up = 1;
i821.up = 1;
i822.up = 1;
i823.up = 1;
i824.up = 1;
i825.up = 1;
i826.up = 1;
i827.up = 1;
i828.up = 1;
i829.up = 1;
i830.up = 1;
i831.up = 1;
i832.up = 1;
i833.up = 1;
i834.up = 1;
i835.up = 1;
i836.up = 1;
i837.up = 1;
i838.up = 1;
i839.up = 1;
i840.up = 1;
i841.up = 1;
i842.up = 1;
i843.up = 1;
i844.up = 1;
i845.up = 1;
i846.up = 1;
i847.up = 1;
i848.up = 1;
i849.up = 1;
i850.up = 1;
i851.up = 1;
i852.up = 1;
i853.up = 1;
i854.up = 1;
i855.up = 1;
i856.up = 1;
i857.up = 1;
i858.up = 1;
i859.up = 1;
i860.up = 1;
i861.up = 1;
i862.up = 1;
i863.up = 1;
i864.up = 1;
i865.up = 1;
i866.up = 1;
i867.up = 1;
i868.up = 1;
i869.up = 1;
i870.up = 1;
i871.up = 1;
i872.up = 1;
i873.up = 1;
i874.up = 1;
i875.up = 1;
i876.up = 1;
i877.up = 1;
i878.up = 1;
i879.up = 1;
i880.up = 1;
i881.up = 1;
i882.up = 1;
i883.up = 1;
i884.up = 1;
i885.up = 1;
i886.up = 1;
i887.up = 1;
i888.up = 1;
i889.up = 1;
i890.up = 1;
i891.up = 1;
i892.up = 1;
i893.up = 1;
i894.up = 1;
i895.up = 1;
i896.up = 1;
i897.up = 1;
i898.up = 1;
i899.up = 1;
i900.up = 1;
i901.up = 1;
i902.up = 1;
i903.up = 1;
i904.up = 1;
i905.up = 1;
i906.up = 1;
i907.up = 1;
i908.up = 1;
i909.up = 1;
i910.up = 1;
i911.up = 1;
i912.up = 1;
i913.up = 1;
i914.up = 1;
i915.up = 1;
i916.up = 1;
i917.up = 1;
i918.up = 1;
i919.up = 1;
i920.up = 1;
i921.up = 1;
i922.up = 1;
i923.up = 1;
i924.up = 12;
i925.up = 12;
i926.up = 12;
i927.up = 12;
i928.up = 12;
i929.up = 12;
i930.up = 12;
i931.up = 12;
i932.up = 12;
i933.up = 12;
i934.up = 12;
i935.up = 12;
i936.up = 12;
i937.up = 12;
i938.up = 12;
i939.up = 12;
i940.up = 12;
i941.up = 12;
i942.up = 12;
i943.up = 12;
i944.up = 12;
i945.up = 12;
i946.up = 12;
i947.up = 12;
i948.up = 12;
i949.up = 12;
i950.up = 12;
i951.up = 12;
i952.up = 12;
i953.up = 12;
i954.up = 12;
i955.up = 12;
i956.up = 12;
i957.up = 12;
i958.up = 12;
i959.up = 12;
i960.up = 12;
i961.up = 12;
i962.up = 12;
i963.up = 12;
i964.up = 12;
i965.up = 12;
i966.up = 12;
i967.up = 12;
i968.up = 12;
i969.up = 12;
i970.up = 12;
i971.up = 12;
i972.up = 12;
i973.up = 12;
i974.up = 12;
i975.up = 12;
i976.up = 12;
i977.up = 12;
i978.up = 12;
i979.up = 12;
i980.up = 12;
i981.up = 12;
i982.up = 12;
i983.up = 12;
i984.up = 12;
i985.up = 12;
i986.up = 12;
i987.up = 12;
i988.up = 12;
i989.up = 12;
i990.up = 12;
i991.up = 12;
i992.up = 12;
i993.up = 12;
i994.up = 12;
i995.up = 12;
i996.up = 12;
i997.up = 12;
i998.up = 12;
i999.up = 12;
i1000.up = 12;
i1001.up = 12;
i1002.up = 12;
i1003.up = 12;
i1004.up = 12;
i1005.up = 12;
i1006.up = 12;
i1007.up = 12;
i1008.up = 12;
i1009.up = 12;
i1010.up = 12;
i1011.up = 12;
i1012.up = 12;
i1013.up = 12;
i1014.up = 12;
i1015.up = 12;
i1016.up = 12;
i1017.up = 12;
i1018.up = 12;
i1019.up = 12;
i1020.up = 12;
i1021.up = 12;
i1022.up = 12;
i1023.up = 12;
i1024.up = 12;
i1025.up = 12;
i1026.up = 12;
i1027.up = 12;
i1028.up = 12;
i1029.up = 12;
i1030.up = 12;
i1031.up = 12;
i1032.up = 12;
i1033.up = 12;
i1034.up = 12;
i1035.up = 12;
i1036.up = 12;
i1037.up = 12;
i1038.up = 12;
i1039.up = 12;
i1040.up = 12;
i1041.up = 12;
i1042.up = 12;
i1043.up = 12;
i1044.up = 12;
i1045.up = 12;
i1046.up = 12;
i1047.up = 12;
i1048.up = 12;
i1049.up = 12;
i1050.up = 12;
i1051.up = 12;
i1052.up = 12;
i1053.up = 12;
i1054.up = 12;
i1055.up = 12;
i1056.up = 12;
i1057.up = 12;
i1058.up = 12;
i1059.up = 12;
i1060.up = 12;
i1061.up = 12;
i1062.up = 12;
i1063.up = 12;
i1064.up = 12;
i1065.up = 12;
i1066.up = 12;
i1067.up = 12;
i1068.up = 12;
i1069.up = 12;
i1070.up = 12;
i1071.up = 12;
i1072.up = 12;
i1073.up = 12;
i1074.up = 12;
i1075.up = 12;
i1076.up = 12;
i1077.up = 12;
i1078.up = 12;
i1079.up = 12;
i1080.up = 12;
i1081.up = 12;
i1082.up = 12;
i1083.up = 12;
i1084.up = 12;
i1085.up = 12;
i1086.up = 12;
i1087.up = 12;
i1088.up = 12;
i1089.up = 12;
i1090.up = 12;
i1091.up = 12;
i1092.up = 12;
i1093.up = 12;
i1094.up = 12;
i1095.up = 12;
i1096.up = 12;
i1097.up = 12;
i1098.up = 12;
i1099.up = 12;
i1100.up = 12;
i1101.up = 12;
i1102.up = 12;
i1103.up = 12;
i1104.up = 12;
i1105.up = 12;
i1106.up = 12;
i1107.up = 12;
i1108.up = 12;
i1109.up = 12;
i1110.up = 12;
i1111.up = 12;
i1112.up = 12;
i1113.up = 12;
i1114.up = 12;
i1115.up = 12;
i1116.up = 12;
i1117.up = 12;
i1118.up = 12;
i1119.up = 12;
i1120.up = 12;
i1121.up = 12;
i1122.up = 12;
i1123.up = 12;
i1124.up = 12;
i1125.up = 12;
i1126.up = 12;
i1127.up = 12;
i1128.up = 12;
i1129.up = 12;
i1130.up = 12;
i1131.up = 12;
i1132.up = 12;
i1133.up = 12;
i1134.up = 12;
i1135.up = 12;
i1136.up = 12;
i1137.up = 12;
i1138.up = 12;
i1139.up = 12;
i1140.up = 12;
i1141.up = 12;
i1142.up = 12;
i1143.up = 12;
i1144.up = 12;
i1145.up = 12;
i1146.up = 12;
i1147.up = 12;
i1148.up = 12;
i1149.up = 12;
i1150.up = 12;
i1151.up = 12;
i1152.up = 12;
i1153.up = 12;
i1154.up = 12;
i1155.up = 12;
i1156.up = 12;
i1157.up = 12;
i1158.up = 12;
i1159.up = 12;
i1160.up = 12;
i1161.up = 12;
i1162.up = 12;
i1163.up = 12;
i1164.up = 12;
i1165.up = 12;
i1166.up = 12;
i1167.up = 12;
i1168.up = 12;
i1169.up = 12;
i1170.up = 12;
i1171.up = 12;
i1172.up = 12;
i1173.up = 12;
i1174.up = 12;
i1175.up = 12;
i1176.up = 12;
i1177.up = 12;
i1178.up = 12;
i1179.up = 12;
i1180.up = 12;
i1181.up = 12;
i1182.up = 12;
i1183.up = 12;
i1184.up = 12;
i1185.up = 12;
i1186.up = 12;
i1187.up = 12;
i1188.up = 12;
i1189.up = 12;
i1190.up = 12;
i1191.up = 12;
i1192.up = 12;
i1193.up = 12;
i1194.up = 12;
i1195.up = 12;
i1196.up = 12;
i1197.up = 12;
i1198.up = 12;
i1199.up = 12;
i1200.up = 12;
i1201.up = 12;
i1202.up = 12;
i1203.up = 12;
i1204.up = 12;
i1205.up = 12;
i1206.up = 12;
i1207.up = 12;
i1208.up = 12;
i1209.up = 12;
i1210.up = 12;
i1211.up = 12;
i1212.up = 12;
i1213.up = 12;
i1214.up = 12;
i1215.up = 12;
i1216.up = 12;
i1217.up = 12;
i1218.up = 12;
i1219.up = 12;
i1220.up = 12;
i1221.up = 12;
i1222.up = 12;
i1223.up = 12;
i1224.up = 12;
i1225.up = 12;
i1226.up = 12;
i1227.up = 12;
i1228.up = 12;
i1229.up = 12;
i1230.up = 12;
i1231.up = 12;
i1232.up = 12;
i1233.up = 12;
i1234.up = 12;
i1235.up = 12;
i1236.up = 12;
i1237.up = 12;
i1238.up = 12;
i1239.up = 12;
i1240.up = 12;
i1241.up = 12;
i1242.up = 12;
i1243.up = 12;
i1244.up = 12;
i1245.up = 12;
i1246.up = 12;
i1247.up = 12;
i1248.up = 12;
i1249.up = 12;
i1250.up = 12;
i1251.up = 12;
i1252.up = 12;
i1253.up = 12;
i1254.up = 12;
i1255.up = 12;
i1256.up = 12;
i1257.up = 12;
i1258.up = 12;
i1259.up = 12;
i1260.up = 12;
i1261.up = 12;
i1262.up = 12;
i1263.up = 12;
i1264.up = 12;
i1265.up = 12;
i1266.up = 12;
i1267.up = 12;
i1268.up = 12;
i1269.up = 12;
i1270.up = 12;
i1271.up = 12;
i1272.up = 12;
i1273.up = 12;
i1274.up = 12;
i1275.up = 12;
i1276.up = 12;
i1277.up = 12;
i1278.up = 12;
i1279.up = 12;
i1280.up = 12;
i1281.up = 12;
i1282.up = 12;
i1283.up = 12;
i1284.up = 12;
i1285.up = 12;
i1286.up = 12;
i1287.up = 12;
i1288.up = 12;
i1289.up = 12;
i1290.up = 12;
i1291.up = 12;
i1292.up = 12;
i1293.up = 12;
i1294.up = 12;
i1295.up = 12;
i1296.up = 12;
i1297.up = 12;
i1298.up = 12;
i1299.up = 12;
i1300.up = 12;
i1301.up = 12;
i1302.up = 12;
i1303.up = 12;
i1304.up = 12;
i1305.up = 12;
i1306.up = 12;
i1307.up = 12;
i1308.up = 12;
i1309.up = 12;
i1310.up = 12;
i1311.up = 12;
i1312.up = 12;
i1313.up = 12;
i1314.up = 12;
i1315.up = 12;
i1316.up = 12;
i1317.up = 12;
i1318.up = 12;
i1319.up = 12;
i1320.up = 12;
i1321.up = 12;
i1322.up = 12;
i1323.up = 12;
i1324.up = 12;
i1325.up = 12;
i1326.up = 12;
i1327.up = 12;
i1328.up = 12;
i1329.up = 12;
i1330.up = 12;
i1331.up = 12;
i1332.up = 12;
i1333.up = 12;
i1334.up = 12;
i1335.up = 12;
i1336.up = 12;
i1337.up = 12;
i1338.up = 12;
i1339.up = 12;
i1340.up = 12;
i1341.up = 12;
i1342.up = 12;
i1343.up = 12;
i1344.up = 12;
i1345.up = 12;
i1346.up = 12;
i1347.up = 12;
i1348.up = 12;
i1349.up = 12;
i1350.up = 12;
i1351.up = 12;
i1352.up = 12;
i1353.up = 12;
i1354.up = 12;
i1355.up = 12;
i1356.up = 12;
i1357.up = 12;
i1358.up = 12;
i1359.up = 12;
i1360.up = 12;
i1361.up = 12;
i1362.up = 12;
i1363.up = 12;
i1364.up = 12;
i1365.up = 12;
i1366.up = 12;
i1367.up = 12;
i1368.up = 12;
i1369.up = 12;
i1370.up = 12;
i1371.up = 12;
i1372.up = 12;
i1373.up = 12;
i1374.up = 12;
i1375.up = 12;
i1376.up = 12;
i1377.up = 12;
i1378.up = 12;
i1379.up = 12;
i1380.up = 12;
i1381.up = 12;
i1382.up = 12;
i1383.up = 12;
i1384.up = 12;
i1385.up = 12;
i1386.up = 12;
i1387.up = 12;
i1388.up = 12;
i1389.up = 12;
i1390.up = 12;
i1391.up = 12;
i1392.up = 12;
i1393.up = 12;
i1394.up = 12;
i1395.up = 12;
i1396.up = 12;
i1397.up = 12;
i1398.up = 12;
i1399.up = 12;
i1400.up = 12;
i1401.up = 12;
i1402.up = 12;
i1403.up = 12;
i1404.up = 12;
i1405.up = 12;
i1406.up = 12;
i1407.up = 12;
i1408.up = 12;
i1409.up = 12;
i1410.up = 12;
i1411.up = 12;
i1412.up = 12;
i1413.up = 12;
i1414.up = 12;
i1415.up = 12;
i1416.up = 12;
i1417.up = 12;
i1418.up = 12;
i1419.up = 12;
i1420.up = 12;
i1421.up = 12;
i1422.up = 12;
i1423.up = 12;
i1424.up = 12;
i1425.up = 12;
i1426.up = 12;
i1427.up = 12;
i1428.up = 12;
i1429.up = 12;
i1430.up = 12;
i1431.up = 12;
i1432.up = 12;
i1433.up = 12;
i1434.up = 12;
i1435.up = 12;
i1436.up = 12;
i1437.up = 12;
i1438.up = 12;
i1439.up = 12;
i1440.up = 12;
i1441.up = 12;
i1442.up = 12;
i1443.up = 12;
i1444.up = 12;
i1445.up = 12;
i1446.up = 12;
i1447.up = 12;
i1448.up = 12;
i1449.up = 12;
i1450.up = 12;
i1451.up = 12;
i1452.up = 12;
i1453.up = 12;
i1454.up = 12;
i1455.up = 12;
i1456.up = 12;
i1457.up = 12;
i1458.up = 12;
i1459.up = 12;
i1460.up = 12;
i1461.up = 12;
i1462.up = 12;
i1463.up = 12;
i1464.up = 12;
i1465.up = 12;
i1466.up = 12;
i1467.up = 12;
i1468.up = 12;
i1469.up = 12;
i1470.up = 12;
i1471.up = 12;
i1472.up = 12;
i1473.up = 12;
i1474.up = 12;
i1475.up = 12;
i1476.up = 12;
i1477.up = 12;
i1478.up = 12;
i1479.up = 12;
i1480.up = 12;
i1481.up = 12;
i1482.up = 12;
i1483.up = 12;
i1484.up = 12;
i1485.up = 12;
i1486.up = 12;
i1487.up = 12;
i1488.up = 12;
i1489.up = 12;
i1490.up = 12;
i1491.up = 12;
i1492.up = 12;
i1493.up = 12;
i1494.up = 12;
i1495.up = 12;
i1496.up = 12;
i1497.up = 12;
i1498.up = 12;
i1499.up = 12;
i1500.up = 12;
i1501.up = 12;
i1502.up = 12;
i1503.up = 12;
i1504.up = 12;
i1505.up = 12;
i1506.up = 12;
i1507.up = 12;
i1508.up = 12;
i1509.up = 12;
i1510.up = 12;
i1511.up = 12;
i1512.up = 12;
i1513.up = 12;
i1514.up = 12;
i1515.up = 12;
i1516.up = 12;
i1517.up = 12;
i1518.up = 12;
i1519.up = 12;
i1520.up = 12;
i1521.up = 12;
i1522.up = 12;
i1523.up = 12;
i1524.up = 12;
i1525.up = 12;
i1526.up = 12;
i1527.up = 12;
i1528.up = 12;
i1529.up = 12;
i1530.up = 12;
i1531.up = 12;
i1532.up = 12;
i1533.up = 12;
i1534.up = 12;
i1535.up = 12;
i1536.up = 12;
i1537.up = 12;
i1538.up = 12;
i1539.up = 12;
i1540.up = 12;
i1541.up = 12;
i1542.up = 12;
i1543.up = 12;
i1544.up = 12;
i1545.up = 12;
i1546.up = 12;
i1547.up = 12;
i1548.up = 12;
i1549.up = 12;
i1550.up = 12;
i1551.up = 12;
i1552.up = 12;
i1553.up = 12;
i1554.up = 12;
i1555.up = 12;
i1556.up = 12;
i1557.up = 12;
i1558.up = 12;
i1559.up = 12;
i1560.up = 12;
i1561.up = 12;
i1562.up = 12;
i1563.up = 12;
i1564.up = 12;
i1565.up = 12;
i1566.up = 12;
i1567.up = 12;
i1568.up = 12;
i1569.up = 12;
i1570.up = 12;
i1571.up = 12;
i1572.up = 12;
i1573.up = 12;
i1574.up = 12;
i1575.up = 12;
i1576.up = 12;
i1577.up = 12;
i1578.up = 12;
i1579.up = 12;
i1580.up = 12;
i1581.up = 12;
i1582.up = 12;
i1583.up = 12;
i1584.up = 12;
i1585.up = 12;
i1586.up = 12;
i1587.up = 12;
i1588.up = 12;
i1589.up = 12;
i1590.up = 12;
i1591.up = 12;
i1592.up = 12;
i1593.up = 12;
i1594.up = 12;
i1595.up = 12;
i1596.up = 12;
i1597.up = 12;
i1598.up = 12;
i1599.up = 12;
i1600.up = 12;
i1601.up = 12;
i1602.up = 12;
i1603.up = 12;
i1604.up = 12;
i1605.up = 12;
i1606.up = 12;
i1607.up = 12;
i1608.up = 12;
i1609.up = 12;
i1610.up = 12;
i1611.up = 12;
i1612.up = 12;
i1613.up = 12;
i1614.up = 12;
i1615.up = 12;
i1616.up = 12;
i1617.up = 12;
i1618.up = 12;
i1619.up = 12;
i1620.up = 12;
i1621.up = 12;
i1622.up = 12;
i1623.up = 12;
i1624.up = 12;
i1625.up = 12;
i1626.up = 12;
i1627.up = 12;
i1628.up = 12;
i1629.up = 12;
i1630.up = 12;
i1631.up = 12;
i1632.up = 12;
i1633.up = 12;
i1634.up = 12;
i1635.up = 12;
i1636.up = 12;
i1637.up = 12;
i1638.up = 12;
i1639.up = 12;
i1640.up = 12;
i1641.up = 12;
i1642.up = 12;
i1643.up = 12;
i1644.up = 12;
i1645.up = 12;
i1646.up = 12;
i1647.up = 12;
i1648.up = 12;
i1649.up = 12;
i1650.up = 12;
i1651.up = 12;
i1652.up = 12;
i1653.up = 12;
i1654.up = 12;
i1655.up = 12;
i1656.up = 12;
i1657.up = 12;
i1658.up = 12;
i1659.up = 12;
i1660.up = 12;
i1661.up = 12;
i1662.up = 12;
i1663.up = 12;
i1664.up = 12;
i1665.up = 12;
i1666.up = 12;
i1667.up = 12;
i1668.up = 12;
i1669.up = 12;
i1670.up = 12;
i1671.up = 12;
i1672.up = 12;
i1673.up = 12;
i1674.up = 12;
i1675.up = 12;
i1676.up = 12;
i1677.up = 12;
i1678.up = 12;
i1679.up = 12;
i1680.up = 12;
i1681.up = 12;
i1682.up = 12;
i1683.up = 12;
i1684.up = 12;
i1685.up = 12;
i1686.up = 12;
i1687.up = 12;
i1688.up = 12;
i1689.up = 12;
i1690.up = 12;
i1691.up = 12;
i1692.up = 12;
i1693.up = 12;
i1694.up = 12;
i1695.up = 12;
i1696.up = 12;
i1697.up = 12;
i1698.up = 12;
i1699.up = 12;
i1700.up = 12;
i1701.up = 12;
i1702.up = 12;
i1703.up = 12;
i1704.up = 12;
i1705.up = 12;
i1706.up = 12;
i1707.up = 12;
i1708.up = 12;
i1709.up = 12;
i1710.up = 12;
i1711.up = 12;
i1712.up = 12;
i1713.up = 12;
i1714.up = 12;
i1715.up = 12;
i1716.up = 12;
i1717.up = 12;
i1718.up = 12;
i1719.up = 12;
i1720.up = 12;
i1721.up = 12;
i1722.up = 12;
i1723.up = 12;
i1724.up = 12;
i1725.up = 12;
i1726.up = 12;
i1727.up = 12;
i1728.up = 12;
i1729.up = 12;
i1730.up = 12;
i1731.up = 12;
i1732.up = 12;
i1733.up = 12;
i1734.up = 12;
i1735.up = 12;
i1736.up = 12;
i1737.up = 12;
i1738.up = 12;
i1739.up = 12;
i1740.up = 12;
i1741.up = 12;
i1742.up = 12;
i1743.up = 12;
i1744.up = 12;
i1745.up = 12;
i1746.up = 12;
i1747.up = 12;
i1748.up = 12;
i1749.up = 12;
i1750.up = 12;
i1751.up = 12;
i1752.up = 12;
i1753.up = 12;
i1754.up = 12;
* set non-default levels
x10.l = 2.13333333333333;
x20.l = 2.2;
x22.l = 3.13333333333333;
x34.l = 3.26666666666667;
x37.l = 2.2;
x38.l = 2.37333333333333;
x58.l = 11;
x72.l = 23;
x81.l = 20.4;
objvar.l = 3845.45601078667;
i96.l = 0.0833333333333333;
i130.l = 0.75;
i157.l = 0.020833333333333;
i162.l = 0.0755555555555555;
i168.l = 0.257777777777778;
i182.l = 0.145833333333334;
i183.l = 0.0208333333333335;
i189.l = 0.0416666666666667;
i193.l = 1;
i196.l = 0.4375;
i205.l = 0.05;
i217.l = 0.0833333333333333;
i236.l = 0.308333333333333;
i239.l = 0.0644444444444446;
i241.l = 0.0833333333333332;
i246.l = 0.125;
i254.l = 0.302222222222222;
i257.l = 0.0166666666666667;
i260.l = 0.0888888888888889;
i262.l = 0.161111111111111;
i263.l = 0.244444444444444;
i268.l = 0.527777777777778;
i269.l = 0.808333333333334;
i270.l = 1;
i271.l = 0.358333333333333;
i274.l = 0.716666666666666;
i281.l = 0.75;
i288.l = 0.200000000000001;
i293.l = 0.216666666666667;
i345.l = 0.0444444444444444;
i366.l = 0.0888888888888888;
i372.l = 0.255555555555555;
i387.l = 0.333333333333333;
i435.l = 0.166666666666667;
i443.l = 0.1875;
i455.l = 0.194444444444445;
i463.l = 0.775;
i465.l = 0.00555555555555531;
i488.l = 0.0249999999999996;
i496.l = 0.0833333333333333;
i502.l = 0.166666666666667;
i520.l = 0.75;
i533.l = 0.0833333333333332;
i538.l = 0.691666666666666;
i546.l = 0.552222222222222;
i549.l = 0.833333333333333;
i552.l = 0.0833333333333334;
i563.l = 0.0250000000000004;
i564.l = 0.0416666666666667;
i565.l = 0.125;
i570.l = 0.0583333333333332;
i577.l = 0.358333333333333;
i588.l = 0.058333333333334;
i633.l = 0.0333333333333333;
i652.l = 0.225;
i680.l = 0.25;
i686.l = 0.0833333333333333;
i697.l = 0.0833333333333333;
i718.l = 0.375;
i720.l = 0.625;
i744.l = 0.104166666666667;
i754.l = 0.583333333333333;
i759.l = 0.395833333333333;
i768.l = 0.197777777777778;
i770.l = 0.0499999999999994;
i772.l = 0.12;
i802.l = 0.0833333333333333;
i803.l = 1;
i823.l = 1;
i866.l = 0.0666666666666666;
i927.l = 0.999999999999999;
i993.l = 0.906666666666666;
i999.l = 3.09333333333333;
i1024.l = 5;
i1036.l = 0.6;
i1048.l = 1;
i1070.l = 0.773333333333335;
i1072.l = 0.999999999999999;
i1085.l = 3.62666666666667;
i1091.l = 1.06666666666667;
i1093.l = 1.93333333333333;
i1094.l = 2.93333333333333;
i1099.l = 6.33333333333333;
i1124.l = 2.6;
i1176.l = 0.533333333333333;
i1197.l = 1.06666666666667;
i1203.l = 3.06666666666667;
i1218.l = 4;
i1266.l = 2;
i1286.l = 2.33333333333334;
i1296.l = 0.0666666666666638;
i1327.l = 1;
i1364.l = 0.999999999999998;
i1377.l = 6.62666666666667;
i1383.l = 1;
i1464.l = 0.4;
i1511.l = 3;
i1517.l = 0.999999999999999;
i1528.l = 0.999999999999999;
i1599.l = 2.37333333333333;
i1603.l = 1.44;
* set non-default marginals
x1.m = 1;
x2.m = 1;
x3.m = 1;
x4.m = 1;
x5.m = 1;
x6.m = 1;
x7.m = 1;
x8.m = 1;
x9.m = 1;
x11.m = 1;
x12.m = 1;
x13.m = 1;
x14.m = 1;
x15.m = 1;
x16.m = 1;
x18.m = 1;
x19.m = 1;
x21.m = 1;
x23.m = 1;
x26.m = 1;
x27.m = 1;
x28.m = 1;
x29.m = 1;
x30.m = 1;
x31.m = 1;
x32.m = 1;
x33.m = 1;
x35.m = 1;
x36.m = 1;
x39.m = 1;
x40.m = 1;
x41.m = 1;
x43.m = 1;
x44.m = 1;
x45.m = 1;
x46.m = 1;
x47.m = 1;
x48.m = 1;
x49.m = 1;
x50.m = 1;
x51.m = 1;
x52.m = 1;
x53.m = 1;
x54.m = 1;
x55.m = 1;
x56.m = 1;
x57.m = 1;
x59.m = 1;
x60.m = 1;
x61.m = 1;
x62.m = 1;
x63.m = 1;
x64.m = 1;
x65.m = 1;
x67.m = 1;
x68.m = 1;
x69.m = 1;
x70.m = 1;
x71.m = 1;
x73.m = 1;
x74.m = 1;
x75.m = 1;
x76.m = 1;
x77.m = 1;
x78.m = 1;
x79.m = 1;
x80.m = 1;
x82.m = 1;
x83.m = 1;
x84.m = 1;
x85.m = 1;
x86.m = 1;
x87.m = 1;
x88.m = 1;
x89.m = 1;
x90.m = 1;
x91.m = 1;
Model m / all /;
m.limrow=0; m.limcol=0;
m.tolproj=0.0;
$if NOT '%gams.u1%' == '' $include '%gams.u1%'
$if not set MINLP $set MINLP MINLP
Solve m using %MINLP% minimizing objvar;
Last updated: 2024-08-26 Git hash: 6cc1607f