* NLP written by GAMS Convert at 10/06/06 11:47:02 * * Equation counts * Total E G L N X C * 1003 1 1002 0 0 0 0 * * Variable counts * x b i s1s s2s sc si * Total cont binary integer sos1 sos2 scont sint * 8 8 0 0 0 0 0 0 * FX 0 0 0 0 0 0 0 0 * * Nonzero counts * Total const NL DLL * 7010 1010 6000 0 * * Solve m using NLP minimizing objvar; Variables x1,x2,x3,x4,x5,x6,x7,objvar; 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,e93,e94,e95,e96,e97,e98,e99,e100,e101,e102,e103 ,e104,e105,e106,e107,e108,e109,e110,e111,e112,e113,e114,e115,e116 ,e117,e118,e119,e120,e121,e122,e123,e124,e125,e126,e127,e128,e129 ,e130,e131,e132,e133,e134,e135,e136,e137,e138,e139,e140,e141,e142 ,e143,e144,e145,e146,e147,e148,e149,e150,e151,e152,e153,e154,e155 ,e156,e157,e158,e159,e160,e161,e162,e163,e164,e165,e166,e167,e168 ,e169,e170,e171,e172,e173,e174,e175,e176,e177,e178,e179,e180,e181 ,e182,e183,e184,e185,e186,e187,e188,e189,e190,e191,e192,e193,e194 ,e195,e196,e197,e198,e199,e200,e201,e202,e203,e204,e205,e206,e207 ,e208,e209,e210,e211,e212,e213,e214,e215,e216,e217,e218,e219,e220 ,e221,e222,e223,e224,e225,e226,e227,e228,e229,e230,e231,e232,e233 ,e234,e235,e236,e237,e238,e239,e240,e241,e242,e243,e244,e245,e246 ,e247,e248,e249,e250,e251,e252,e253,e254,e255,e256,e257,e258,e259 ,e260,e261,e262,e263,e264,e265,e266,e267,e268,e269,e270,e271,e272 ,e273,e274,e275,e276,e277,e278,e279,e280,e281,e282,e283,e284,e285 ,e286,e287,e288,e289,e290,e291,e292,e293,e294,e295,e296,e297,e298 ,e299,e300,e301,e302,e303,e304,e305,e306,e307,e308,e309,e310,e311 ,e312,e313,e314,e315,e316,e317,e318,e319,e320,e321,e322,e323,e324 ,e325,e326,e327,e328,e329,e330,e331,e332,e333,e334,e335,e336,e337 ,e338,e339,e340,e341,e342,e343,e344,e345,e346,e347,e348,e349,e350 ,e351,e352,e353,e354,e355,e356,e357,e358,e359,e360,e361,e362,e363 ,e364,e365,e366,e367,e368,e369,e370,e371,e372,e373,e374,e375,e376 ,e377,e378,e379,e380,e381,e382,e383,e384,e385,e386,e387,e388,e389 ,e390,e391,e392,e393,e394,e395,e396,e397,e398,e399,e400,e401,e402 ,e403,e404,e405,e406,e407,e408,e409,e410,e411,e412,e413,e414,e415 ,e416,e417,e418,e419,e420,e421,e422,e423,e424,e425,e426,e427,e428 ,e429,e430,e431,e432,e433,e434,e435,e436,e437,e438,e439,e440,e441 ,e442,e443,e444,e445,e446,e447,e448,e449,e450,e451,e452,e453,e454 ,e455,e456,e457,e458,e459,e460,e461,e462,e463,e464,e465,e466,e467 ,e468,e469,e470,e471,e472,e473,e474,e475,e476,e477,e478,e479,e480 ,e481,e482,e483,e484,e485,e486,e487,e488,e489,e490,e491,e492,e493 ,e494,e495,e496,e497,e498,e499,e500,e501,e502,e503,e504,e505,e506 ,e507,e508,e509,e510,e511,e512,e513,e514,e515,e516,e517,e518,e519 ,e520,e521,e522,e523,e524,e525,e526,e527,e528,e529,e530,e531,e532 ,e533,e534,e535,e536,e537,e538,e539,e540,e541,e542,e543,e544,e545 ,e546,e547,e548,e549,e550,e551,e552,e553,e554,e555,e556,e557,e558 ,e559,e560,e561,e562,e563,e564,e565,e566,e567,e568,e569,e570,e571 ,e572,e573,e574,e575,e576,e577,e578,e579,e580,e581,e582,e583,e584 ,e585,e586,e587,e588,e589,e590,e591,e592,e593,e594,e595,e596,e597 ,e598,e599,e600,e601,e602,e603,e604,e605,e606,e607,e608,e609,e610 ,e611,e612,e613,e614,e615,e616,e617,e618,e619,e620,e621,e622,e623 ,e624,e625,e626,e627,e628,e629,e630,e631,e632,e633,e634,e635,e636 ,e637,e638,e639,e640,e641,e642,e643,e644,e645,e646,e647,e648,e649 ,e650,e651,e652,e653,e654,e655,e656,e657,e658,e659,e660,e661,e662 ,e663,e664,e665,e666,e667,e668,e669,e670,e671,e672,e673,e674,e675 ,e676,e677,e678,e679,e680,e681,e682,e683,e684,e685,e686,e687,e688 ,e689,e690,e691,e692,e693,e694,e695,e696,e697,e698,e699,e700,e701 ,e702,e703,e704,e705,e706,e707,e708,e709,e710,e711,e712,e713,e714 ,e715,e716,e717,e718,e719,e720,e721,e722,e723,e724,e725,e726,e727 ,e728,e729,e730,e731,e732,e733,e734,e735,e736,e737,e738,e739,e740 ,e741,e742,e743,e744,e745,e746,e747,e748,e749,e750,e751,e752,e753 ,e754,e755,e756,e757,e758,e759,e760,e761,e762,e763,e764,e765,e766 ,e767,e768,e769,e770,e771,e772,e773,e774,e775,e776,e777,e778,e779 ,e780,e781,e782,e783,e784,e785,e786,e787,e788,e789,e790,e791,e792 ,e793,e794,e795,e796,e797,e798,e799,e800,e801,e802,e803,e804,e805 ,e806,e807,e808,e809,e810,e811,e812,e813,e814,e815,e816,e817,e818 ,e819,e820,e821,e822,e823,e824,e825,e826,e827,e828,e829,e830,e831 ,e832,e833,e834,e835,e836,e837,e838,e839,e840,e841,e842,e843,e844 ,e845,e846,e847,e848,e849,e850,e851,e852,e853,e854,e855,e856,e857 ,e858,e859,e860,e861,e862,e863,e864,e865,e866,e867,e868,e869,e870 ,e871,e872,e873,e874,e875,e876,e877,e878,e879,e880,e881,e882,e883 ,e884,e885,e886,e887,e888,e889,e890,e891,e892,e893,e894,e895,e896 ,e897,e898,e899,e900,e901,e902,e903,e904,e905,e906,e907,e908,e909 ,e910,e911,e912,e913,e914,e915,e916,e917,e918,e919,e920,e921,e922 ,e923,e924,e925,e926,e927,e928,e929,e930,e931,e932,e933,e934,e935 ,e936,e937,e938,e939,e940,e941,e942,e943,e944,e945,e946,e947,e948 ,e949,e950,e951,e952,e953,e954,e955,e956,e957,e958,e959,e960,e961 ,e962,e963,e964,e965,e966,e967,e968,e969,e970,e971,e972,e973,e974 ,e975,e976,e977,e978,e979,e980,e981,e982,e983,e984,e985,e986,e987 ,e988,e989,e990,e991,e992,e993,e994,e995,e996,e997,e998,e999,e1000 ,e1001,e1002,e1003; e1.. - (exp(-0.498*x5)*x2 + exp(-0.498*x6)*x3 + exp(-0.498*x7)*x4) + x1 =G= -1.99203187250996; e2.. - (exp(-0.496*x5)*x2 + exp(-0.496*x6)*x3 + exp(-0.496*x7)*x4) + x1 =G= -1.98412698412698; e3.. - (exp(-0.494*x5)*x2 + exp(-0.494*x6)*x3 + exp(-0.494*x7)*x4) + x1 =G= -1.97628458498024; e4.. - (exp(-0.492*x5)*x2 + exp(-0.492*x6)*x3 + exp(-0.492*x7)*x4) + x1 =G= -1.96850393700787; e5.. - (exp(-0.49*x5)*x2 + exp(-0.49*x6)*x3 + exp(-0.49*x7)*x4) + x1 =G= -1.96078431372549; e6.. - (exp(-0.488*x5)*x2 + exp(-0.488*x6)*x3 + exp(-0.488*x7)*x4) + x1 =G= -1.953125; e7.. - (exp(-0.486*x5)*x2 + exp(-0.486*x6)*x3 + exp(-0.486*x7)*x4) + x1 =G= -1.94552529182879; e8.. - (exp(-0.484*x5)*x2 + exp(-0.484*x6)*x3 + exp(-0.484*x7)*x4) + x1 =G= -1.93798449612403; e9.. - (exp(-0.482*x5)*x2 + exp(-0.482*x6)*x3 + exp(-0.482*x7)*x4) + x1 =G= -1.93050193050193; e10.. - (exp(-0.48*x5)*x2 + exp(-0.48*x6)*x3 + exp(-0.48*x7)*x4) + x1 =G= -1.92307692307692; e11.. - (exp(-0.478*x5)*x2 + exp(-0.478*x6)*x3 + exp(-0.478*x7)*x4) + x1 =G= -1.91570881226054; e12.. - (exp(-0.476*x5)*x2 + exp(-0.476*x6)*x3 + exp(-0.476*x7)*x4) + x1 =G= -1.90839694656489; e13.. - (exp(-0.474*x5)*x2 + exp(-0.474*x6)*x3 + exp(-0.474*x7)*x4) + x1 =G= -1.90114068441065; e14.. - (exp(-0.472*x5)*x2 + exp(-0.472*x6)*x3 + exp(-0.472*x7)*x4) + x1 =G= -1.89393939393939; e15.. - (exp(-0.47*x5)*x2 + exp(-0.47*x6)*x3 + exp(-0.47*x7)*x4) + x1 =G= -1.88679245283019; e16.. - (exp(-0.468*x5)*x2 + exp(-0.468*x6)*x3 + exp(-0.468*x7)*x4) + x1 =G= -1.8796992481203; e17.. - (exp(-0.466*x5)*x2 + exp(-0.466*x6)*x3 + exp(-0.466*x7)*x4) + x1 =G= -1.87265917602996; e18.. - (exp(-0.464*x5)*x2 + exp(-0.464*x6)*x3 + exp(-0.464*x7)*x4) + x1 =G= -1.86567164179104; e19.. - (exp(-0.462*x5)*x2 + exp(-0.462*x6)*x3 + exp(-0.462*x7)*x4) + x1 =G= -1.85873605947955; e20.. - (exp(-0.46*x5)*x2 + exp(-0.46*x6)*x3 + exp(-0.46*x7)*x4) + x1 =G= -1.85185185185185; e21.. - (exp(-0.458*x5)*x2 + exp(-0.458*x6)*x3 + exp(-0.458*x7)*x4) + x1 =G= -1.8450184501845; e22.. - (exp(-0.456*x5)*x2 + exp(-0.456*x6)*x3 + exp(-0.456*x7)*x4) + x1 =G= -1.83823529411765; e23.. - (exp(-0.454*x5)*x2 + exp(-0.454*x6)*x3 + exp(-0.454*x7)*x4) + x1 =G= -1.83150183150183; e24.. - (exp(-0.452*x5)*x2 + exp(-0.452*x6)*x3 + exp(-0.452*x7)*x4) + x1 =G= -1.82481751824817; e25.. - (exp(-0.45*x5)*x2 + exp(-0.45*x6)*x3 + exp(-0.45*x7)*x4) + x1 =G= -1.81818181818182; e26.. - (exp(-0.448*x5)*x2 + exp(-0.448*x6)*x3 + exp(-0.448*x7)*x4) + x1 =G= -1.81159420289855; e27.. - (exp(-0.446*x5)*x2 + exp(-0.446*x6)*x3 + exp(-0.446*x7)*x4) + x1 =G= -1.80505415162455; e28.. - (exp(-0.444*x5)*x2 + exp(-0.444*x6)*x3 + exp(-0.444*x7)*x4) + x1 =G= -1.79856115107914; e29.. - (exp(-0.442*x5)*x2 + exp(-0.442*x6)*x3 + exp(-0.442*x7)*x4) + x1 =G= -1.7921146953405; e30.. - (exp(-0.44*x5)*x2 + exp(-0.44*x6)*x3 + exp(-0.44*x7)*x4) + x1 =G= -1.78571428571429; e31.. - (exp(-0.438*x5)*x2 + exp(-0.438*x6)*x3 + exp(-0.438*x7)*x4) + x1 =G= -1.77935943060498; e32.. - (exp(-0.436*x5)*x2 + exp(-0.436*x6)*x3 + exp(-0.436*x7)*x4) + x1 =G= -1.77304964539007; e33.. - (exp(-0.434*x5)*x2 + exp(-0.434*x6)*x3 + exp(-0.434*x7)*x4) + x1 =G= -1.76678445229682; e34.. - (exp(-0.432*x5)*x2 + exp(-0.432*x6)*x3 + exp(-0.432*x7)*x4) + x1 =G= -1.76056338028169; e35.. - (exp(-0.43*x5)*x2 + exp(-0.43*x6)*x3 + exp(-0.43*x7)*x4) + x1 =G= -1.75438596491228; e36.. - (exp(-0.428*x5)*x2 + exp(-0.428*x6)*x3 + exp(-0.428*x7)*x4) + x1 =G= -1.74825174825175; e37.. - (exp(-0.426*x5)*x2 + exp(-0.426*x6)*x3 + exp(-0.426*x7)*x4) + x1 =G= -1.74216027874564; e38.. - (exp(-0.424*x5)*x2 + exp(-0.424*x6)*x3 + exp(-0.424*x7)*x4) + x1 =G= -1.73611111111111; e39.. - (exp(-0.422*x5)*x2 + exp(-0.422*x6)*x3 + exp(-0.422*x7)*x4) + x1 =G= -1.73010380622837; e40.. - (exp(-0.42*x5)*x2 + exp(-0.42*x6)*x3 + exp(-0.42*x7)*x4) + x1 =G= -1.72413793103448; e41.. - (exp(-0.418*x5)*x2 + exp(-0.418*x6)*x3 + exp(-0.418*x7)*x4) + x1 =G= -1.71821305841924; e42.. - (exp(-0.416*x5)*x2 + exp(-0.416*x6)*x3 + exp(-0.416*x7)*x4) + x1 =G= -1.71232876712329; e43.. - (exp(-0.414*x5)*x2 + exp(-0.414*x6)*x3 + exp(-0.414*x7)*x4) + x1 =G= -1.70648464163823; e44.. - (exp(-0.412*x5)*x2 + exp(-0.412*x6)*x3 + exp(-0.412*x7)*x4) + x1 =G= -1.70068027210884; e45.. - (exp(-0.41*x5)*x2 + exp(-0.41*x6)*x3 + exp(-0.41*x7)*x4) + x1 =G= -1.69491525423729; e46.. - (exp(-0.408*x5)*x2 + exp(-0.408*x6)*x3 + exp(-0.408*x7)*x4) + x1 =G= -1.68918918918919; e47.. - (exp(-0.406*x5)*x2 + exp(-0.406*x6)*x3 + exp(-0.406*x7)*x4) + x1 =G= -1.68350168350168; e48.. - (exp(-0.404*x5)*x2 + exp(-0.404*x6)*x3 + exp(-0.404*x7)*x4) + x1 =G= -1.67785234899329; e49.. - (exp(-0.402*x5)*x2 + exp(-0.402*x6)*x3 + exp(-0.402*x7)*x4) + x1 =G= -1.67224080267559; e50.. - (exp(-0.4*x5)*x2 + exp(-0.4*x6)*x3 + exp(-0.4*x7)*x4) + x1 =G= -1.66666666666667; e51.. - (exp(-0.398*x5)*x2 + exp(-0.398*x6)*x3 + exp(-0.398*x7)*x4) + x1 =G= -1.66112956810631; e52.. - (exp(-0.396*x5)*x2 + exp(-0.396*x6)*x3 + exp(-0.396*x7)*x4) + x1 =G= -1.65562913907285; e53.. - (exp(-0.394*x5)*x2 + exp(-0.394*x6)*x3 + exp(-0.394*x7)*x4) + x1 =G= -1.65016501650165; e54.. - (exp(-0.392*x5)*x2 + exp(-0.392*x6)*x3 + exp(-0.392*x7)*x4) + x1 =G= -1.64473684210526; e55.. - (exp(-0.39*x5)*x2 + exp(-0.39*x6)*x3 + exp(-0.39*x7)*x4) + x1 =G= -1.63934426229508; e56.. - (exp(-0.388*x5)*x2 + exp(-0.388*x6)*x3 + exp(-0.388*x7)*x4) + x1 =G= -1.63398692810457; e57.. - (exp(-0.386*x5)*x2 + exp(-0.386*x6)*x3 + exp(-0.386*x7)*x4) + x1 =G= -1.62866449511401; e58.. - (exp(-0.384*x5)*x2 + exp(-0.384*x6)*x3 + exp(-0.384*x7)*x4) + x1 =G= -1.62337662337662; e59.. - (exp(-0.382*x5)*x2 + exp(-0.382*x6)*x3 + exp(-0.382*x7)*x4) + x1 =G= -1.61812297734628; e60.. - (exp(-0.38*x5)*x2 + exp(-0.38*x6)*x3 + exp(-0.38*x7)*x4) + x1 =G= -1.61290322580645; e61.. - (exp(-0.378*x5)*x2 + exp(-0.378*x6)*x3 + exp(-0.378*x7)*x4) + x1 =G= -1.60771704180064; e62.. - (exp(-0.376*x5)*x2 + exp(-0.376*x6)*x3 + exp(-0.376*x7)*x4) + x1 =G= -1.6025641025641; e63.. - (exp(-0.374*x5)*x2 + exp(-0.374*x6)*x3 + exp(-0.374*x7)*x4) + x1 =G= -1.59744408945687; e64.. - (exp(-0.372*x5)*x2 + exp(-0.372*x6)*x3 + exp(-0.372*x7)*x4) + x1 =G= -1.59235668789809; e65.. - (exp(-0.37*x5)*x2 + exp(-0.37*x6)*x3 + exp(-0.37*x7)*x4) + x1 =G= -1.58730158730159; e66.. - (exp(-0.368*x5)*x2 + exp(-0.368*x6)*x3 + exp(-0.368*x7)*x4) + x1 =G= -1.58227848101266; e67.. - (exp(-0.366*x5)*x2 + exp(-0.366*x6)*x3 + exp(-0.366*x7)*x4) + x1 =G= -1.57728706624606; e68.. - (exp(-0.364*x5)*x2 + exp(-0.364*x6)*x3 + exp(-0.364*x7)*x4) + x1 =G= -1.57232704402516; e69.. - (exp(-0.362*x5)*x2 + exp(-0.362*x6)*x3 + exp(-0.362*x7)*x4) + x1 =G= -1.56739811912226; e70.. - (exp(-0.36*x5)*x2 + exp(-0.36*x6)*x3 + exp(-0.36*x7)*x4) + x1 =G= -1.5625; e71.. - (exp(-0.358*x5)*x2 + exp(-0.358*x6)*x3 + exp(-0.358*x7)*x4) + x1 =G= -1.55763239875389; e72.. - (exp(-0.356*x5)*x2 + exp(-0.356*x6)*x3 + exp(-0.356*x7)*x4) + x1 =G= -1.5527950310559; e73.. - (exp(-0.354*x5)*x2 + exp(-0.354*x6)*x3 + exp(-0.354*x7)*x4) + x1 =G= -1.54798761609907; e74.. - (exp(-0.352*x5)*x2 + exp(-0.352*x6)*x3 + exp(-0.352*x7)*x4) + x1 =G= -1.54320987654321; e75.. - (exp(-0.35*x5)*x2 + exp(-0.35*x6)*x3 + exp(-0.35*x7)*x4) + x1 =G= -1.53846153846154; e76.. - (exp(-0.348*x5)*x2 + exp(-0.348*x6)*x3 + exp(-0.348*x7)*x4) + x1 =G= -1.53374233128834; e77.. - (exp(-0.346*x5)*x2 + exp(-0.346*x6)*x3 + exp(-0.346*x7)*x4) + x1 =G= -1.52905198776758; e78.. - (exp(-0.344*x5)*x2 + exp(-0.344*x6)*x3 + exp(-0.344*x7)*x4) + x1 =G= -1.52439024390244; e79.. - (exp(-0.342*x5)*x2 + exp(-0.342*x6)*x3 + exp(-0.342*x7)*x4) + x1 =G= -1.51975683890578; e80.. - (exp(-0.34*x5)*x2 + exp(-0.34*x6)*x3 + exp(-0.34*x7)*x4) + x1 =G= -1.51515151515152; e81.. - (exp(-0.338*x5)*x2 + exp(-0.338*x6)*x3 + exp(-0.338*x7)*x4) + x1 =G= -1.51057401812689; e82.. - (exp(-0.336*x5)*x2 + exp(-0.336*x6)*x3 + exp(-0.336*x7)*x4) + x1 =G= -1.50602409638554; e83.. - (exp(-0.334*x5)*x2 + exp(-0.334*x6)*x3 + exp(-0.334*x7)*x4) + x1 =G= -1.5015015015015; e84.. - (exp(-0.332*x5)*x2 + exp(-0.332*x6)*x3 + exp(-0.332*x7)*x4) + x1 =G= -1.49700598802395; e85.. - (exp(-0.33*x5)*x2 + exp(-0.33*x6)*x3 + exp(-0.33*x7)*x4) + x1 =G= -1.49253731343284; e86.. - (exp(-0.328*x5)*x2 + exp(-0.328*x6)*x3 + exp(-0.328*x7)*x4) + x1 =G= -1.48809523809524; e87.. - (exp(-0.326*x5)*x2 + exp(-0.326*x6)*x3 + exp(-0.326*x7)*x4) + x1 =G= -1.48367952522255; e88.. - (exp(-0.324*x5)*x2 + exp(-0.324*x6)*x3 + exp(-0.324*x7)*x4) + x1 =G= -1.4792899408284; e89.. - (exp(-0.322*x5)*x2 + exp(-0.322*x6)*x3 + exp(-0.322*x7)*x4) + x1 =G= -1.47492625368732; e90.. - (exp(-0.32*x5)*x2 + exp(-0.32*x6)*x3 + exp(-0.32*x7)*x4) + x1 =G= -1.47058823529412; e91.. - (exp(-0.318*x5)*x2 + exp(-0.318*x6)*x3 + exp(-0.318*x7)*x4) + x1 =G= -1.46627565982405; e92.. - (exp(-0.316*x5)*x2 + exp(-0.316*x6)*x3 + exp(-0.316*x7)*x4) + x1 =G= -1.46198830409357; e93.. - (exp(-0.314*x5)*x2 + exp(-0.314*x6)*x3 + exp(-0.314*x7)*x4) + x1 =G= -1.45772594752187; e94.. - (exp(-0.312*x5)*x2 + exp(-0.312*x6)*x3 + exp(-0.312*x7)*x4) + x1 =G= -1.45348837209302; e95.. - (exp(-0.31*x5)*x2 + exp(-0.31*x6)*x3 + exp(-0.31*x7)*x4) + x1 =G= -1.44927536231884; e96.. - (exp(-0.308*x5)*x2 + exp(-0.308*x6)*x3 + exp(-0.308*x7)*x4) + x1 =G= -1.44508670520231; e97.. - (exp(-0.306*x5)*x2 + exp(-0.306*x6)*x3 + exp(-0.306*x7)*x4) + x1 =G= -1.44092219020173; e98.. - (exp(-0.304*x5)*x2 + exp(-0.304*x6)*x3 + exp(-0.304*x7)*x4) + x1 =G= -1.4367816091954; e99.. - (exp(-0.302*x5)*x2 + exp(-0.302*x6)*x3 + exp(-0.302*x7)*x4) + x1 =G= -1.43266475644699; e100.. - (exp(-0.3*x5)*x2 + exp(-0.3*x6)*x3 + exp(-0.3*x7)*x4) + x1 =G= -1.42857142857143; e101.. - (exp(-0.298*x5)*x2 + exp(-0.298*x6)*x3 + exp(-0.298*x7)*x4) + x1 =G= -1.42450142450142; e102.. - (exp(-0.296*x5)*x2 + exp(-0.296*x6)*x3 + exp(-0.296*x7)*x4) + x1 =G= -1.42045454545455; e103.. - (exp(-0.294*x5)*x2 + exp(-0.294*x6)*x3 + exp(-0.294*x7)*x4) + x1 =G= -1.41643059490085; e104.. - (exp(-0.292*x5)*x2 + exp(-0.292*x6)*x3 + exp(-0.292*x7)*x4) + x1 =G= -1.41242937853107; e105.. - (exp(-0.29*x5)*x2 + exp(-0.29*x6)*x3 + exp(-0.29*x7)*x4) + x1 =G= -1.40845070422535; e106.. - (exp(-0.288*x5)*x2 + exp(-0.288*x6)*x3 + exp(-0.288*x7)*x4) + x1 =G= -1.40449438202247; e107.. - (exp(-0.286*x5)*x2 + exp(-0.286*x6)*x3 + exp(-0.286*x7)*x4) + x1 =G= -1.40056022408964; e108.. - (exp(-0.284*x5)*x2 + exp(-0.284*x6)*x3 + exp(-0.284*x7)*x4) + x1 =G= -1.39664804469274; e109.. - (exp(-0.282*x5)*x2 + exp(-0.282*x6)*x3 + exp(-0.282*x7)*x4) + x1 =G= -1.39275766016713; e110.. - (exp(-0.28*x5)*x2 + exp(-0.28*x6)*x3 + exp(-0.28*x7)*x4) + x1 =G= -1.38888888888889; e111.. - (exp(-0.278*x5)*x2 + exp(-0.278*x6)*x3 + exp(-0.278*x7)*x4) + x1 =G= -1.38504155124654; e112.. - (exp(-0.276*x5)*x2 + exp(-0.276*x6)*x3 + exp(-0.276*x7)*x4) + x1 =G= -1.38121546961326; e113.. - (exp(-0.274*x5)*x2 + exp(-0.274*x6)*x3 + exp(-0.274*x7)*x4) + x1 =G= -1.37741046831956; e114.. - (exp(-0.272*x5)*x2 + exp(-0.272*x6)*x3 + exp(-0.272*x7)*x4) + x1 =G= -1.37362637362637; e115.. - (exp(-0.27*x5)*x2 + exp(-0.27*x6)*x3 + exp(-0.27*x7)*x4) + x1 =G= -1.36986301369863; e116.. - (exp(-0.268*x5)*x2 + exp(-0.268*x6)*x3 + exp(-0.268*x7)*x4) + x1 =G= -1.36612021857923; e117.. - (exp(-0.266*x5)*x2 + exp(-0.266*x6)*x3 + exp(-0.266*x7)*x4) + x1 =G= -1.36239782016349; e118.. - (exp(-0.264*x5)*x2 + exp(-0.264*x6)*x3 + exp(-0.264*x7)*x4) + x1 =G= -1.35869565217391; e119.. - (exp(-0.262*x5)*x2 + exp(-0.262*x6)*x3 + exp(-0.262*x7)*x4) + x1 =G= -1.3550135501355; e120.. - (exp(-0.26*x5)*x2 + exp(-0.26*x6)*x3 + exp(-0.26*x7)*x4) + x1 =G= -1.35135135135135; e121.. - (exp(-0.258*x5)*x2 + exp(-0.258*x6)*x3 + exp(-0.258*x7)*x4) + x1 =G= -1.34770889487871; e122.. - (exp(-0.256*x5)*x2 + exp(-0.256*x6)*x3 + exp(-0.256*x7)*x4) + x1 =G= -1.34408602150538; e123.. - (exp(-0.254*x5)*x2 + exp(-0.254*x6)*x3 + exp(-0.254*x7)*x4) + x1 =G= -1.34048257372654; e124.. - (exp(-0.252*x5)*x2 + exp(-0.252*x6)*x3 + exp(-0.252*x7)*x4) + x1 =G= -1.33689839572193; e125.. - (exp(-0.25*x5)*x2 + exp(-0.25*x6)*x3 + exp(-0.25*x7)*x4) + x1 =G= -1.33333333333333; e126.. - (exp(-0.248*x5)*x2 + exp(-0.248*x6)*x3 + exp(-0.248*x7)*x4) + x1 =G= -1.32978723404255; e127.. - (exp(-0.246*x5)*x2 + exp(-0.246*x6)*x3 + exp(-0.246*x7)*x4) + x1 =G= -1.3262599469496; e128.. - (exp(-0.244*x5)*x2 + exp(-0.244*x6)*x3 + exp(-0.244*x7)*x4) + x1 =G= -1.32275132275132; e129.. - (exp(-0.242*x5)*x2 + exp(-0.242*x6)*x3 + exp(-0.242*x7)*x4) + x1 =G= -1.31926121372032; e130.. - (exp(-0.24*x5)*x2 + exp(-0.24*x6)*x3 + exp(-0.24*x7)*x4) + x1 =G= -1.31578947368421; e131.. - (exp(-0.238*x5)*x2 + exp(-0.238*x6)*x3 + exp(-0.238*x7)*x4) + x1 =G= -1.31233595800525; e132.. - (exp(-0.236*x5)*x2 + exp(-0.236*x6)*x3 + exp(-0.236*x7)*x4) + x1 =G= -1.30890052356021; e133.. - (exp(-0.234*x5)*x2 + exp(-0.234*x6)*x3 + exp(-0.234*x7)*x4) + x1 =G= -1.30548302872063; e134.. - (exp(-0.232*x5)*x2 + exp(-0.232*x6)*x3 + exp(-0.232*x7)*x4) + x1 =G= -1.30208333333333; e135.. - (exp(-0.23*x5)*x2 + exp(-0.23*x6)*x3 + exp(-0.23*x7)*x4) + x1 =G= -1.2987012987013; e136.. - (exp(-0.228*x5)*x2 + exp(-0.228*x6)*x3 + exp(-0.228*x7)*x4) + x1 =G= -1.29533678756477; e137.. - (exp(-0.226*x5)*x2 + exp(-0.226*x6)*x3 + exp(-0.226*x7)*x4) + x1 =G= -1.29198966408269; e138.. - (exp(-0.224*x5)*x2 + exp(-0.224*x6)*x3 + exp(-0.224*x7)*x4) + x1 =G= -1.28865979381443; e139.. - (exp(-0.222*x5)*x2 + exp(-0.222*x6)*x3 + exp(-0.222*x7)*x4) + x1 =G= -1.2853470437018; e140.. - (exp(-0.22*x5)*x2 + exp(-0.22*x6)*x3 + exp(-0.22*x7)*x4) + x1 =G= -1.28205128205128; e141.. - (exp(-0.218*x5)*x2 + exp(-0.218*x6)*x3 + exp(-0.218*x7)*x4) + x1 =G= -1.27877237851662; e142.. - (exp(-0.216*x5)*x2 + exp(-0.216*x6)*x3 + exp(-0.216*x7)*x4) + x1 =G= -1.27551020408163; e143.. - (exp(-0.214*x5)*x2 + exp(-0.214*x6)*x3 + exp(-0.214*x7)*x4) + x1 =G= -1.27226463104326; e144.. - (exp(-0.212*x5)*x2 + exp(-0.212*x6)*x3 + exp(-0.212*x7)*x4) + x1 =G= -1.26903553299492; e145.. - (exp(-0.21*x5)*x2 + exp(-0.21*x6)*x3 + exp(-0.21*x7)*x4) + x1 =G= -1.26582278481013; e146.. - (exp(-0.208*x5)*x2 + exp(-0.208*x6)*x3 + exp(-0.208*x7)*x4) + x1 =G= -1.26262626262626; e147.. - (exp(-0.206*x5)*x2 + exp(-0.206*x6)*x3 + exp(-0.206*x7)*x4) + x1 =G= -1.25944584382872; e148.. - (exp(-0.204*x5)*x2 + exp(-0.204*x6)*x3 + exp(-0.204*x7)*x4) + x1 =G= -1.25628140703518; e149.. - (exp(-0.202*x5)*x2 + exp(-0.202*x6)*x3 + exp(-0.202*x7)*x4) + x1 =G= -1.2531328320802; e150.. - (exp(-0.2*x5)*x2 + exp(-0.2*x6)*x3 + exp(-0.2*x7)*x4) + x1 =G= -1.25; e151.. - (exp(-0.198*x5)*x2 + exp(-0.198*x6)*x3 + exp(-0.198*x7)*x4) + x1 =G= -1.24688279301746; e152.. - (exp(-0.196*x5)*x2 + exp(-0.196*x6)*x3 + exp(-0.196*x7)*x4) + x1 =G= -1.24378109452736; e153.. - (exp(-0.194*x5)*x2 + exp(-0.194*x6)*x3 + exp(-0.194*x7)*x4) + x1 =G= -1.24069478908189; e154.. - (exp(-0.192*x5)*x2 + exp(-0.192*x6)*x3 + exp(-0.192*x7)*x4) + x1 =G= -1.23762376237624; e155.. - (exp(-0.19*x5)*x2 + exp(-0.19*x6)*x3 + exp(-0.19*x7)*x4) + x1 =G= -1.23456790123457; e156.. - (exp(-0.188*x5)*x2 + exp(-0.188*x6)*x3 + exp(-0.188*x7)*x4) + x1 =G= -1.23152709359606; e157.. - (exp(-0.186*x5)*x2 + exp(-0.186*x6)*x3 + exp(-0.186*x7)*x4) + x1 =G= -1.22850122850123; e158.. - (exp(-0.184*x5)*x2 + exp(-0.184*x6)*x3 + exp(-0.184*x7)*x4) + x1 =G= -1.22549019607843; e159.. - (exp(-0.182*x5)*x2 + exp(-0.182*x6)*x3 + exp(-0.182*x7)*x4) + x1 =G= -1.22249388753056; e160.. - (exp(-0.18*x5)*x2 + exp(-0.18*x6)*x3 + exp(-0.18*x7)*x4) + x1 =G= -1.21951219512195; e161.. - (exp(-0.178*x5)*x2 + exp(-0.178*x6)*x3 + exp(-0.178*x7)*x4) + x1 =G= -1.21654501216545; e162.. - (exp(-0.176*x5)*x2 + exp(-0.176*x6)*x3 + exp(-0.176*x7)*x4) + x1 =G= -1.21359223300971; e163.. - (exp(-0.174*x5)*x2 + exp(-0.174*x6)*x3 + exp(-0.174*x7)*x4) + x1 =G= -1.21065375302663; e164.. - (exp(-0.172*x5)*x2 + exp(-0.172*x6)*x3 + exp(-0.172*x7)*x4) + x1 =G= -1.20772946859903; e165.. - (exp(-0.17*x5)*x2 + exp(-0.17*x6)*x3 + exp(-0.17*x7)*x4) + x1 =G= -1.20481927710843; e166.. - (exp(-0.168*x5)*x2 + exp(-0.168*x6)*x3 + exp(-0.168*x7)*x4) + x1 =G= -1.20192307692308; e167.. - (exp(-0.166*x5)*x2 + exp(-0.166*x6)*x3 + exp(-0.166*x7)*x4) + x1 =G= -1.19904076738609; e168.. - (exp(-0.164*x5)*x2 + exp(-0.164*x6)*x3 + exp(-0.164*x7)*x4) + x1 =G= -1.19617224880383; e169.. - (exp(-0.162*x5)*x2 + exp(-0.162*x6)*x3 + exp(-0.162*x7)*x4) + x1 =G= -1.19331742243437; e170.. - (exp(-0.16*x5)*x2 + exp(-0.16*x6)*x3 + exp(-0.16*x7)*x4) + x1 =G= -1.19047619047619; e171.. - (exp(-0.158*x5)*x2 + exp(-0.158*x6)*x3 + exp(-0.158*x7)*x4) + x1 =G= -1.18764845605701; e172.. - (exp(-0.156*x5)*x2 + exp(-0.156*x6)*x3 + exp(-0.156*x7)*x4) + x1 =G= -1.18483412322275; e173.. - (exp(-0.154*x5)*x2 + exp(-0.154*x6)*x3 + exp(-0.154*x7)*x4) + x1 =G= -1.18203309692671; e174.. - (exp(-0.152*x5)*x2 + exp(-0.152*x6)*x3 + exp(-0.152*x7)*x4) + x1 =G= -1.17924528301887; e175.. - (exp(-0.15*x5)*x2 + exp(-0.15*x6)*x3 + exp(-0.15*x7)*x4) + x1 =G= -1.17647058823529; e176.. - (exp(-0.148*x5)*x2 + exp(-0.148*x6)*x3 + exp(-0.148*x7)*x4) + x1 =G= -1.17370892018779; e177.. - (exp(-0.146*x5)*x2 + exp(-0.146*x6)*x3 + exp(-0.146*x7)*x4) + x1 =G= -1.17096018735363; e178.. - (exp(-0.144*x5)*x2 + exp(-0.144*x6)*x3 + exp(-0.144*x7)*x4) + x1 =G= -1.16822429906542; e179.. - (exp(-0.142*x5)*x2 + exp(-0.142*x6)*x3 + exp(-0.142*x7)*x4) + x1 =G= -1.16550116550117; e180.. - (exp(-0.14*x5)*x2 + exp(-0.14*x6)*x3 + exp(-0.14*x7)*x4) + x1 =G= -1.16279069767442; e181.. - (exp(-0.138*x5)*x2 + exp(-0.138*x6)*x3 + exp(-0.138*x7)*x4) + x1 =G= -1.16009280742459; e182.. - (exp(-0.136*x5)*x2 + exp(-0.136*x6)*x3 + exp(-0.136*x7)*x4) + x1 =G= -1.15740740740741; e183.. - (exp(-0.134*x5)*x2 + exp(-0.134*x6)*x3 + exp(-0.134*x7)*x4) + x1 =G= -1.15473441108545; e184.. - (exp(-0.132*x5)*x2 + exp(-0.132*x6)*x3 + exp(-0.132*x7)*x4) + x1 =G= -1.15207373271889; e185.. - (exp(-0.13*x5)*x2 + exp(-0.13*x6)*x3 + exp(-0.13*x7)*x4) + x1 =G= -1.14942528735632; e186.. - (exp(-0.128*x5)*x2 + exp(-0.128*x6)*x3 + exp(-0.128*x7)*x4) + x1 =G= -1.14678899082569; e187.. - (exp(-0.126*x5)*x2 + exp(-0.126*x6)*x3 + exp(-0.126*x7)*x4) + x1 =G= -1.1441647597254; e188.. - (exp(-0.124*x5)*x2 + exp(-0.124*x6)*x3 + exp(-0.124*x7)*x4) + x1 =G= -1.14155251141553; e189.. - (exp(-0.122*x5)*x2 + exp(-0.122*x6)*x3 + exp(-0.122*x7)*x4) + x1 =G= -1.13895216400911; e190.. - (exp(-0.12*x5)*x2 + exp(-0.12*x6)*x3 + exp(-0.12*x7)*x4) + x1 =G= -1.13636363636364; e191.. - (exp(-0.118*x5)*x2 + exp(-0.118*x6)*x3 + exp(-0.118*x7)*x4) + x1 =G= -1.13378684807256; e192.. - (exp(-0.116*x5)*x2 + exp(-0.116*x6)*x3 + exp(-0.116*x7)*x4) + x1 =G= -1.13122171945701; e193.. - (exp(-0.114*x5)*x2 + exp(-0.114*x6)*x3 + exp(-0.114*x7)*x4) + x1 =G= -1.12866817155756; e194.. - (exp(-0.112*x5)*x2 + exp(-0.112*x6)*x3 + exp(-0.112*x7)*x4) + x1 =G= -1.12612612612613; e195.. - (exp(-0.11*x5)*x2 + exp(-0.11*x6)*x3 + exp(-0.11*x7)*x4) + x1 =G= -1.12359550561798; e196.. - (exp(-0.108*x5)*x2 + exp(-0.108*x6)*x3 + exp(-0.108*x7)*x4) + x1 =G= -1.12107623318386; e197.. - (exp(-0.106*x5)*x2 + exp(-0.106*x6)*x3 + exp(-0.106*x7)*x4) + x1 =G= -1.11856823266219; e198.. - (exp(-0.104*x5)*x2 + exp(-0.104*x6)*x3 + exp(-0.104*x7)*x4) + x1 =G= -1.11607142857143; e199.. - (exp(-0.102*x5)*x2 + exp(-0.102*x6)*x3 + exp(-0.102*x7)*x4) + x1 =G= -1.11358574610245; e200.. - (exp(-0.1*x5)*x2 + exp(-0.1*x6)*x3 + exp(-0.1*x7)*x4) + x1 =G= -1.11111111111111; e201.. - (exp(-0.098*x5)*x2 + exp(-0.098*x6)*x3 + exp(-0.098*x7)*x4) + x1 =G= -1.10864745011086; e202.. - (exp(-0.096*x5)*x2 + exp(-0.096*x6)*x3 + exp(-0.096*x7)*x4) + x1 =G= -1.10619469026549; e203.. - (exp(-0.094*x5)*x2 + exp(-0.094*x6)*x3 + exp(-0.094*x7)*x4) + x1 =G= -1.1037527593819; e204.. - (exp(-0.092*x5)*x2 + exp(-0.092*x6)*x3 + exp(-0.092*x7)*x4) + x1 =G= -1.10132158590308; e205.. - (exp(-0.09*x5)*x2 + exp(-0.09*x6)*x3 + exp(-0.09*x7)*x4) + x1 =G= -1.0989010989011; e206.. - (exp(-0.088*x5)*x2 + exp(-0.088*x6)*x3 + exp(-0.088*x7)*x4) + x1 =G= -1.09649122807018; e207.. - (exp(-0.086*x5)*x2 + exp(-0.086*x6)*x3 + exp(-0.086*x7)*x4) + x1 =G= -1.09409190371991; e208.. - (exp(-0.084*x5)*x2 + exp(-0.084*x6)*x3 + exp(-0.084*x7)*x4) + x1 =G= -1.09170305676856; e209.. - (exp(-0.082*x5)*x2 + exp(-0.082*x6)*x3 + exp(-0.082*x7)*x4) + x1 =G= -1.08932461873638; e210.. - (exp(-0.08*x5)*x2 + exp(-0.08*x6)*x3 + exp(-0.08*x7)*x4) + x1 =G= -1.08695652173913; e211.. - (exp(-0.078*x5)*x2 + exp(-0.078*x6)*x3 + exp(-0.078*x7)*x4) + x1 =G= -1.08459869848156; e212.. - (exp(-0.076*x5)*x2 + exp(-0.076*x6)*x3 + exp(-0.076*x7)*x4) + x1 =G= -1.08225108225108; e213.. - (exp(-0.074*x5)*x2 + exp(-0.074*x6)*x3 + exp(-0.074*x7)*x4) + x1 =G= -1.07991360691145; e214.. - (exp(-0.072*x5)*x2 + exp(-0.072*x6)*x3 + exp(-0.072*x7)*x4) + x1 =G= -1.07758620689655; e215.. - (exp(-0.07*x5)*x2 + exp(-0.07*x6)*x3 + exp(-0.07*x7)*x4) + x1 =G= -1.0752688172043; e216.. - (exp(-0.068*x5)*x2 + exp(-0.068*x6)*x3 + exp(-0.068*x7)*x4) + x1 =G= -1.07296137339056; e217.. - (exp(-0.066*x5)*x2 + exp(-0.066*x6)*x3 + exp(-0.066*x7)*x4) + x1 =G= -1.07066381156317; e218.. - (exp(-0.064*x5)*x2 + exp(-0.064*x6)*x3 + exp(-0.064*x7)*x4) + x1 =G= -1.06837606837607; e219.. - (exp(-0.062*x5)*x2 + exp(-0.062*x6)*x3 + exp(-0.062*x7)*x4) + x1 =G= -1.06609808102345; e220.. - (exp(-0.06*x5)*x2 + exp(-0.06*x6)*x3 + exp(-0.06*x7)*x4) + x1 =G= -1.06382978723404; e221.. - (exp(-0.058*x5)*x2 + exp(-0.058*x6)*x3 + exp(-0.058*x7)*x4) + x1 =G= -1.06157112526539; e222.. - (exp(-0.056*x5)*x2 + exp(-0.056*x6)*x3 + exp(-0.056*x7)*x4) + x1 =G= -1.05932203389831; e223.. - (exp(-0.054*x5)*x2 + exp(-0.054*x6)*x3 + exp(-0.054*x7)*x4) + x1 =G= -1.05708245243129; e224.. - (exp(-0.052*x5)*x2 + exp(-0.052*x6)*x3 + exp(-0.052*x7)*x4) + x1 =G= -1.05485232067511; e225.. - (exp(-0.05*x5)*x2 + exp(-0.05*x6)*x3 + exp(-0.05*x7)*x4) + x1 =G= -1.05263157894737; e226.. - (exp(-0.048*x5)*x2 + exp(-0.048*x6)*x3 + exp(-0.048*x7)*x4) + x1 =G= -1.05042016806723; e227.. - (exp(-0.046*x5)*x2 + exp(-0.046*x6)*x3 + exp(-0.046*x7)*x4) + x1 =G= -1.0482180293501; e228.. - (exp(-0.044*x5)*x2 + exp(-0.044*x6)*x3 + exp(-0.044*x7)*x4) + x1 =G= -1.04602510460251; e229.. - (exp(-0.042*x5)*x2 + exp(-0.042*x6)*x3 + exp(-0.042*x7)*x4) + x1 =G= -1.04384133611691; e230.. - (exp(-0.04*x5)*x2 + exp(-0.04*x6)*x3 + exp(-0.04*x7)*x4) + x1 =G= -1.04166666666667; e231.. - (exp(-0.038*x5)*x2 + exp(-0.038*x6)*x3 + exp(-0.038*x7)*x4) + x1 =G= -1.03950103950104; e232.. - (exp(-0.036*x5)*x2 + exp(-0.036*x6)*x3 + exp(-0.036*x7)*x4) + x1 =G= -1.03734439834025; e233.. - (exp(-0.034*x5)*x2 + exp(-0.034*x6)*x3 + exp(-0.034*x7)*x4) + x1 =G= -1.0351966873706; e234.. - (exp(-0.032*x5)*x2 + exp(-0.032*x6)*x3 + exp(-0.032*x7)*x4) + x1 =G= -1.03305785123967; e235.. - (exp(-0.03*x5)*x2 + exp(-0.03*x6)*x3 + exp(-0.03*x7)*x4) + x1 =G= -1.03092783505155; e236.. - (exp(-0.028*x5)*x2 + exp(-0.028*x6)*x3 + exp(-0.028*x7)*x4) + x1 =G= -1.02880658436214; e237.. - (exp(-0.026*x5)*x2 + exp(-0.026*x6)*x3 + exp(-0.026*x7)*x4) + x1 =G= -1.02669404517454; e238.. - (exp(-0.024*x5)*x2 + exp(-0.024*x6)*x3 + exp(-0.024*x7)*x4) + x1 =G= -1.02459016393443; e239.. - (exp(-0.022*x5)*x2 + exp(-0.022*x6)*x3 + exp(-0.022*x7)*x4) + x1 =G= -1.02249488752556; e240.. - (exp(-0.02*x5)*x2 + exp(-0.02*x6)*x3 + exp(-0.02*x7)*x4) + x1 =G= -1.02040816326531; e241.. - (exp(-0.018*x5)*x2 + exp(-0.018*x6)*x3 + exp(-0.018*x7)*x4) + x1 =G= -1.0183299389002; e242.. - (exp(-0.016*x5)*x2 + exp(-0.016*x6)*x3 + exp(-0.016*x7)*x4) + x1 =G= -1.01626016260163; e243.. - (exp(-0.014*x5)*x2 + exp(-0.014*x6)*x3 + exp(-0.014*x7)*x4) + x1 =G= -1.01419878296146; e244.. - (exp(-0.012*x5)*x2 + exp(-0.012*x6)*x3 + exp(-0.012*x7)*x4) + x1 =G= -1.01214574898785; e245.. - (exp(-0.01*x5)*x2 + exp(-0.01*x6)*x3 + exp(-0.01*x7)*x4) + x1 =G= -1.01010101010101; e246.. - (exp(-0.00800000000000001*x5)*x2 + exp(-0.00800000000000001*x6)*x3 + exp(-0.00800000000000001*x7)*x4) + x1 =G= -1.00806451612903; e247.. - (exp(-0.00600000000000001*x5)*x2 + exp(-0.00600000000000001*x6)*x3 + exp(-0.00600000000000001*x7)*x4) + x1 =G= -1.00603621730382; e248.. - (exp(-0.004*x5)*x2 + exp(-0.004*x6)*x3 + exp(-0.004*x7)*x4) + x1 =G= -1.00401606425703; e249.. - (exp(-0.002*x5)*x2 + exp(-0.002*x6)*x3 + exp(-0.002*x7)*x4) + x1 =G= -1.00200400801603; e250.. x1 - x2 - x3 - x4 =G= -1; e251.. - (exp(0.002*x5)*x2 + exp(0.002*x6)*x3 + exp(0.002*x7)*x4) + x1 =G= -0.998003992015968; e252.. - (exp(0.004*x5)*x2 + exp(0.004*x6)*x3 + exp(0.004*x7)*x4) + x1 =G= -0.99601593625498; e253.. - (exp(0.00600000000000001*x5)*x2 + exp(0.00600000000000001*x6)*x3 + exp(0.00600000000000001*x7)*x4) + x1 =G= -0.99403578528827; e254.. - (exp(0.00800000000000001*x5)*x2 + exp(0.00800000000000001*x6)*x3 + exp(0.00800000000000001*x7)*x4) + x1 =G= -0.992063492063492; e255.. - (exp(0.01*x5)*x2 + exp(0.01*x6)*x3 + exp(0.01*x7)*x4) + x1 =G= -0.99009900990099; e256.. - (exp(0.012*x5)*x2 + exp(0.012*x6)*x3 + exp(0.012*x7)*x4) + x1 =G= -0.988142292490119; e257.. - (exp(0.014*x5)*x2 + exp(0.014*x6)*x3 + exp(0.014*x7)*x4) + x1 =G= -0.986193293885602; e258.. - (exp(0.016*x5)*x2 + exp(0.016*x6)*x3 + exp(0.016*x7)*x4) + x1 =G= -0.984251968503937; e259.. - (exp(0.018*x5)*x2 + exp(0.018*x6)*x3 + exp(0.018*x7)*x4) + x1 =G= -0.982318271119843; e260.. - (exp(0.02*x5)*x2 + exp(0.02*x6)*x3 + exp(0.02*x7)*x4) + x1 =G= -0.980392156862745; e261.. - (exp(0.022*x5)*x2 + exp(0.022*x6)*x3 + exp(0.022*x7)*x4) + x1 =G= -0.978473581213307; e262.. - (exp(0.024*x5)*x2 + exp(0.024*x6)*x3 + exp(0.024*x7)*x4) + x1 =G= -0.9765625; e263.. - (exp(0.026*x5)*x2 + exp(0.026*x6)*x3 + exp(0.026*x7)*x4) + x1 =G= -0.974658869395711; e264.. - (exp(0.028*x5)*x2 + exp(0.028*x6)*x3 + exp(0.028*x7)*x4) + x1 =G= -0.972762645914397; e265.. - (exp(0.03*x5)*x2 + exp(0.03*x6)*x3 + exp(0.03*x7)*x4) + x1 =G= -0.970873786407767; e266.. - (exp(0.032*x5)*x2 + exp(0.032*x6)*x3 + exp(0.032*x7)*x4) + x1 =G= -0.968992248062015; e267.. - (exp(0.034*x5)*x2 + exp(0.034*x6)*x3 + exp(0.034*x7)*x4) + x1 =G= -0.967117988394584; e268.. - (exp(0.036*x5)*x2 + exp(0.036*x6)*x3 + exp(0.036*x7)*x4) + x1 =G= -0.965250965250965; e269.. - (exp(0.038*x5)*x2 + exp(0.038*x6)*x3 + exp(0.038*x7)*x4) + x1 =G= -0.963391136801541; e270.. - (exp(0.04*x5)*x2 + exp(0.04*x6)*x3 + exp(0.04*x7)*x4) + x1 =G= -0.961538461538461; e271.. - (exp(0.042*x5)*x2 + exp(0.042*x6)*x3 + exp(0.042*x7)*x4) + x1 =G= -0.959692898272553; e272.. - (exp(0.044*x5)*x2 + exp(0.044*x6)*x3 + exp(0.044*x7)*x4) + x1 =G= -0.957854406130268; e273.. - (exp(0.046*x5)*x2 + exp(0.046*x6)*x3 + exp(0.046*x7)*x4) + x1 =G= -0.956022944550669; e274.. - (exp(0.048*x5)*x2 + exp(0.048*x6)*x3 + exp(0.048*x7)*x4) + x1 =G= -0.954198473282443; e275.. - (exp(0.05*x5)*x2 + exp(0.05*x6)*x3 + exp(0.05*x7)*x4) + x1 =G= -0.952380952380952; e276.. - (exp(0.052*x5)*x2 + exp(0.052*x6)*x3 + exp(0.052*x7)*x4) + x1 =G= -0.950570342205323; e277.. - (exp(0.054*x5)*x2 + exp(0.054*x6)*x3 + exp(0.054*x7)*x4) + x1 =G= -0.94876660341556; e278.. - (exp(0.056*x5)*x2 + exp(0.056*x6)*x3 + exp(0.056*x7)*x4) + x1 =G= -0.946969696969697; e279.. - (exp(0.0580000000000001*x5)*x2 + exp(0.0580000000000001*x6)*x3 + exp( 0.0580000000000001*x7)*x4) + x1 =G= -0.945179584120983; e280.. - (exp(0.0600000000000001*x5)*x2 + exp(0.0600000000000001*x6)*x3 + exp( 0.0600000000000001*x7)*x4) + x1 =G= -0.943396226415094; e281.. - (exp(0.0620000000000001*x5)*x2 + exp(0.0620000000000001*x6)*x3 + exp( 0.0620000000000001*x7)*x4) + x1 =G= -0.941619585687382; e282.. - (exp(0.0640000000000001*x5)*x2 + exp(0.0640000000000001*x6)*x3 + exp( 0.0640000000000001*x7)*x4) + x1 =G= -0.93984962406015; e283.. - (exp(0.0660000000000001*x5)*x2 + exp(0.0660000000000001*x6)*x3 + exp( 0.0660000000000001*x7)*x4) + x1 =G= -0.938086303939962; e284.. - (exp(0.0680000000000001*x5)*x2 + exp(0.0680000000000001*x6)*x3 + exp( 0.0680000000000001*x7)*x4) + x1 =G= -0.936329588014981; e285.. - (exp(0.0700000000000001*x5)*x2 + exp(0.0700000000000001*x6)*x3 + exp( 0.0700000000000001*x7)*x4) + x1 =G= -0.934579439252336; e286.. - (exp(0.0720000000000001*x5)*x2 + exp(0.0720000000000001*x6)*x3 + exp( 0.0720000000000001*x7)*x4) + x1 =G= -0.932835820895522; e287.. - (exp(0.0740000000000001*x5)*x2 + exp(0.0740000000000001*x6)*x3 + exp( 0.0740000000000001*x7)*x4) + x1 =G= -0.931098696461825; e288.. - (exp(0.0760000000000001*x5)*x2 + exp(0.0760000000000001*x6)*x3 + exp( 0.0760000000000001*x7)*x4) + x1 =G= -0.929368029739777; e289.. - (exp(0.078*x5)*x2 + exp(0.078*x6)*x3 + exp(0.078*x7)*x4) + x1 =G= -0.927643784786642; e290.. - (exp(0.08*x5)*x2 + exp(0.08*x6)*x3 + exp(0.08*x7)*x4) + x1 =G= -0.925925925925926; e291.. - (exp(0.082*x5)*x2 + exp(0.082*x6)*x3 + exp(0.082*x7)*x4) + x1 =G= -0.924214417744917; e292.. - (exp(0.084*x5)*x2 + exp(0.084*x6)*x3 + exp(0.084*x7)*x4) + x1 =G= -0.922509225092251; e293.. - (exp(0.086*x5)*x2 + exp(0.086*x6)*x3 + exp(0.086*x7)*x4) + x1 =G= -0.920810313075507; e294.. - (exp(0.088*x5)*x2 + exp(0.088*x6)*x3 + exp(0.088*x7)*x4) + x1 =G= -0.919117647058823; e295.. - (exp(0.09*x5)*x2 + exp(0.09*x6)*x3 + exp(0.09*x7)*x4) + x1 =G= -0.917431192660551; e296.. - (exp(0.092*x5)*x2 + exp(0.092*x6)*x3 + exp(0.092*x7)*x4) + x1 =G= -0.915750915750916; e297.. - (exp(0.094*x5)*x2 + exp(0.094*x6)*x3 + exp(0.094*x7)*x4) + x1 =G= -0.914076782449726; e298.. - (exp(0.096*x5)*x2 + exp(0.096*x6)*x3 + exp(0.096*x7)*x4) + x1 =G= -0.912408759124087; e299.. - (exp(0.098*x5)*x2 + exp(0.098*x6)*x3 + exp(0.098*x7)*x4) + x1 =G= -0.910746812386157; e300.. - (exp(0.1*x5)*x2 + exp(0.1*x6)*x3 + exp(0.1*x7)*x4) + x1 =G= -0.909090909090909; e301.. - (exp(0.102*x5)*x2 + exp(0.102*x6)*x3 + exp(0.102*x7)*x4) + x1 =G= -0.907441016333938; e302.. - (exp(0.104*x5)*x2 + exp(0.104*x6)*x3 + exp(0.104*x7)*x4) + x1 =G= -0.905797101449275; e303.. - (exp(0.106*x5)*x2 + exp(0.106*x6)*x3 + exp(0.106*x7)*x4) + x1 =G= -0.904159132007233; e304.. - (exp(0.108*x5)*x2 + exp(0.108*x6)*x3 + exp(0.108*x7)*x4) + x1 =G= -0.902527075812274; e305.. - (exp(0.11*x5)*x2 + exp(0.11*x6)*x3 + exp(0.11*x7)*x4) + x1 =G= -0.900900900900901; e306.. - (exp(0.112*x5)*x2 + exp(0.112*x6)*x3 + exp(0.112*x7)*x4) + x1 =G= -0.899280575539568; e307.. - (exp(0.114*x5)*x2 + exp(0.114*x6)*x3 + exp(0.114*x7)*x4) + x1 =G= -0.897666068222621; e308.. - (exp(0.116*x5)*x2 + exp(0.116*x6)*x3 + exp(0.116*x7)*x4) + x1 =G= -0.896057347670251; e309.. - (exp(0.118*x5)*x2 + exp(0.118*x6)*x3 + exp(0.118*x7)*x4) + x1 =G= -0.894454382826476; e310.. - (exp(0.12*x5)*x2 + exp(0.12*x6)*x3 + exp(0.12*x7)*x4) + x1 =G= -0.892857142857143; e311.. - (exp(0.122*x5)*x2 + exp(0.122*x6)*x3 + exp(0.122*x7)*x4) + x1 =G= -0.89126559714795; e312.. - (exp(0.124*x5)*x2 + exp(0.124*x6)*x3 + exp(0.124*x7)*x4) + x1 =G= -0.889679715302491; e313.. - (exp(0.126*x5)*x2 + exp(0.126*x6)*x3 + exp(0.126*x7)*x4) + x1 =G= -0.88809946714032; e314.. - (exp(0.128*x5)*x2 + exp(0.128*x6)*x3 + exp(0.128*x7)*x4) + x1 =G= -0.886524822695035; e315.. - (exp(0.13*x5)*x2 + exp(0.13*x6)*x3 + exp(0.13*x7)*x4) + x1 =G= -0.884955752212389; e316.. - (exp(0.132*x5)*x2 + exp(0.132*x6)*x3 + exp(0.132*x7)*x4) + x1 =G= -0.88339222614841; e317.. - (exp(0.134*x5)*x2 + exp(0.134*x6)*x3 + exp(0.134*x7)*x4) + x1 =G= -0.881834215167549; e318.. - (exp(0.136*x5)*x2 + exp(0.136*x6)*x3 + exp(0.136*x7)*x4) + x1 =G= -0.880281690140845; e319.. - (exp(0.138*x5)*x2 + exp(0.138*x6)*x3 + exp(0.138*x7)*x4) + x1 =G= -0.878734622144113; e320.. - (exp(0.14*x5)*x2 + exp(0.14*x6)*x3 + exp(0.14*x7)*x4) + x1 =G= -0.87719298245614; e321.. - (exp(0.142*x5)*x2 + exp(0.142*x6)*x3 + exp(0.142*x7)*x4) + x1 =G= -0.875656742556918; e322.. - (exp(0.144*x5)*x2 + exp(0.144*x6)*x3 + exp(0.144*x7)*x4) + x1 =G= -0.874125874125874; e323.. - (exp(0.146*x5)*x2 + exp(0.146*x6)*x3 + exp(0.146*x7)*x4) + x1 =G= -0.87260034904014; e324.. - (exp(0.148*x5)*x2 + exp(0.148*x6)*x3 + exp(0.148*x7)*x4) + x1 =G= -0.871080139372822; e325.. - (exp(0.15*x5)*x2 + exp(0.15*x6)*x3 + exp(0.15*x7)*x4) + x1 =G= -0.869565217391304; e326.. - (exp(0.152*x5)*x2 + exp(0.152*x6)*x3 + exp(0.152*x7)*x4) + x1 =G= -0.868055555555555; e327.. - (exp(0.154*x5)*x2 + exp(0.154*x6)*x3 + exp(0.154*x7)*x4) + x1 =G= -0.866551126516464; e328.. - (exp(0.156*x5)*x2 + exp(0.156*x6)*x3 + exp(0.156*x7)*x4) + x1 =G= -0.865051903114187; e329.. - (exp(0.158*x5)*x2 + exp(0.158*x6)*x3 + exp(0.158*x7)*x4) + x1 =G= -0.863557858376511; e330.. - (exp(0.16*x5)*x2 + exp(0.16*x6)*x3 + exp(0.16*x7)*x4) + x1 =G= -0.862068965517241; e331.. - (exp(0.162*x5)*x2 + exp(0.162*x6)*x3 + exp(0.162*x7)*x4) + x1 =G= -0.860585197934596; e332.. - (exp(0.164*x5)*x2 + exp(0.164*x6)*x3 + exp(0.164*x7)*x4) + x1 =G= -0.859106529209622; e333.. - (exp(0.166*x5)*x2 + exp(0.166*x6)*x3 + exp(0.166*x7)*x4) + x1 =G= -0.857632933104631; e334.. - (exp(0.168*x5)*x2 + exp(0.168*x6)*x3 + exp(0.168*x7)*x4) + x1 =G= -0.856164383561644; e335.. - (exp(0.17*x5)*x2 + exp(0.17*x6)*x3 + exp(0.17*x7)*x4) + x1 =G= -0.854700854700855; e336.. - (exp(0.172*x5)*x2 + exp(0.172*x6)*x3 + exp(0.172*x7)*x4) + x1 =G= -0.853242320819113; e337.. - (exp(0.174*x5)*x2 + exp(0.174*x6)*x3 + exp(0.174*x7)*x4) + x1 =G= -0.851788756388416; e338.. - (exp(0.176*x5)*x2 + exp(0.176*x6)*x3 + exp(0.176*x7)*x4) + x1 =G= -0.850340136054422; e339.. - (exp(0.178*x5)*x2 + exp(0.178*x6)*x3 + exp(0.178*x7)*x4) + x1 =G= -0.848896434634975; e340.. - (exp(0.18*x5)*x2 + exp(0.18*x6)*x3 + exp(0.18*x7)*x4) + x1 =G= -0.847457627118644; e341.. - (exp(0.182*x5)*x2 + exp(0.182*x6)*x3 + exp(0.182*x7)*x4) + x1 =G= -0.846023688663283; e342.. - (exp(0.184*x5)*x2 + exp(0.184*x6)*x3 + exp(0.184*x7)*x4) + x1 =G= -0.844594594594595; e343.. - (exp(0.186*x5)*x2 + exp(0.186*x6)*x3 + exp(0.186*x7)*x4) + x1 =G= -0.843170320404722; e344.. - (exp(0.188*x5)*x2 + exp(0.188*x6)*x3 + exp(0.188*x7)*x4) + x1 =G= -0.841750841750842; e345.. - (exp(0.19*x5)*x2 + exp(0.19*x6)*x3 + exp(0.19*x7)*x4) + x1 =G= -0.840336134453782; e346.. - (exp(0.192*x5)*x2 + exp(0.192*x6)*x3 + exp(0.192*x7)*x4) + x1 =G= -0.838926174496644; e347.. - (exp(0.194*x5)*x2 + exp(0.194*x6)*x3 + exp(0.194*x7)*x4) + x1 =G= -0.837520938023451; e348.. - (exp(0.196*x5)*x2 + exp(0.196*x6)*x3 + exp(0.196*x7)*x4) + x1 =G= -0.836120401337793; e349.. - (exp(0.198*x5)*x2 + exp(0.198*x6)*x3 + exp(0.198*x7)*x4) + x1 =G= -0.834724540901502; e350.. - (exp(0.2*x5)*x2 + exp(0.2*x6)*x3 + exp(0.2*x7)*x4) + x1 =G= -0.833333333333333; e351.. - (exp(0.202*x5)*x2 + exp(0.202*x6)*x3 + exp(0.202*x7)*x4) + x1 =G= -0.831946755407654; e352.. - (exp(0.204*x5)*x2 + exp(0.204*x6)*x3 + exp(0.204*x7)*x4) + x1 =G= -0.830564784053156; e353.. - (exp(0.206*x5)*x2 + exp(0.206*x6)*x3 + exp(0.206*x7)*x4) + x1 =G= -0.829187396351575; e354.. - (exp(0.208*x5)*x2 + exp(0.208*x6)*x3 + exp(0.208*x7)*x4) + x1 =G= -0.827814569536424; e355.. - (exp(0.21*x5)*x2 + exp(0.21*x6)*x3 + exp(0.21*x7)*x4) + x1 =G= -0.826446280991736; e356.. - (exp(0.212*x5)*x2 + exp(0.212*x6)*x3 + exp(0.212*x7)*x4) + x1 =G= -0.825082508250825; e357.. - (exp(0.214*x5)*x2 + exp(0.214*x6)*x3 + exp(0.214*x7)*x4) + x1 =G= -0.823723228995058; e358.. - (exp(0.216*x5)*x2 + exp(0.216*x6)*x3 + exp(0.216*x7)*x4) + x1 =G= -0.822368421052632; e359.. - (exp(0.218*x5)*x2 + exp(0.218*x6)*x3 + exp(0.218*x7)*x4) + x1 =G= -0.821018062397373; e360.. - (exp(0.22*x5)*x2 + exp(0.22*x6)*x3 + exp(0.22*x7)*x4) + x1 =G= -0.819672131147541; e361.. - (exp(0.222*x5)*x2 + exp(0.222*x6)*x3 + exp(0.222*x7)*x4) + x1 =G= -0.818330605564648; e362.. - (exp(0.224*x5)*x2 + exp(0.224*x6)*x3 + exp(0.224*x7)*x4) + x1 =G= -0.816993464052288; e363.. - (exp(0.226*x5)*x2 + exp(0.226*x6)*x3 + exp(0.226*x7)*x4) + x1 =G= -0.815660685154976; e364.. - (exp(0.228*x5)*x2 + exp(0.228*x6)*x3 + exp(0.228*x7)*x4) + x1 =G= -0.814332247557003; e365.. - (exp(0.23*x5)*x2 + exp(0.23*x6)*x3 + exp(0.23*x7)*x4) + x1 =G= -0.813008130081301; e366.. - (exp(0.232*x5)*x2 + exp(0.232*x6)*x3 + exp(0.232*x7)*x4) + x1 =G= -0.811688311688312; e367.. - (exp(0.234*x5)*x2 + exp(0.234*x6)*x3 + exp(0.234*x7)*x4) + x1 =G= -0.810372771474878; e368.. - (exp(0.236*x5)*x2 + exp(0.236*x6)*x3 + exp(0.236*x7)*x4) + x1 =G= -0.809061488673139; e369.. - (exp(0.238*x5)*x2 + exp(0.238*x6)*x3 + exp(0.238*x7)*x4) + x1 =G= -0.807754442649435; e370.. - (exp(0.24*x5)*x2 + exp(0.24*x6)*x3 + exp(0.24*x7)*x4) + x1 =G= -0.806451612903226; e371.. - (exp(0.242*x5)*x2 + exp(0.242*x6)*x3 + exp(0.242*x7)*x4) + x1 =G= -0.805152979066023; e372.. - (exp(0.244*x5)*x2 + exp(0.244*x6)*x3 + exp(0.244*x7)*x4) + x1 =G= -0.803858520900322; e373.. - (exp(0.246*x5)*x2 + exp(0.246*x6)*x3 + exp(0.246*x7)*x4) + x1 =G= -0.802568218298555; e374.. - (exp(0.248*x5)*x2 + exp(0.248*x6)*x3 + exp(0.248*x7)*x4) + x1 =G= -0.801282051282051; e375.. - (exp(0.25*x5)*x2 + exp(0.25*x6)*x3 + exp(0.25*x7)*x4) + x1 =G= -0.8; e376.. - (exp(0.252*x5)*x2 + exp(0.252*x6)*x3 + exp(0.252*x7)*x4) + x1 =G= -0.798722044728435; e377.. - (exp(0.254*x5)*x2 + exp(0.254*x6)*x3 + exp(0.254*x7)*x4) + x1 =G= -0.797448165869219; e378.. - (exp(0.256*x5)*x2 + exp(0.256*x6)*x3 + exp(0.256*x7)*x4) + x1 =G= -0.796178343949045; e379.. - (exp(0.258*x5)*x2 + exp(0.258*x6)*x3 + exp(0.258*x7)*x4) + x1 =G= -0.794912559618442; e380.. - (exp(0.26*x5)*x2 + exp(0.26*x6)*x3 + exp(0.26*x7)*x4) + x1 =G= -0.793650793650794; e381.. - (exp(0.262*x5)*x2 + exp(0.262*x6)*x3 + exp(0.262*x7)*x4) + x1 =G= -0.792393026941363; e382.. - (exp(0.264*x5)*x2 + exp(0.264*x6)*x3 + exp(0.264*x7)*x4) + x1 =G= -0.791139240506329; e383.. - (exp(0.266*x5)*x2 + exp(0.266*x6)*x3 + exp(0.266*x7)*x4) + x1 =G= -0.789889415481833; e384.. - (exp(0.268*x5)*x2 + exp(0.268*x6)*x3 + exp(0.268*x7)*x4) + x1 =G= -0.788643533123028; e385.. - (exp(0.27*x5)*x2 + exp(0.27*x6)*x3 + exp(0.27*x7)*x4) + x1 =G= -0.78740157480315; e386.. - (exp(0.272*x5)*x2 + exp(0.272*x6)*x3 + exp(0.272*x7)*x4) + x1 =G= -0.786163522012579; e387.. - (exp(0.274*x5)*x2 + exp(0.274*x6)*x3 + exp(0.274*x7)*x4) + x1 =G= -0.784929356357928; e388.. - (exp(0.276*x5)*x2 + exp(0.276*x6)*x3 + exp(0.276*x7)*x4) + x1 =G= -0.783699059561129; e389.. - (exp(0.278*x5)*x2 + exp(0.278*x6)*x3 + exp(0.278*x7)*x4) + x1 =G= -0.782472613458529; e390.. - (exp(0.28*x5)*x2 + exp(0.28*x6)*x3 + exp(0.28*x7)*x4) + x1 =G= -0.78125; e391.. - (exp(0.282*x5)*x2 + exp(0.282*x6)*x3 + exp(0.282*x7)*x4) + x1 =G= -0.78003120124805; e392.. - (exp(0.284*x5)*x2 + exp(0.284*x6)*x3 + exp(0.284*x7)*x4) + x1 =G= -0.778816199376947; e393.. - (exp(0.286*x5)*x2 + exp(0.286*x6)*x3 + exp(0.286*x7)*x4) + x1 =G= -0.777604976671851; e394.. - (exp(0.288*x5)*x2 + exp(0.288*x6)*x3 + exp(0.288*x7)*x4) + x1 =G= -0.77639751552795; e395.. - (exp(0.29*x5)*x2 + exp(0.29*x6)*x3 + exp(0.29*x7)*x4) + x1 =G= -0.775193798449612; e396.. - (exp(0.292*x5)*x2 + exp(0.292*x6)*x3 + exp(0.292*x7)*x4) + x1 =G= -0.773993808049536; e397.. - (exp(0.294*x5)*x2 + exp(0.294*x6)*x3 + exp(0.294*x7)*x4) + x1 =G= -0.772797527047913; e398.. - (exp(0.296*x5)*x2 + exp(0.296*x6)*x3 + exp(0.296*x7)*x4) + x1 =G= -0.771604938271605; e399.. - (exp(0.298*x5)*x2 + exp(0.298*x6)*x3 + exp(0.298*x7)*x4) + x1 =G= -0.770416024653313; e400.. - (exp(0.3*x5)*x2 + exp(0.3*x6)*x3 + exp(0.3*x7)*x4) + x1 =G= -0.769230769230769; e401.. - (exp(0.302*x5)*x2 + exp(0.302*x6)*x3 + exp(0.302*x7)*x4) + x1 =G= -0.768049155145929; e402.. - (exp(0.304*x5)*x2 + exp(0.304*x6)*x3 + exp(0.304*x7)*x4) + x1 =G= -0.766871165644172; e403.. - (exp(0.306*x5)*x2 + exp(0.306*x6)*x3 + exp(0.306*x7)*x4) + x1 =G= -0.765696784073507; e404.. - (exp(0.308*x5)*x2 + exp(0.308*x6)*x3 + exp(0.308*x7)*x4) + x1 =G= -0.764525993883792; e405.. - (exp(0.31*x5)*x2 + exp(0.31*x6)*x3 + exp(0.31*x7)*x4) + x1 =G= -0.763358778625954; e406.. - (exp(0.312*x5)*x2 + exp(0.312*x6)*x3 + exp(0.312*x7)*x4) + x1 =G= -0.76219512195122; e407.. - (exp(0.314*x5)*x2 + exp(0.314*x6)*x3 + exp(0.314*x7)*x4) + x1 =G= -0.76103500761035; e408.. - (exp(0.316*x5)*x2 + exp(0.316*x6)*x3 + exp(0.316*x7)*x4) + x1 =G= -0.759878419452887; e409.. - (exp(0.318*x5)*x2 + exp(0.318*x6)*x3 + exp(0.318*x7)*x4) + x1 =G= -0.758725341426404; e410.. - (exp(0.32*x5)*x2 + exp(0.32*x6)*x3 + exp(0.32*x7)*x4) + x1 =G= -0.757575757575758; e411.. - (exp(0.322*x5)*x2 + exp(0.322*x6)*x3 + exp(0.322*x7)*x4) + x1 =G= -0.75642965204236; e412.. - (exp(0.324*x5)*x2 + exp(0.324*x6)*x3 + exp(0.324*x7)*x4) + x1 =G= -0.755287009063444; e413.. - (exp(0.326*x5)*x2 + exp(0.326*x6)*x3 + exp(0.326*x7)*x4) + x1 =G= -0.754147812971342; e414.. - (exp(0.328*x5)*x2 + exp(0.328*x6)*x3 + exp(0.328*x7)*x4) + x1 =G= -0.753012048192771; e415.. - (exp(0.33*x5)*x2 + exp(0.33*x6)*x3 + exp(0.33*x7)*x4) + x1 =G= -0.75187969924812; e416.. - (exp(0.332*x5)*x2 + exp(0.332*x6)*x3 + exp(0.332*x7)*x4) + x1 =G= -0.750750750750751; e417.. - (exp(0.334*x5)*x2 + exp(0.334*x6)*x3 + exp(0.334*x7)*x4) + x1 =G= -0.749625187406297; e418.. - (exp(0.336*x5)*x2 + exp(0.336*x6)*x3 + exp(0.336*x7)*x4) + x1 =G= -0.748502994011976; e419.. - (exp(0.338*x5)*x2 + exp(0.338*x6)*x3 + exp(0.338*x7)*x4) + x1 =G= -0.747384155455904; e420.. - (exp(0.34*x5)*x2 + exp(0.34*x6)*x3 + exp(0.34*x7)*x4) + x1 =G= -0.746268656716418; e421.. - (exp(0.342*x5)*x2 + exp(0.342*x6)*x3 + exp(0.342*x7)*x4) + x1 =G= -0.745156482861401; e422.. - (exp(0.344*x5)*x2 + exp(0.344*x6)*x3 + exp(0.344*x7)*x4) + x1 =G= -0.744047619047619; e423.. - (exp(0.346*x5)*x2 + exp(0.346*x6)*x3 + exp(0.346*x7)*x4) + x1 =G= -0.742942050520059; e424.. - (exp(0.348*x5)*x2 + exp(0.348*x6)*x3 + exp(0.348*x7)*x4) + x1 =G= -0.741839762611276; e425.. - (exp(0.35*x5)*x2 + exp(0.35*x6)*x3 + exp(0.35*x7)*x4) + x1 =G= -0.740740740740741; e426.. - (exp(0.352*x5)*x2 + exp(0.352*x6)*x3 + exp(0.352*x7)*x4) + x1 =G= -0.739644970414201; e427.. - (exp(0.354*x5)*x2 + exp(0.354*x6)*x3 + exp(0.354*x7)*x4) + x1 =G= -0.738552437223043; e428.. - (exp(0.356*x5)*x2 + exp(0.356*x6)*x3 + exp(0.356*x7)*x4) + x1 =G= -0.737463126843658; e429.. - (exp(0.358*x5)*x2 + exp(0.358*x6)*x3 + exp(0.358*x7)*x4) + x1 =G= -0.736377025036819; e430.. - (exp(0.36*x5)*x2 + exp(0.36*x6)*x3 + exp(0.36*x7)*x4) + x1 =G= -0.735294117647059; e431.. - (exp(0.362*x5)*x2 + exp(0.362*x6)*x3 + exp(0.362*x7)*x4) + x1 =G= -0.734214390602056; e432.. - (exp(0.364*x5)*x2 + exp(0.364*x6)*x3 + exp(0.364*x7)*x4) + x1 =G= -0.733137829912023; e433.. - (exp(0.366*x5)*x2 + exp(0.366*x6)*x3 + exp(0.366*x7)*x4) + x1 =G= -0.732064421669107; e434.. - (exp(0.368*x5)*x2 + exp(0.368*x6)*x3 + exp(0.368*x7)*x4) + x1 =G= -0.730994152046784; e435.. - (exp(0.37*x5)*x2 + exp(0.37*x6)*x3 + exp(0.37*x7)*x4) + x1 =G= -0.72992700729927; e436.. - (exp(0.372*x5)*x2 + exp(0.372*x6)*x3 + exp(0.372*x7)*x4) + x1 =G= -0.728862973760933; e437.. - (exp(0.374*x5)*x2 + exp(0.374*x6)*x3 + exp(0.374*x7)*x4) + x1 =G= -0.727802037845706; e438.. - (exp(0.376*x5)*x2 + exp(0.376*x6)*x3 + exp(0.376*x7)*x4) + x1 =G= -0.726744186046512; e439.. - (exp(0.378*x5)*x2 + exp(0.378*x6)*x3 + exp(0.378*x7)*x4) + x1 =G= -0.725689404934688; e440.. - (exp(0.38*x5)*x2 + exp(0.38*x6)*x3 + exp(0.38*x7)*x4) + x1 =G= -0.72463768115942; e441.. - (exp(0.382*x5)*x2 + exp(0.382*x6)*x3 + exp(0.382*x7)*x4) + x1 =G= -0.723589001447178; e442.. - (exp(0.384*x5)*x2 + exp(0.384*x6)*x3 + exp(0.384*x7)*x4) + x1 =G= -0.722543352601156; e443.. - (exp(0.386*x5)*x2 + exp(0.386*x6)*x3 + exp(0.386*x7)*x4) + x1 =G= -0.721500721500721; e444.. - (exp(0.388*x5)*x2 + exp(0.388*x6)*x3 + exp(0.388*x7)*x4) + x1 =G= -0.720461095100865; e445.. - (exp(0.39*x5)*x2 + exp(0.39*x6)*x3 + exp(0.39*x7)*x4) + x1 =G= -0.719424460431655; e446.. - (exp(0.392*x5)*x2 + exp(0.392*x6)*x3 + exp(0.392*x7)*x4) + x1 =G= -0.718390804597701; e447.. - (exp(0.394*x5)*x2 + exp(0.394*x6)*x3 + exp(0.394*x7)*x4) + x1 =G= -0.717360114777618; e448.. - (exp(0.396*x5)*x2 + exp(0.396*x6)*x3 + exp(0.396*x7)*x4) + x1 =G= -0.716332378223496; e449.. - (exp(0.398*x5)*x2 + exp(0.398*x6)*x3 + exp(0.398*x7)*x4) + x1 =G= -0.715307582260372; e450.. - (exp(0.4*x5)*x2 + exp(0.4*x6)*x3 + exp(0.4*x7)*x4) + x1 =G= -0.714285714285714; e451.. - (exp(0.402*x5)*x2 + exp(0.402*x6)*x3 + exp(0.402*x7)*x4) + x1 =G= -0.713266761768901; e452.. - (exp(0.404*x5)*x2 + exp(0.404*x6)*x3 + exp(0.404*x7)*x4) + x1 =G= -0.712250712250712; e453.. - (exp(0.406*x5)*x2 + exp(0.406*x6)*x3 + exp(0.406*x7)*x4) + x1 =G= -0.711237553342816; e454.. - (exp(0.408*x5)*x2 + exp(0.408*x6)*x3 + exp(0.408*x7)*x4) + x1 =G= -0.710227272727273; e455.. - (exp(0.41*x5)*x2 + exp(0.41*x6)*x3 + exp(0.41*x7)*x4) + x1 =G= -0.709219858156028; e456.. - (exp(0.412*x5)*x2 + exp(0.412*x6)*x3 + exp(0.412*x7)*x4) + x1 =G= -0.708215297450425; e457.. - (exp(0.414*x5)*x2 + exp(0.414*x6)*x3 + exp(0.414*x7)*x4) + x1 =G= -0.707213578500707; e458.. - (exp(0.416*x5)*x2 + exp(0.416*x6)*x3 + exp(0.416*x7)*x4) + x1 =G= -0.706214689265537; e459.. - (exp(0.418*x5)*x2 + exp(0.418*x6)*x3 + exp(0.418*x7)*x4) + x1 =G= -0.705218617771509; e460.. - (exp(0.42*x5)*x2 + exp(0.42*x6)*x3 + exp(0.42*x7)*x4) + x1 =G= -0.704225352112676; e461.. - (exp(0.422*x5)*x2 + exp(0.422*x6)*x3 + exp(0.422*x7)*x4) + x1 =G= -0.70323488045007; e462.. - (exp(0.424*x5)*x2 + exp(0.424*x6)*x3 + exp(0.424*x7)*x4) + x1 =G= -0.702247191011236; e463.. - (exp(0.426*x5)*x2 + exp(0.426*x6)*x3 + exp(0.426*x7)*x4) + x1 =G= -0.701262272089761; e464.. - (exp(0.428*x5)*x2 + exp(0.428*x6)*x3 + exp(0.428*x7)*x4) + x1 =G= -0.700280112044818; e465.. - (exp(0.43*x5)*x2 + exp(0.43*x6)*x3 + exp(0.43*x7)*x4) + x1 =G= -0.699300699300699; e466.. - (exp(0.432*x5)*x2 + exp(0.432*x6)*x3 + exp(0.432*x7)*x4) + x1 =G= -0.698324022346369; e467.. - (exp(0.434*x5)*x2 + exp(0.434*x6)*x3 + exp(0.434*x7)*x4) + x1 =G= -0.697350069735007; e468.. - (exp(0.436*x5)*x2 + exp(0.436*x6)*x3 + exp(0.436*x7)*x4) + x1 =G= -0.696378830083565; e469.. - (exp(0.438*x5)*x2 + exp(0.438*x6)*x3 + exp(0.438*x7)*x4) + x1 =G= -0.695410292072323; e470.. - (exp(0.44*x5)*x2 + exp(0.44*x6)*x3 + exp(0.44*x7)*x4) + x1 =G= -0.694444444444444; e471.. - (exp(0.442*x5)*x2 + exp(0.442*x6)*x3 + exp(0.442*x7)*x4) + x1 =G= -0.693481276005548; e472.. - (exp(0.444*x5)*x2 + exp(0.444*x6)*x3 + exp(0.444*x7)*x4) + x1 =G= -0.692520775623269; e473.. - (exp(0.446*x5)*x2 + exp(0.446*x6)*x3 + exp(0.446*x7)*x4) + x1 =G= -0.691562932226833; e474.. - (exp(0.448*x5)*x2 + exp(0.448*x6)*x3 + exp(0.448*x7)*x4) + x1 =G= -0.69060773480663; e475.. - (exp(0.45*x5)*x2 + exp(0.45*x6)*x3 + exp(0.45*x7)*x4) + x1 =G= -0.689655172413793; e476.. - (exp(0.452*x5)*x2 + exp(0.452*x6)*x3 + exp(0.452*x7)*x4) + x1 =G= -0.68870523415978; e477.. - (exp(0.454*x5)*x2 + exp(0.454*x6)*x3 + exp(0.454*x7)*x4) + x1 =G= -0.687757909215956; e478.. - (exp(0.456*x5)*x2 + exp(0.456*x6)*x3 + exp(0.456*x7)*x4) + x1 =G= -0.686813186813187; e479.. - (exp(0.458*x5)*x2 + exp(0.458*x6)*x3 + exp(0.458*x7)*x4) + x1 =G= -0.685871056241427; e480.. - (exp(0.46*x5)*x2 + exp(0.46*x6)*x3 + exp(0.46*x7)*x4) + x1 =G= -0.684931506849315; e481.. - (exp(0.462*x5)*x2 + exp(0.462*x6)*x3 + exp(0.462*x7)*x4) + x1 =G= -0.683994528043776; e482.. - (exp(0.464*x5)*x2 + exp(0.464*x6)*x3 + exp(0.464*x7)*x4) + x1 =G= -0.683060109289617; e483.. - (exp(0.466*x5)*x2 + exp(0.466*x6)*x3 + exp(0.466*x7)*x4) + x1 =G= -0.682128240109141; e484.. - (exp(0.468*x5)*x2 + exp(0.468*x6)*x3 + exp(0.468*x7)*x4) + x1 =G= -0.681198910081744; e485.. - (exp(0.47*x5)*x2 + exp(0.47*x6)*x3 + exp(0.47*x7)*x4) + x1 =G= -0.680272108843537; e486.. - (exp(0.472*x5)*x2 + exp(0.472*x6)*x3 + exp(0.472*x7)*x4) + x1 =G= -0.679347826086957; e487.. - (exp(0.474*x5)*x2 + exp(0.474*x6)*x3 + exp(0.474*x7)*x4) + x1 =G= -0.67842605156038; e488.. - (exp(0.476*x5)*x2 + exp(0.476*x6)*x3 + exp(0.476*x7)*x4) + x1 =G= -0.677506775067751; e489.. - (exp(0.478*x5)*x2 + exp(0.478*x6)*x3 + exp(0.478*x7)*x4) + x1 =G= -0.6765899864682; e490.. - (exp(0.48*x5)*x2 + exp(0.48*x6)*x3 + exp(0.48*x7)*x4) + x1 =G= -0.675675675675676; e491.. - (exp(0.482*x5)*x2 + exp(0.482*x6)*x3 + exp(0.482*x7)*x4) + x1 =G= -0.67476383265857; e492.. - (exp(0.484*x5)*x2 + exp(0.484*x6)*x3 + exp(0.484*x7)*x4) + x1 =G= -0.673854447439353; e493.. - (exp(0.486*x5)*x2 + exp(0.486*x6)*x3 + exp(0.486*x7)*x4) + x1 =G= -0.672947510094213; e494.. - (exp(0.488*x5)*x2 + exp(0.488*x6)*x3 + exp(0.488*x7)*x4) + x1 =G= -0.672043010752688; e495.. - (exp(0.49*x5)*x2 + exp(0.49*x6)*x3 + exp(0.49*x7)*x4) + x1 =G= -0.671140939597315; e496.. - (exp(0.492*x5)*x2 + exp(0.492*x6)*x3 + exp(0.492*x7)*x4) + x1 =G= -0.670241286863271; e497.. - (exp(0.494*x5)*x2 + exp(0.494*x6)*x3 + exp(0.494*x7)*x4) + x1 =G= -0.669344042838019; e498.. - (exp(0.496*x5)*x2 + exp(0.496*x6)*x3 + exp(0.496*x7)*x4) + x1 =G= -0.668449197860963; e499.. - (exp(0.498*x5)*x2 + exp(0.498*x6)*x3 + exp(0.498*x7)*x4) + x1 =G= -0.667556742323097; e500.. - (exp(0.5*x5)*x2 + exp(0.5*x6)*x3 + exp(0.5*x7)*x4) + x1 =G= -0.666666666666667; e501.. - (exp(0.502*x5)*x2 + exp(0.502*x6)*x3 + exp(0.502*x7)*x4) + x1 =G= -0.66577896138482; e502.. exp(-0.498*x5)*x2 + exp(-0.498*x6)*x3 + exp(-0.498*x7)*x4 + x1 =G= 1.99203187250996; e503.. exp(-0.496*x5)*x2 + exp(-0.496*x6)*x3 + exp(-0.496*x7)*x4 + x1 =G= 1.98412698412698; e504.. exp(-0.494*x5)*x2 + exp(-0.494*x6)*x3 + exp(-0.494*x7)*x4 + x1 =G= 1.97628458498024; e505.. exp(-0.492*x5)*x2 + exp(-0.492*x6)*x3 + exp(-0.492*x7)*x4 + x1 =G= 1.96850393700787; e506.. exp(-0.49*x5)*x2 + exp(-0.49*x6)*x3 + exp(-0.49*x7)*x4 + x1 =G= 1.96078431372549; e507.. exp(-0.488*x5)*x2 + exp(-0.488*x6)*x3 + exp(-0.488*x7)*x4 + x1 =G= 1.953125; e508.. exp(-0.486*x5)*x2 + exp(-0.486*x6)*x3 + exp(-0.486*x7)*x4 + x1 =G= 1.94552529182879; e509.. exp(-0.484*x5)*x2 + exp(-0.484*x6)*x3 + exp(-0.484*x7)*x4 + x1 =G= 1.93798449612403; e510.. exp(-0.482*x5)*x2 + exp(-0.482*x6)*x3 + exp(-0.482*x7)*x4 + x1 =G= 1.93050193050193; e511.. exp(-0.48*x5)*x2 + exp(-0.48*x6)*x3 + exp(-0.48*x7)*x4 + x1 =G= 1.92307692307692; e512.. exp(-0.478*x5)*x2 + exp(-0.478*x6)*x3 + exp(-0.478*x7)*x4 + x1 =G= 1.91570881226054; e513.. exp(-0.476*x5)*x2 + exp(-0.476*x6)*x3 + exp(-0.476*x7)*x4 + x1 =G= 1.90839694656489; e514.. exp(-0.474*x5)*x2 + exp(-0.474*x6)*x3 + exp(-0.474*x7)*x4 + x1 =G= 1.90114068441065; e515.. exp(-0.472*x5)*x2 + exp(-0.472*x6)*x3 + exp(-0.472*x7)*x4 + x1 =G= 1.89393939393939; e516.. exp(-0.47*x5)*x2 + exp(-0.47*x6)*x3 + exp(-0.47*x7)*x4 + x1 =G= 1.88679245283019; e517.. exp(-0.468*x5)*x2 + exp(-0.468*x6)*x3 + exp(-0.468*x7)*x4 + x1 =G= 1.8796992481203; e518.. exp(-0.466*x5)*x2 + exp(-0.466*x6)*x3 + exp(-0.466*x7)*x4 + x1 =G= 1.87265917602996; e519.. exp(-0.464*x5)*x2 + exp(-0.464*x6)*x3 + exp(-0.464*x7)*x4 + x1 =G= 1.86567164179104; e520.. exp(-0.462*x5)*x2 + exp(-0.462*x6)*x3 + exp(-0.462*x7)*x4 + x1 =G= 1.85873605947955; e521.. exp(-0.46*x5)*x2 + exp(-0.46*x6)*x3 + exp(-0.46*x7)*x4 + x1 =G= 1.85185185185185; e522.. exp(-0.458*x5)*x2 + exp(-0.458*x6)*x3 + exp(-0.458*x7)*x4 + x1 =G= 1.8450184501845; e523.. exp(-0.456*x5)*x2 + exp(-0.456*x6)*x3 + exp(-0.456*x7)*x4 + x1 =G= 1.83823529411765; e524.. exp(-0.454*x5)*x2 + exp(-0.454*x6)*x3 + exp(-0.454*x7)*x4 + x1 =G= 1.83150183150183; e525.. exp(-0.452*x5)*x2 + exp(-0.452*x6)*x3 + exp(-0.452*x7)*x4 + x1 =G= 1.82481751824817; e526.. exp(-0.45*x5)*x2 + exp(-0.45*x6)*x3 + exp(-0.45*x7)*x4 + x1 =G= 1.81818181818182; e527.. exp(-0.448*x5)*x2 + exp(-0.448*x6)*x3 + exp(-0.448*x7)*x4 + x1 =G= 1.81159420289855; e528.. exp(-0.446*x5)*x2 + exp(-0.446*x6)*x3 + exp(-0.446*x7)*x4 + x1 =G= 1.80505415162455; e529.. exp(-0.444*x5)*x2 + exp(-0.444*x6)*x3 + exp(-0.444*x7)*x4 + x1 =G= 1.79856115107914; e530.. exp(-0.442*x5)*x2 + exp(-0.442*x6)*x3 + exp(-0.442*x7)*x4 + x1 =G= 1.7921146953405; e531.. exp(-0.44*x5)*x2 + exp(-0.44*x6)*x3 + exp(-0.44*x7)*x4 + x1 =G= 1.78571428571429; e532.. exp(-0.438*x5)*x2 + exp(-0.438*x6)*x3 + exp(-0.438*x7)*x4 + x1 =G= 1.77935943060498; e533.. exp(-0.436*x5)*x2 + exp(-0.436*x6)*x3 + exp(-0.436*x7)*x4 + x1 =G= 1.77304964539007; e534.. exp(-0.434*x5)*x2 + exp(-0.434*x6)*x3 + exp(-0.434*x7)*x4 + x1 =G= 1.76678445229682; e535.. exp(-0.432*x5)*x2 + exp(-0.432*x6)*x3 + exp(-0.432*x7)*x4 + x1 =G= 1.76056338028169; e536.. exp(-0.43*x5)*x2 + exp(-0.43*x6)*x3 + exp(-0.43*x7)*x4 + x1 =G= 1.75438596491228; e537.. exp(-0.428*x5)*x2 + exp(-0.428*x6)*x3 + exp(-0.428*x7)*x4 + x1 =G= 1.74825174825175; e538.. exp(-0.426*x5)*x2 + exp(-0.426*x6)*x3 + exp(-0.426*x7)*x4 + x1 =G= 1.74216027874564; e539.. exp(-0.424*x5)*x2 + exp(-0.424*x6)*x3 + exp(-0.424*x7)*x4 + x1 =G= 1.73611111111111; e540.. exp(-0.422*x5)*x2 + exp(-0.422*x6)*x3 + exp(-0.422*x7)*x4 + x1 =G= 1.73010380622837; e541.. exp(-0.42*x5)*x2 + exp(-0.42*x6)*x3 + exp(-0.42*x7)*x4 + x1 =G= 1.72413793103448; e542.. exp(-0.418*x5)*x2 + exp(-0.418*x6)*x3 + exp(-0.418*x7)*x4 + x1 =G= 1.71821305841924; e543.. exp(-0.416*x5)*x2 + exp(-0.416*x6)*x3 + exp(-0.416*x7)*x4 + x1 =G= 1.71232876712329; e544.. exp(-0.414*x5)*x2 + exp(-0.414*x6)*x3 + exp(-0.414*x7)*x4 + x1 =G= 1.70648464163823; e545.. exp(-0.412*x5)*x2 + exp(-0.412*x6)*x3 + exp(-0.412*x7)*x4 + x1 =G= 1.70068027210884; e546.. exp(-0.41*x5)*x2 + exp(-0.41*x6)*x3 + exp(-0.41*x7)*x4 + x1 =G= 1.69491525423729; e547.. exp(-0.408*x5)*x2 + exp(-0.408*x6)*x3 + exp(-0.408*x7)*x4 + x1 =G= 1.68918918918919; e548.. exp(-0.406*x5)*x2 + exp(-0.406*x6)*x3 + exp(-0.406*x7)*x4 + x1 =G= 1.68350168350168; e549.. exp(-0.404*x5)*x2 + exp(-0.404*x6)*x3 + exp(-0.404*x7)*x4 + x1 =G= 1.67785234899329; e550.. exp(-0.402*x5)*x2 + exp(-0.402*x6)*x3 + exp(-0.402*x7)*x4 + x1 =G= 1.67224080267559; e551.. exp(-0.4*x5)*x2 + exp(-0.4*x6)*x3 + exp(-0.4*x7)*x4 + x1 =G= 1.66666666666667; e552.. exp(-0.398*x5)*x2 + exp(-0.398*x6)*x3 + exp(-0.398*x7)*x4 + x1 =G= 1.66112956810631; e553.. exp(-0.396*x5)*x2 + exp(-0.396*x6)*x3 + exp(-0.396*x7)*x4 + x1 =G= 1.65562913907285; e554.. exp(-0.394*x5)*x2 + exp(-0.394*x6)*x3 + exp(-0.394*x7)*x4 + x1 =G= 1.65016501650165; e555.. exp(-0.392*x5)*x2 + exp(-0.392*x6)*x3 + exp(-0.392*x7)*x4 + x1 =G= 1.64473684210526; e556.. exp(-0.39*x5)*x2 + exp(-0.39*x6)*x3 + exp(-0.39*x7)*x4 + x1 =G= 1.63934426229508; e557.. exp(-0.388*x5)*x2 + exp(-0.388*x6)*x3 + exp(-0.388*x7)*x4 + x1 =G= 1.63398692810457; e558.. exp(-0.386*x5)*x2 + exp(-0.386*x6)*x3 + exp(-0.386*x7)*x4 + x1 =G= 1.62866449511401; e559.. exp(-0.384*x5)*x2 + exp(-0.384*x6)*x3 + exp(-0.384*x7)*x4 + x1 =G= 1.62337662337662; e560.. exp(-0.382*x5)*x2 + exp(-0.382*x6)*x3 + exp(-0.382*x7)*x4 + x1 =G= 1.61812297734628; e561.. exp(-0.38*x5)*x2 + exp(-0.38*x6)*x3 + exp(-0.38*x7)*x4 + x1 =G= 1.61290322580645; e562.. exp(-0.378*x5)*x2 + exp(-0.378*x6)*x3 + exp(-0.378*x7)*x4 + x1 =G= 1.60771704180064; e563.. exp(-0.376*x5)*x2 + exp(-0.376*x6)*x3 + exp(-0.376*x7)*x4 + x1 =G= 1.6025641025641; e564.. exp(-0.374*x5)*x2 + exp(-0.374*x6)*x3 + exp(-0.374*x7)*x4 + x1 =G= 1.59744408945687; e565.. exp(-0.372*x5)*x2 + exp(-0.372*x6)*x3 + exp(-0.372*x7)*x4 + x1 =G= 1.59235668789809; e566.. exp(-0.37*x5)*x2 + exp(-0.37*x6)*x3 + exp(-0.37*x7)*x4 + x1 =G= 1.58730158730159; e567.. exp(-0.368*x5)*x2 + exp(-0.368*x6)*x3 + exp(-0.368*x7)*x4 + x1 =G= 1.58227848101266; e568.. exp(-0.366*x5)*x2 + exp(-0.366*x6)*x3 + exp(-0.366*x7)*x4 + x1 =G= 1.57728706624606; e569.. exp(-0.364*x5)*x2 + exp(-0.364*x6)*x3 + exp(-0.364*x7)*x4 + x1 =G= 1.57232704402516; e570.. exp(-0.362*x5)*x2 + exp(-0.362*x6)*x3 + exp(-0.362*x7)*x4 + x1 =G= 1.56739811912226; e571.. exp(-0.36*x5)*x2 + exp(-0.36*x6)*x3 + exp(-0.36*x7)*x4 + x1 =G= 1.5625; e572.. exp(-0.358*x5)*x2 + exp(-0.358*x6)*x3 + exp(-0.358*x7)*x4 + x1 =G= 1.55763239875389; e573.. exp(-0.356*x5)*x2 + exp(-0.356*x6)*x3 + exp(-0.356*x7)*x4 + x1 =G= 1.5527950310559; e574.. exp(-0.354*x5)*x2 + exp(-0.354*x6)*x3 + exp(-0.354*x7)*x4 + x1 =G= 1.54798761609907; e575.. exp(-0.352*x5)*x2 + exp(-0.352*x6)*x3 + exp(-0.352*x7)*x4 + x1 =G= 1.54320987654321; e576.. exp(-0.35*x5)*x2 + exp(-0.35*x6)*x3 + exp(-0.35*x7)*x4 + x1 =G= 1.53846153846154; e577.. exp(-0.348*x5)*x2 + exp(-0.348*x6)*x3 + exp(-0.348*x7)*x4 + x1 =G= 1.53374233128834; e578.. exp(-0.346*x5)*x2 + exp(-0.346*x6)*x3 + exp(-0.346*x7)*x4 + x1 =G= 1.52905198776758; e579.. exp(-0.344*x5)*x2 + exp(-0.344*x6)*x3 + exp(-0.344*x7)*x4 + x1 =G= 1.52439024390244; e580.. exp(-0.342*x5)*x2 + exp(-0.342*x6)*x3 + exp(-0.342*x7)*x4 + x1 =G= 1.51975683890578; e581.. exp(-0.34*x5)*x2 + exp(-0.34*x6)*x3 + exp(-0.34*x7)*x4 + x1 =G= 1.51515151515152; e582.. exp(-0.338*x5)*x2 + exp(-0.338*x6)*x3 + exp(-0.338*x7)*x4 + x1 =G= 1.51057401812689; e583.. exp(-0.336*x5)*x2 + exp(-0.336*x6)*x3 + exp(-0.336*x7)*x4 + x1 =G= 1.50602409638554; e584.. exp(-0.334*x5)*x2 + exp(-0.334*x6)*x3 + exp(-0.334*x7)*x4 + x1 =G= 1.5015015015015; e585.. exp(-0.332*x5)*x2 + exp(-0.332*x6)*x3 + exp(-0.332*x7)*x4 + x1 =G= 1.49700598802395; e586.. exp(-0.33*x5)*x2 + exp(-0.33*x6)*x3 + exp(-0.33*x7)*x4 + x1 =G= 1.49253731343284; e587.. exp(-0.328*x5)*x2 + exp(-0.328*x6)*x3 + exp(-0.328*x7)*x4 + x1 =G= 1.48809523809524; e588.. exp(-0.326*x5)*x2 + exp(-0.326*x6)*x3 + exp(-0.326*x7)*x4 + x1 =G= 1.48367952522255; e589.. exp(-0.324*x5)*x2 + exp(-0.324*x6)*x3 + exp(-0.324*x7)*x4 + x1 =G= 1.4792899408284; e590.. exp(-0.322*x5)*x2 + exp(-0.322*x6)*x3 + exp(-0.322*x7)*x4 + x1 =G= 1.47492625368732; e591.. exp(-0.32*x5)*x2 + exp(-0.32*x6)*x3 + exp(-0.32*x7)*x4 + x1 =G= 1.47058823529412; e592.. exp(-0.318*x5)*x2 + exp(-0.318*x6)*x3 + exp(-0.318*x7)*x4 + x1 =G= 1.46627565982405; e593.. exp(-0.316*x5)*x2 + exp(-0.316*x6)*x3 + exp(-0.316*x7)*x4 + x1 =G= 1.46198830409357; e594.. exp(-0.314*x5)*x2 + exp(-0.314*x6)*x3 + exp(-0.314*x7)*x4 + x1 =G= 1.45772594752187; e595.. exp(-0.312*x5)*x2 + exp(-0.312*x6)*x3 + exp(-0.312*x7)*x4 + x1 =G= 1.45348837209302; e596.. exp(-0.31*x5)*x2 + exp(-0.31*x6)*x3 + exp(-0.31*x7)*x4 + x1 =G= 1.44927536231884; e597.. exp(-0.308*x5)*x2 + exp(-0.308*x6)*x3 + exp(-0.308*x7)*x4 + x1 =G= 1.44508670520231; e598.. exp(-0.306*x5)*x2 + exp(-0.306*x6)*x3 + exp(-0.306*x7)*x4 + x1 =G= 1.44092219020173; e599.. exp(-0.304*x5)*x2 + exp(-0.304*x6)*x3 + exp(-0.304*x7)*x4 + x1 =G= 1.4367816091954; e600.. exp(-0.302*x5)*x2 + exp(-0.302*x6)*x3 + exp(-0.302*x7)*x4 + x1 =G= 1.43266475644699; e601.. exp(-0.3*x5)*x2 + exp(-0.3*x6)*x3 + exp(-0.3*x7)*x4 + x1 =G= 1.42857142857143; e602.. exp(-0.298*x5)*x2 + exp(-0.298*x6)*x3 + exp(-0.298*x7)*x4 + x1 =G= 1.42450142450142; e603.. exp(-0.296*x5)*x2 + exp(-0.296*x6)*x3 + exp(-0.296*x7)*x4 + x1 =G= 1.42045454545455; e604.. exp(-0.294*x5)*x2 + exp(-0.294*x6)*x3 + exp(-0.294*x7)*x4 + x1 =G= 1.41643059490085; e605.. exp(-0.292*x5)*x2 + exp(-0.292*x6)*x3 + exp(-0.292*x7)*x4 + x1 =G= 1.41242937853107; e606.. exp(-0.29*x5)*x2 + exp(-0.29*x6)*x3 + exp(-0.29*x7)*x4 + x1 =G= 1.40845070422535; e607.. exp(-0.288*x5)*x2 + exp(-0.288*x6)*x3 + exp(-0.288*x7)*x4 + x1 =G= 1.40449438202247; e608.. exp(-0.286*x5)*x2 + exp(-0.286*x6)*x3 + exp(-0.286*x7)*x4 + x1 =G= 1.40056022408964; e609.. exp(-0.284*x5)*x2 + exp(-0.284*x6)*x3 + exp(-0.284*x7)*x4 + x1 =G= 1.39664804469274; e610.. exp(-0.282*x5)*x2 + exp(-0.282*x6)*x3 + exp(-0.282*x7)*x4 + x1 =G= 1.39275766016713; e611.. exp(-0.28*x5)*x2 + exp(-0.28*x6)*x3 + exp(-0.28*x7)*x4 + x1 =G= 1.38888888888889; e612.. exp(-0.278*x5)*x2 + exp(-0.278*x6)*x3 + exp(-0.278*x7)*x4 + x1 =G= 1.38504155124654; e613.. exp(-0.276*x5)*x2 + exp(-0.276*x6)*x3 + exp(-0.276*x7)*x4 + x1 =G= 1.38121546961326; e614.. exp(-0.274*x5)*x2 + exp(-0.274*x6)*x3 + exp(-0.274*x7)*x4 + x1 =G= 1.37741046831956; e615.. exp(-0.272*x5)*x2 + exp(-0.272*x6)*x3 + exp(-0.272*x7)*x4 + x1 =G= 1.37362637362637; e616.. exp(-0.27*x5)*x2 + exp(-0.27*x6)*x3 + exp(-0.27*x7)*x4 + x1 =G= 1.36986301369863; e617.. exp(-0.268*x5)*x2 + exp(-0.268*x6)*x3 + exp(-0.268*x7)*x4 + x1 =G= 1.36612021857923; e618.. exp(-0.266*x5)*x2 + exp(-0.266*x6)*x3 + exp(-0.266*x7)*x4 + x1 =G= 1.36239782016349; e619.. exp(-0.264*x5)*x2 + exp(-0.264*x6)*x3 + exp(-0.264*x7)*x4 + x1 =G= 1.35869565217391; e620.. exp(-0.262*x5)*x2 + exp(-0.262*x6)*x3 + exp(-0.262*x7)*x4 + x1 =G= 1.3550135501355; e621.. exp(-0.26*x5)*x2 + exp(-0.26*x6)*x3 + exp(-0.26*x7)*x4 + x1 =G= 1.35135135135135; e622.. exp(-0.258*x5)*x2 + exp(-0.258*x6)*x3 + exp(-0.258*x7)*x4 + x1 =G= 1.34770889487871; e623.. exp(-0.256*x5)*x2 + exp(-0.256*x6)*x3 + exp(-0.256*x7)*x4 + x1 =G= 1.34408602150538; e624.. exp(-0.254*x5)*x2 + exp(-0.254*x6)*x3 + exp(-0.254*x7)*x4 + x1 =G= 1.34048257372654; e625.. exp(-0.252*x5)*x2 + exp(-0.252*x6)*x3 + exp(-0.252*x7)*x4 + x1 =G= 1.33689839572193; e626.. exp(-0.25*x5)*x2 + exp(-0.25*x6)*x3 + exp(-0.25*x7)*x4 + x1 =G= 1.33333333333333; e627.. exp(-0.248*x5)*x2 + exp(-0.248*x6)*x3 + exp(-0.248*x7)*x4 + x1 =G= 1.32978723404255; e628.. exp(-0.246*x5)*x2 + exp(-0.246*x6)*x3 + exp(-0.246*x7)*x4 + x1 =G= 1.3262599469496; e629.. exp(-0.244*x5)*x2 + exp(-0.244*x6)*x3 + exp(-0.244*x7)*x4 + x1 =G= 1.32275132275132; e630.. exp(-0.242*x5)*x2 + exp(-0.242*x6)*x3 + exp(-0.242*x7)*x4 + x1 =G= 1.31926121372032; e631.. exp(-0.24*x5)*x2 + exp(-0.24*x6)*x3 + exp(-0.24*x7)*x4 + x1 =G= 1.31578947368421; e632.. exp(-0.238*x5)*x2 + exp(-0.238*x6)*x3 + exp(-0.238*x7)*x4 + x1 =G= 1.31233595800525; e633.. exp(-0.236*x5)*x2 + exp(-0.236*x6)*x3 + exp(-0.236*x7)*x4 + x1 =G= 1.30890052356021; e634.. exp(-0.234*x5)*x2 + exp(-0.234*x6)*x3 + exp(-0.234*x7)*x4 + x1 =G= 1.30548302872063; e635.. exp(-0.232*x5)*x2 + exp(-0.232*x6)*x3 + exp(-0.232*x7)*x4 + x1 =G= 1.30208333333333; e636.. exp(-0.23*x5)*x2 + exp(-0.23*x6)*x3 + exp(-0.23*x7)*x4 + x1 =G= 1.2987012987013; e637.. exp(-0.228*x5)*x2 + exp(-0.228*x6)*x3 + exp(-0.228*x7)*x4 + x1 =G= 1.29533678756477; e638.. exp(-0.226*x5)*x2 + exp(-0.226*x6)*x3 + exp(-0.226*x7)*x4 + x1 =G= 1.29198966408269; e639.. exp(-0.224*x5)*x2 + exp(-0.224*x6)*x3 + exp(-0.224*x7)*x4 + x1 =G= 1.28865979381443; e640.. exp(-0.222*x5)*x2 + exp(-0.222*x6)*x3 + exp(-0.222*x7)*x4 + x1 =G= 1.2853470437018; e641.. exp(-0.22*x5)*x2 + exp(-0.22*x6)*x3 + exp(-0.22*x7)*x4 + x1 =G= 1.28205128205128; e642.. exp(-0.218*x5)*x2 + exp(-0.218*x6)*x3 + exp(-0.218*x7)*x4 + x1 =G= 1.27877237851662; e643.. exp(-0.216*x5)*x2 + exp(-0.216*x6)*x3 + exp(-0.216*x7)*x4 + x1 =G= 1.27551020408163; e644.. exp(-0.214*x5)*x2 + exp(-0.214*x6)*x3 + exp(-0.214*x7)*x4 + x1 =G= 1.27226463104326; e645.. exp(-0.212*x5)*x2 + exp(-0.212*x6)*x3 + exp(-0.212*x7)*x4 + x1 =G= 1.26903553299492; e646.. exp(-0.21*x5)*x2 + exp(-0.21*x6)*x3 + exp(-0.21*x7)*x4 + x1 =G= 1.26582278481013; e647.. exp(-0.208*x5)*x2 + exp(-0.208*x6)*x3 + exp(-0.208*x7)*x4 + x1 =G= 1.26262626262626; e648.. exp(-0.206*x5)*x2 + exp(-0.206*x6)*x3 + exp(-0.206*x7)*x4 + x1 =G= 1.25944584382872; e649.. exp(-0.204*x5)*x2 + exp(-0.204*x6)*x3 + exp(-0.204*x7)*x4 + x1 =G= 1.25628140703518; e650.. exp(-0.202*x5)*x2 + exp(-0.202*x6)*x3 + exp(-0.202*x7)*x4 + x1 =G= 1.2531328320802; e651.. exp(-0.2*x5)*x2 + exp(-0.2*x6)*x3 + exp(-0.2*x7)*x4 + x1 =G= 1.25; e652.. exp(-0.198*x5)*x2 + exp(-0.198*x6)*x3 + exp(-0.198*x7)*x4 + x1 =G= 1.24688279301746; e653.. exp(-0.196*x5)*x2 + exp(-0.196*x6)*x3 + exp(-0.196*x7)*x4 + x1 =G= 1.24378109452736; e654.. exp(-0.194*x5)*x2 + exp(-0.194*x6)*x3 + exp(-0.194*x7)*x4 + x1 =G= 1.24069478908189; e655.. exp(-0.192*x5)*x2 + exp(-0.192*x6)*x3 + exp(-0.192*x7)*x4 + x1 =G= 1.23762376237624; e656.. exp(-0.19*x5)*x2 + exp(-0.19*x6)*x3 + exp(-0.19*x7)*x4 + x1 =G= 1.23456790123457; e657.. exp(-0.188*x5)*x2 + exp(-0.188*x6)*x3 + exp(-0.188*x7)*x4 + x1 =G= 1.23152709359606; e658.. exp(-0.186*x5)*x2 + exp(-0.186*x6)*x3 + exp(-0.186*x7)*x4 + x1 =G= 1.22850122850123; e659.. exp(-0.184*x5)*x2 + exp(-0.184*x6)*x3 + exp(-0.184*x7)*x4 + x1 =G= 1.22549019607843; e660.. exp(-0.182*x5)*x2 + exp(-0.182*x6)*x3 + exp(-0.182*x7)*x4 + x1 =G= 1.22249388753056; e661.. exp(-0.18*x5)*x2 + exp(-0.18*x6)*x3 + exp(-0.18*x7)*x4 + x1 =G= 1.21951219512195; e662.. exp(-0.178*x5)*x2 + exp(-0.178*x6)*x3 + exp(-0.178*x7)*x4 + x1 =G= 1.21654501216545; e663.. exp(-0.176*x5)*x2 + exp(-0.176*x6)*x3 + exp(-0.176*x7)*x4 + x1 =G= 1.21359223300971; e664.. exp(-0.174*x5)*x2 + exp(-0.174*x6)*x3 + exp(-0.174*x7)*x4 + x1 =G= 1.21065375302663; e665.. exp(-0.172*x5)*x2 + exp(-0.172*x6)*x3 + exp(-0.172*x7)*x4 + x1 =G= 1.20772946859903; e666.. exp(-0.17*x5)*x2 + exp(-0.17*x6)*x3 + exp(-0.17*x7)*x4 + x1 =G= 1.20481927710843; e667.. exp(-0.168*x5)*x2 + exp(-0.168*x6)*x3 + exp(-0.168*x7)*x4 + x1 =G= 1.20192307692308; e668.. exp(-0.166*x5)*x2 + exp(-0.166*x6)*x3 + exp(-0.166*x7)*x4 + x1 =G= 1.19904076738609; e669.. exp(-0.164*x5)*x2 + exp(-0.164*x6)*x3 + exp(-0.164*x7)*x4 + x1 =G= 1.19617224880383; e670.. exp(-0.162*x5)*x2 + exp(-0.162*x6)*x3 + exp(-0.162*x7)*x4 + x1 =G= 1.19331742243437; e671.. exp(-0.16*x5)*x2 + exp(-0.16*x6)*x3 + exp(-0.16*x7)*x4 + x1 =G= 1.19047619047619; e672.. exp(-0.158*x5)*x2 + exp(-0.158*x6)*x3 + exp(-0.158*x7)*x4 + x1 =G= 1.18764845605701; e673.. exp(-0.156*x5)*x2 + exp(-0.156*x6)*x3 + exp(-0.156*x7)*x4 + x1 =G= 1.18483412322275; e674.. exp(-0.154*x5)*x2 + exp(-0.154*x6)*x3 + exp(-0.154*x7)*x4 + x1 =G= 1.18203309692671; e675.. exp(-0.152*x5)*x2 + exp(-0.152*x6)*x3 + exp(-0.152*x7)*x4 + x1 =G= 1.17924528301887; e676.. exp(-0.15*x5)*x2 + exp(-0.15*x6)*x3 + exp(-0.15*x7)*x4 + x1 =G= 1.17647058823529; e677.. exp(-0.148*x5)*x2 + exp(-0.148*x6)*x3 + exp(-0.148*x7)*x4 + x1 =G= 1.17370892018779; e678.. exp(-0.146*x5)*x2 + exp(-0.146*x6)*x3 + exp(-0.146*x7)*x4 + x1 =G= 1.17096018735363; e679.. exp(-0.144*x5)*x2 + exp(-0.144*x6)*x3 + exp(-0.144*x7)*x4 + x1 =G= 1.16822429906542; e680.. exp(-0.142*x5)*x2 + exp(-0.142*x6)*x3 + exp(-0.142*x7)*x4 + x1 =G= 1.16550116550117; e681.. exp(-0.14*x5)*x2 + exp(-0.14*x6)*x3 + exp(-0.14*x7)*x4 + x1 =G= 1.16279069767442; e682.. exp(-0.138*x5)*x2 + exp(-0.138*x6)*x3 + exp(-0.138*x7)*x4 + x1 =G= 1.16009280742459; e683.. exp(-0.136*x5)*x2 + exp(-0.136*x6)*x3 + exp(-0.136*x7)*x4 + x1 =G= 1.15740740740741; e684.. exp(-0.134*x5)*x2 + exp(-0.134*x6)*x3 + exp(-0.134*x7)*x4 + x1 =G= 1.15473441108545; e685.. exp(-0.132*x5)*x2 + exp(-0.132*x6)*x3 + exp(-0.132*x7)*x4 + x1 =G= 1.15207373271889; e686.. exp(-0.13*x5)*x2 + exp(-0.13*x6)*x3 + exp(-0.13*x7)*x4 + x1 =G= 1.14942528735632; e687.. exp(-0.128*x5)*x2 + exp(-0.128*x6)*x3 + exp(-0.128*x7)*x4 + x1 =G= 1.14678899082569; e688.. exp(-0.126*x5)*x2 + exp(-0.126*x6)*x3 + exp(-0.126*x7)*x4 + x1 =G= 1.1441647597254; e689.. exp(-0.124*x5)*x2 + exp(-0.124*x6)*x3 + exp(-0.124*x7)*x4 + x1 =G= 1.14155251141553; e690.. exp(-0.122*x5)*x2 + exp(-0.122*x6)*x3 + exp(-0.122*x7)*x4 + x1 =G= 1.13895216400911; e691.. exp(-0.12*x5)*x2 + exp(-0.12*x6)*x3 + exp(-0.12*x7)*x4 + x1 =G= 1.13636363636364; e692.. exp(-0.118*x5)*x2 + exp(-0.118*x6)*x3 + exp(-0.118*x7)*x4 + x1 =G= 1.13378684807256; e693.. exp(-0.116*x5)*x2 + exp(-0.116*x6)*x3 + exp(-0.116*x7)*x4 + x1 =G= 1.13122171945701; e694.. exp(-0.114*x5)*x2 + exp(-0.114*x6)*x3 + exp(-0.114*x7)*x4 + x1 =G= 1.12866817155756; e695.. exp(-0.112*x5)*x2 + exp(-0.112*x6)*x3 + exp(-0.112*x7)*x4 + x1 =G= 1.12612612612613; e696.. exp(-0.11*x5)*x2 + exp(-0.11*x6)*x3 + exp(-0.11*x7)*x4 + x1 =G= 1.12359550561798; e697.. exp(-0.108*x5)*x2 + exp(-0.108*x6)*x3 + exp(-0.108*x7)*x4 + x1 =G= 1.12107623318386; e698.. exp(-0.106*x5)*x2 + exp(-0.106*x6)*x3 + exp(-0.106*x7)*x4 + x1 =G= 1.11856823266219; e699.. exp(-0.104*x5)*x2 + exp(-0.104*x6)*x3 + exp(-0.104*x7)*x4 + x1 =G= 1.11607142857143; e700.. exp(-0.102*x5)*x2 + exp(-0.102*x6)*x3 + exp(-0.102*x7)*x4 + x1 =G= 1.11358574610245; e701.. exp(-0.1*x5)*x2 + exp(-0.1*x6)*x3 + exp(-0.1*x7)*x4 + x1 =G= 1.11111111111111; e702.. exp(-0.098*x5)*x2 + exp(-0.098*x6)*x3 + exp(-0.098*x7)*x4 + x1 =G= 1.10864745011086; e703.. exp(-0.096*x5)*x2 + exp(-0.096*x6)*x3 + exp(-0.096*x7)*x4 + x1 =G= 1.10619469026549; e704.. exp(-0.094*x5)*x2 + exp(-0.094*x6)*x3 + exp(-0.094*x7)*x4 + x1 =G= 1.1037527593819; e705.. exp(-0.092*x5)*x2 + exp(-0.092*x6)*x3 + exp(-0.092*x7)*x4 + x1 =G= 1.10132158590308; e706.. exp(-0.09*x5)*x2 + exp(-0.09*x6)*x3 + exp(-0.09*x7)*x4 + x1 =G= 1.0989010989011; e707.. exp(-0.088*x5)*x2 + exp(-0.088*x6)*x3 + exp(-0.088*x7)*x4 + x1 =G= 1.09649122807018; e708.. exp(-0.086*x5)*x2 + exp(-0.086*x6)*x3 + exp(-0.086*x7)*x4 + x1 =G= 1.09409190371991; e709.. exp(-0.084*x5)*x2 + exp(-0.084*x6)*x3 + exp(-0.084*x7)*x4 + x1 =G= 1.09170305676856; e710.. exp(-0.082*x5)*x2 + exp(-0.082*x6)*x3 + exp(-0.082*x7)*x4 + x1 =G= 1.08932461873638; e711.. exp(-0.08*x5)*x2 + exp(-0.08*x6)*x3 + exp(-0.08*x7)*x4 + x1 =G= 1.08695652173913; e712.. exp(-0.078*x5)*x2 + exp(-0.078*x6)*x3 + exp(-0.078*x7)*x4 + x1 =G= 1.08459869848156; e713.. exp(-0.076*x5)*x2 + exp(-0.076*x6)*x3 + exp(-0.076*x7)*x4 + x1 =G= 1.08225108225108; e714.. exp(-0.074*x5)*x2 + exp(-0.074*x6)*x3 + exp(-0.074*x7)*x4 + x1 =G= 1.07991360691145; e715.. exp(-0.072*x5)*x2 + exp(-0.072*x6)*x3 + exp(-0.072*x7)*x4 + x1 =G= 1.07758620689655; e716.. exp(-0.07*x5)*x2 + exp(-0.07*x6)*x3 + exp(-0.07*x7)*x4 + x1 =G= 1.0752688172043; e717.. exp(-0.068*x5)*x2 + exp(-0.068*x6)*x3 + exp(-0.068*x7)*x4 + x1 =G= 1.07296137339056; e718.. exp(-0.066*x5)*x2 + exp(-0.066*x6)*x3 + exp(-0.066*x7)*x4 + x1 =G= 1.07066381156317; e719.. exp(-0.064*x5)*x2 + exp(-0.064*x6)*x3 + exp(-0.064*x7)*x4 + x1 =G= 1.06837606837607; e720.. exp(-0.062*x5)*x2 + exp(-0.062*x6)*x3 + exp(-0.062*x7)*x4 + x1 =G= 1.06609808102345; e721.. exp(-0.06*x5)*x2 + exp(-0.06*x6)*x3 + exp(-0.06*x7)*x4 + x1 =G= 1.06382978723404; e722.. exp(-0.058*x5)*x2 + exp(-0.058*x6)*x3 + exp(-0.058*x7)*x4 + x1 =G= 1.06157112526539; e723.. exp(-0.056*x5)*x2 + exp(-0.056*x6)*x3 + exp(-0.056*x7)*x4 + x1 =G= 1.05932203389831; e724.. exp(-0.054*x5)*x2 + exp(-0.054*x6)*x3 + exp(-0.054*x7)*x4 + x1 =G= 1.05708245243129; e725.. exp(-0.052*x5)*x2 + exp(-0.052*x6)*x3 + exp(-0.052*x7)*x4 + x1 =G= 1.05485232067511; e726.. exp(-0.05*x5)*x2 + exp(-0.05*x6)*x3 + exp(-0.05*x7)*x4 + x1 =G= 1.05263157894737; e727.. exp(-0.048*x5)*x2 + exp(-0.048*x6)*x3 + exp(-0.048*x7)*x4 + x1 =G= 1.05042016806723; e728.. exp(-0.046*x5)*x2 + exp(-0.046*x6)*x3 + exp(-0.046*x7)*x4 + x1 =G= 1.0482180293501; e729.. exp(-0.044*x5)*x2 + exp(-0.044*x6)*x3 + exp(-0.044*x7)*x4 + x1 =G= 1.04602510460251; e730.. exp(-0.042*x5)*x2 + exp(-0.042*x6)*x3 + exp(-0.042*x7)*x4 + x1 =G= 1.04384133611691; e731.. exp(-0.04*x5)*x2 + exp(-0.04*x6)*x3 + exp(-0.04*x7)*x4 + x1 =G= 1.04166666666667; e732.. exp(-0.038*x5)*x2 + exp(-0.038*x6)*x3 + exp(-0.038*x7)*x4 + x1 =G= 1.03950103950104; e733.. exp(-0.036*x5)*x2 + exp(-0.036*x6)*x3 + exp(-0.036*x7)*x4 + x1 =G= 1.03734439834025; e734.. exp(-0.034*x5)*x2 + exp(-0.034*x6)*x3 + exp(-0.034*x7)*x4 + x1 =G= 1.0351966873706; e735.. exp(-0.032*x5)*x2 + exp(-0.032*x6)*x3 + exp(-0.032*x7)*x4 + x1 =G= 1.03305785123967; e736.. exp(-0.03*x5)*x2 + exp(-0.03*x6)*x3 + exp(-0.03*x7)*x4 + x1 =G= 1.03092783505155; e737.. exp(-0.028*x5)*x2 + exp(-0.028*x6)*x3 + exp(-0.028*x7)*x4 + x1 =G= 1.02880658436214; e738.. exp(-0.026*x5)*x2 + exp(-0.026*x6)*x3 + exp(-0.026*x7)*x4 + x1 =G= 1.02669404517454; e739.. exp(-0.024*x5)*x2 + exp(-0.024*x6)*x3 + exp(-0.024*x7)*x4 + x1 =G= 1.02459016393443; e740.. exp(-0.022*x5)*x2 + exp(-0.022*x6)*x3 + exp(-0.022*x7)*x4 + x1 =G= 1.02249488752556; e741.. exp(-0.02*x5)*x2 + exp(-0.02*x6)*x3 + exp(-0.02*x7)*x4 + x1 =G= 1.02040816326531; e742.. exp(-0.018*x5)*x2 + exp(-0.018*x6)*x3 + exp(-0.018*x7)*x4 + x1 =G= 1.0183299389002; e743.. exp(-0.016*x5)*x2 + exp(-0.016*x6)*x3 + exp(-0.016*x7)*x4 + x1 =G= 1.01626016260163; e744.. exp(-0.014*x5)*x2 + exp(-0.014*x6)*x3 + exp(-0.014*x7)*x4 + x1 =G= 1.01419878296146; e745.. exp(-0.012*x5)*x2 + exp(-0.012*x6)*x3 + exp(-0.012*x7)*x4 + x1 =G= 1.01214574898785; e746.. exp(-0.01*x5)*x2 + exp(-0.01*x6)*x3 + exp(-0.01*x7)*x4 + x1 =G= 1.01010101010101; e747.. exp(-0.00800000000000001*x5)*x2 + exp(-0.00800000000000001*x6)*x3 + exp( -0.00800000000000001*x7)*x4 + x1 =G= 1.00806451612903; e748.. exp(-0.00600000000000001*x5)*x2 + exp(-0.00600000000000001*x6)*x3 + exp( -0.00600000000000001*x7)*x4 + x1 =G= 1.00603621730382; e749.. exp(-0.004*x5)*x2 + exp(-0.004*x6)*x3 + exp(-0.004*x7)*x4 + x1 =G= 1.00401606425703; e750.. exp(-0.002*x5)*x2 + exp(-0.002*x6)*x3 + exp(-0.002*x7)*x4 + x1 =G= 1.00200400801603; e751.. x1 + x2 + x3 + x4 =G= 1; e752.. exp(0.002*x5)*x2 + exp(0.002*x6)*x3 + exp(0.002*x7)*x4 + x1 =G= 0.998003992015968; e753.. exp(0.004*x5)*x2 + exp(0.004*x6)*x3 + exp(0.004*x7)*x4 + x1 =G= 0.99601593625498; e754.. exp(0.00600000000000001*x5)*x2 + exp(0.00600000000000001*x6)*x3 + exp( 0.00600000000000001*x7)*x4 + x1 =G= 0.99403578528827; e755.. exp(0.00800000000000001*x5)*x2 + exp(0.00800000000000001*x6)*x3 + exp( 0.00800000000000001*x7)*x4 + x1 =G= 0.992063492063492; e756.. exp(0.01*x5)*x2 + exp(0.01*x6)*x3 + exp(0.01*x7)*x4 + x1 =G= 0.99009900990099; e757.. exp(0.012*x5)*x2 + exp(0.012*x6)*x3 + exp(0.012*x7)*x4 + x1 =G= 0.988142292490119; e758.. exp(0.014*x5)*x2 + exp(0.014*x6)*x3 + exp(0.014*x7)*x4 + x1 =G= 0.986193293885602; e759.. exp(0.016*x5)*x2 + exp(0.016*x6)*x3 + exp(0.016*x7)*x4 + x1 =G= 0.984251968503937; e760.. exp(0.018*x5)*x2 + exp(0.018*x6)*x3 + exp(0.018*x7)*x4 + x1 =G= 0.982318271119843; e761.. exp(0.02*x5)*x2 + exp(0.02*x6)*x3 + exp(0.02*x7)*x4 + x1 =G= 0.980392156862745; e762.. exp(0.022*x5)*x2 + exp(0.022*x6)*x3 + exp(0.022*x7)*x4 + x1 =G= 0.978473581213307; e763.. exp(0.024*x5)*x2 + exp(0.024*x6)*x3 + exp(0.024*x7)*x4 + x1 =G= 0.9765625; e764.. exp(0.026*x5)*x2 + exp(0.026*x6)*x3 + exp(0.026*x7)*x4 + x1 =G= 0.974658869395711; e765.. exp(0.028*x5)*x2 + exp(0.028*x6)*x3 + exp(0.028*x7)*x4 + x1 =G= 0.972762645914397; e766.. exp(0.03*x5)*x2 + exp(0.03*x6)*x3 + exp(0.03*x7)*x4 + x1 =G= 0.970873786407767; e767.. exp(0.032*x5)*x2 + exp(0.032*x6)*x3 + exp(0.032*x7)*x4 + x1 =G= 0.968992248062015; e768.. exp(0.034*x5)*x2 + exp(0.034*x6)*x3 + exp(0.034*x7)*x4 + x1 =G= 0.967117988394584; e769.. exp(0.036*x5)*x2 + exp(0.036*x6)*x3 + exp(0.036*x7)*x4 + x1 =G= 0.965250965250965; e770.. exp(0.038*x5)*x2 + exp(0.038*x6)*x3 + exp(0.038*x7)*x4 + x1 =G= 0.963391136801541; e771.. exp(0.04*x5)*x2 + exp(0.04*x6)*x3 + exp(0.04*x7)*x4 + x1 =G= 0.961538461538461; e772.. exp(0.042*x5)*x2 + exp(0.042*x6)*x3 + exp(0.042*x7)*x4 + x1 =G= 0.959692898272553; e773.. exp(0.044*x5)*x2 + exp(0.044*x6)*x3 + exp(0.044*x7)*x4 + x1 =G= 0.957854406130268; e774.. exp(0.046*x5)*x2 + exp(0.046*x6)*x3 + exp(0.046*x7)*x4 + x1 =G= 0.956022944550669; e775.. exp(0.048*x5)*x2 + exp(0.048*x6)*x3 + exp(0.048*x7)*x4 + x1 =G= 0.954198473282443; e776.. exp(0.05*x5)*x2 + exp(0.05*x6)*x3 + exp(0.05*x7)*x4 + x1 =G= 0.952380952380952; e777.. exp(0.052*x5)*x2 + exp(0.052*x6)*x3 + exp(0.052*x7)*x4 + x1 =G= 0.950570342205323; e778.. exp(0.054*x5)*x2 + exp(0.054*x6)*x3 + exp(0.054*x7)*x4 + x1 =G= 0.94876660341556; e779.. exp(0.056*x5)*x2 + exp(0.056*x6)*x3 + exp(0.056*x7)*x4 + x1 =G= 0.946969696969697; e780.. exp(0.0580000000000001*x5)*x2 + exp(0.0580000000000001*x6)*x3 + exp( 0.0580000000000001*x7)*x4 + x1 =G= 0.945179584120983; e781.. exp(0.0600000000000001*x5)*x2 + exp(0.0600000000000001*x6)*x3 + exp( 0.0600000000000001*x7)*x4 + x1 =G= 0.943396226415094; e782.. exp(0.0620000000000001*x5)*x2 + exp(0.0620000000000001*x6)*x3 + exp( 0.0620000000000001*x7)*x4 + x1 =G= 0.941619585687382; e783.. exp(0.0640000000000001*x5)*x2 + exp(0.0640000000000001*x6)*x3 + exp( 0.0640000000000001*x7)*x4 + x1 =G= 0.93984962406015; e784.. exp(0.0660000000000001*x5)*x2 + exp(0.0660000000000001*x6)*x3 + exp( 0.0660000000000001*x7)*x4 + x1 =G= 0.938086303939962; e785.. exp(0.0680000000000001*x5)*x2 + exp(0.0680000000000001*x6)*x3 + exp( 0.0680000000000001*x7)*x4 + x1 =G= 0.936329588014981; e786.. exp(0.0700000000000001*x5)*x2 + exp(0.0700000000000001*x6)*x3 + exp( 0.0700000000000001*x7)*x4 + x1 =G= 0.934579439252336; e787.. exp(0.0720000000000001*x5)*x2 + exp(0.0720000000000001*x6)*x3 + exp( 0.0720000000000001*x7)*x4 + x1 =G= 0.932835820895522; e788.. exp(0.0740000000000001*x5)*x2 + exp(0.0740000000000001*x6)*x3 + exp( 0.0740000000000001*x7)*x4 + x1 =G= 0.931098696461825; e789.. exp(0.0760000000000001*x5)*x2 + exp(0.0760000000000001*x6)*x3 + exp( 0.0760000000000001*x7)*x4 + x1 =G= 0.929368029739777; e790.. exp(0.078*x5)*x2 + exp(0.078*x6)*x3 + exp(0.078*x7)*x4 + x1 =G= 0.927643784786642; e791.. exp(0.08*x5)*x2 + exp(0.08*x6)*x3 + exp(0.08*x7)*x4 + x1 =G= 0.925925925925926; e792.. exp(0.082*x5)*x2 + exp(0.082*x6)*x3 + exp(0.082*x7)*x4 + x1 =G= 0.924214417744917; e793.. exp(0.084*x5)*x2 + exp(0.084*x6)*x3 + exp(0.084*x7)*x4 + x1 =G= 0.922509225092251; e794.. exp(0.086*x5)*x2 + exp(0.086*x6)*x3 + exp(0.086*x7)*x4 + x1 =G= 0.920810313075507; e795.. exp(0.088*x5)*x2 + exp(0.088*x6)*x3 + exp(0.088*x7)*x4 + x1 =G= 0.919117647058823; e796.. exp(0.09*x5)*x2 + exp(0.09*x6)*x3 + exp(0.09*x7)*x4 + x1 =G= 0.917431192660551; e797.. exp(0.092*x5)*x2 + exp(0.092*x6)*x3 + exp(0.092*x7)*x4 + x1 =G= 0.915750915750916; e798.. exp(0.094*x5)*x2 + exp(0.094*x6)*x3 + exp(0.094*x7)*x4 + x1 =G= 0.914076782449726; e799.. exp(0.096*x5)*x2 + exp(0.096*x6)*x3 + exp(0.096*x7)*x4 + x1 =G= 0.912408759124087; e800.. exp(0.098*x5)*x2 + exp(0.098*x6)*x3 + exp(0.098*x7)*x4 + x1 =G= 0.910746812386157; e801.. exp(0.1*x5)*x2 + exp(0.1*x6)*x3 + exp(0.1*x7)*x4 + x1 =G= 0.909090909090909; e802.. exp(0.102*x5)*x2 + exp(0.102*x6)*x3 + exp(0.102*x7)*x4 + x1 =G= 0.907441016333938; e803.. exp(0.104*x5)*x2 + exp(0.104*x6)*x3 + exp(0.104*x7)*x4 + x1 =G= 0.905797101449275; e804.. exp(0.106*x5)*x2 + exp(0.106*x6)*x3 + exp(0.106*x7)*x4 + x1 =G= 0.904159132007233; e805.. exp(0.108*x5)*x2 + exp(0.108*x6)*x3 + exp(0.108*x7)*x4 + x1 =G= 0.902527075812274; e806.. exp(0.11*x5)*x2 + exp(0.11*x6)*x3 + exp(0.11*x7)*x4 + x1 =G= 0.900900900900901; e807.. exp(0.112*x5)*x2 + exp(0.112*x6)*x3 + exp(0.112*x7)*x4 + x1 =G= 0.899280575539568; e808.. exp(0.114*x5)*x2 + exp(0.114*x6)*x3 + exp(0.114*x7)*x4 + x1 =G= 0.897666068222621; e809.. exp(0.116*x5)*x2 + exp(0.116*x6)*x3 + exp(0.116*x7)*x4 + x1 =G= 0.896057347670251; e810.. exp(0.118*x5)*x2 + exp(0.118*x6)*x3 + exp(0.118*x7)*x4 + x1 =G= 0.894454382826476; e811.. exp(0.12*x5)*x2 + exp(0.12*x6)*x3 + exp(0.12*x7)*x4 + x1 =G= 0.892857142857143; e812.. exp(0.122*x5)*x2 + exp(0.122*x6)*x3 + exp(0.122*x7)*x4 + x1 =G= 0.89126559714795; e813.. exp(0.124*x5)*x2 + exp(0.124*x6)*x3 + exp(0.124*x7)*x4 + x1 =G= 0.889679715302491; e814.. exp(0.126*x5)*x2 + exp(0.126*x6)*x3 + exp(0.126*x7)*x4 + x1 =G= 0.88809946714032; e815.. exp(0.128*x5)*x2 + exp(0.128*x6)*x3 + exp(0.128*x7)*x4 + x1 =G= 0.886524822695035; e816.. exp(0.13*x5)*x2 + exp(0.13*x6)*x3 + exp(0.13*x7)*x4 + x1 =G= 0.884955752212389; e817.. exp(0.132*x5)*x2 + exp(0.132*x6)*x3 + exp(0.132*x7)*x4 + x1 =G= 0.88339222614841; e818.. exp(0.134*x5)*x2 + exp(0.134*x6)*x3 + exp(0.134*x7)*x4 + x1 =G= 0.881834215167549; e819.. exp(0.136*x5)*x2 + exp(0.136*x6)*x3 + exp(0.136*x7)*x4 + x1 =G= 0.880281690140845; e820.. exp(0.138*x5)*x2 + exp(0.138*x6)*x3 + exp(0.138*x7)*x4 + x1 =G= 0.878734622144113; e821.. exp(0.14*x5)*x2 + exp(0.14*x6)*x3 + exp(0.14*x7)*x4 + x1 =G= 0.87719298245614; e822.. exp(0.142*x5)*x2 + exp(0.142*x6)*x3 + exp(0.142*x7)*x4 + x1 =G= 0.875656742556918; e823.. exp(0.144*x5)*x2 + exp(0.144*x6)*x3 + exp(0.144*x7)*x4 + x1 =G= 0.874125874125874; e824.. exp(0.146*x5)*x2 + exp(0.146*x6)*x3 + exp(0.146*x7)*x4 + x1 =G= 0.87260034904014; e825.. exp(0.148*x5)*x2 + exp(0.148*x6)*x3 + exp(0.148*x7)*x4 + x1 =G= 0.871080139372822; e826.. exp(0.15*x5)*x2 + exp(0.15*x6)*x3 + exp(0.15*x7)*x4 + x1 =G= 0.869565217391304; e827.. exp(0.152*x5)*x2 + exp(0.152*x6)*x3 + exp(0.152*x7)*x4 + x1 =G= 0.868055555555555; e828.. exp(0.154*x5)*x2 + exp(0.154*x6)*x3 + exp(0.154*x7)*x4 + x1 =G= 0.866551126516464; e829.. exp(0.156*x5)*x2 + exp(0.156*x6)*x3 + exp(0.156*x7)*x4 + x1 =G= 0.865051903114187; e830.. exp(0.158*x5)*x2 + exp(0.158*x6)*x3 + exp(0.158*x7)*x4 + x1 =G= 0.863557858376511; e831.. exp(0.16*x5)*x2 + exp(0.16*x6)*x3 + exp(0.16*x7)*x4 + x1 =G= 0.862068965517241; e832.. exp(0.162*x5)*x2 + exp(0.162*x6)*x3 + exp(0.162*x7)*x4 + x1 =G= 0.860585197934596; e833.. exp(0.164*x5)*x2 + exp(0.164*x6)*x3 + exp(0.164*x7)*x4 + x1 =G= 0.859106529209622; e834.. exp(0.166*x5)*x2 + exp(0.166*x6)*x3 + exp(0.166*x7)*x4 + x1 =G= 0.857632933104631; e835.. exp(0.168*x5)*x2 + exp(0.168*x6)*x3 + exp(0.168*x7)*x4 + x1 =G= 0.856164383561644; e836.. exp(0.17*x5)*x2 + exp(0.17*x6)*x3 + exp(0.17*x7)*x4 + x1 =G= 0.854700854700855; e837.. exp(0.172*x5)*x2 + exp(0.172*x6)*x3 + exp(0.172*x7)*x4 + x1 =G= 0.853242320819113; e838.. exp(0.174*x5)*x2 + exp(0.174*x6)*x3 + exp(0.174*x7)*x4 + x1 =G= 0.851788756388416; e839.. exp(0.176*x5)*x2 + exp(0.176*x6)*x3 + exp(0.176*x7)*x4 + x1 =G= 0.850340136054422; e840.. exp(0.178*x5)*x2 + exp(0.178*x6)*x3 + exp(0.178*x7)*x4 + x1 =G= 0.848896434634975; e841.. exp(0.18*x5)*x2 + exp(0.18*x6)*x3 + exp(0.18*x7)*x4 + x1 =G= 0.847457627118644; e842.. exp(0.182*x5)*x2 + exp(0.182*x6)*x3 + exp(0.182*x7)*x4 + x1 =G= 0.846023688663283; e843.. exp(0.184*x5)*x2 + exp(0.184*x6)*x3 + exp(0.184*x7)*x4 + x1 =G= 0.844594594594595; e844.. exp(0.186*x5)*x2 + exp(0.186*x6)*x3 + exp(0.186*x7)*x4 + x1 =G= 0.843170320404722; e845.. exp(0.188*x5)*x2 + exp(0.188*x6)*x3 + exp(0.188*x7)*x4 + x1 =G= 0.841750841750842; e846.. exp(0.19*x5)*x2 + exp(0.19*x6)*x3 + exp(0.19*x7)*x4 + x1 =G= 0.840336134453782; e847.. exp(0.192*x5)*x2 + exp(0.192*x6)*x3 + exp(0.192*x7)*x4 + x1 =G= 0.838926174496644; e848.. exp(0.194*x5)*x2 + exp(0.194*x6)*x3 + exp(0.194*x7)*x4 + x1 =G= 0.837520938023451; e849.. exp(0.196*x5)*x2 + exp(0.196*x6)*x3 + exp(0.196*x7)*x4 + x1 =G= 0.836120401337793; e850.. exp(0.198*x5)*x2 + exp(0.198*x6)*x3 + exp(0.198*x7)*x4 + x1 =G= 0.834724540901502; e851.. exp(0.2*x5)*x2 + exp(0.2*x6)*x3 + exp(0.2*x7)*x4 + x1 =G= 0.833333333333333; e852.. exp(0.202*x5)*x2 + exp(0.202*x6)*x3 + exp(0.202*x7)*x4 + x1 =G= 0.831946755407654; e853.. exp(0.204*x5)*x2 + exp(0.204*x6)*x3 + exp(0.204*x7)*x4 + x1 =G= 0.830564784053156; e854.. exp(0.206*x5)*x2 + exp(0.206*x6)*x3 + exp(0.206*x7)*x4 + x1 =G= 0.829187396351575; e855.. exp(0.208*x5)*x2 + exp(0.208*x6)*x3 + exp(0.208*x7)*x4 + x1 =G= 0.827814569536424; e856.. exp(0.21*x5)*x2 + exp(0.21*x6)*x3 + exp(0.21*x7)*x4 + x1 =G= 0.826446280991736; e857.. exp(0.212*x5)*x2 + exp(0.212*x6)*x3 + exp(0.212*x7)*x4 + x1 =G= 0.825082508250825; e858.. exp(0.214*x5)*x2 + exp(0.214*x6)*x3 + exp(0.214*x7)*x4 + x1 =G= 0.823723228995058; e859.. exp(0.216*x5)*x2 + exp(0.216*x6)*x3 + exp(0.216*x7)*x4 + x1 =G= 0.822368421052632; e860.. exp(0.218*x5)*x2 + exp(0.218*x6)*x3 + exp(0.218*x7)*x4 + x1 =G= 0.821018062397373; e861.. exp(0.22*x5)*x2 + exp(0.22*x6)*x3 + exp(0.22*x7)*x4 + x1 =G= 0.819672131147541; e862.. exp(0.222*x5)*x2 + exp(0.222*x6)*x3 + exp(0.222*x7)*x4 + x1 =G= 0.818330605564648; e863.. exp(0.224*x5)*x2 + exp(0.224*x6)*x3 + exp(0.224*x7)*x4 + x1 =G= 0.816993464052288; e864.. exp(0.226*x5)*x2 + exp(0.226*x6)*x3 + exp(0.226*x7)*x4 + x1 =G= 0.815660685154976; e865.. exp(0.228*x5)*x2 + exp(0.228*x6)*x3 + exp(0.228*x7)*x4 + x1 =G= 0.814332247557003; e866.. exp(0.23*x5)*x2 + exp(0.23*x6)*x3 + exp(0.23*x7)*x4 + x1 =G= 0.813008130081301; e867.. exp(0.232*x5)*x2 + exp(0.232*x6)*x3 + exp(0.232*x7)*x4 + x1 =G= 0.811688311688312; e868.. exp(0.234*x5)*x2 + exp(0.234*x6)*x3 + exp(0.234*x7)*x4 + x1 =G= 0.810372771474878; e869.. exp(0.236*x5)*x2 + exp(0.236*x6)*x3 + exp(0.236*x7)*x4 + x1 =G= 0.809061488673139; e870.. exp(0.238*x5)*x2 + exp(0.238*x6)*x3 + exp(0.238*x7)*x4 + x1 =G= 0.807754442649435; e871.. exp(0.24*x5)*x2 + exp(0.24*x6)*x3 + exp(0.24*x7)*x4 + x1 =G= 0.806451612903226; e872.. exp(0.242*x5)*x2 + exp(0.242*x6)*x3 + exp(0.242*x7)*x4 + x1 =G= 0.805152979066023; e873.. exp(0.244*x5)*x2 + exp(0.244*x6)*x3 + exp(0.244*x7)*x4 + x1 =G= 0.803858520900322; e874.. exp(0.246*x5)*x2 + exp(0.246*x6)*x3 + exp(0.246*x7)*x4 + x1 =G= 0.802568218298555; e875.. exp(0.248*x5)*x2 + exp(0.248*x6)*x3 + exp(0.248*x7)*x4 + x1 =G= 0.801282051282051; e876.. exp(0.25*x5)*x2 + exp(0.25*x6)*x3 + exp(0.25*x7)*x4 + x1 =G= 0.8; e877.. exp(0.252*x5)*x2 + exp(0.252*x6)*x3 + exp(0.252*x7)*x4 + x1 =G= 0.798722044728435; e878.. exp(0.254*x5)*x2 + exp(0.254*x6)*x3 + exp(0.254*x7)*x4 + x1 =G= 0.797448165869219; e879.. exp(0.256*x5)*x2 + exp(0.256*x6)*x3 + exp(0.256*x7)*x4 + x1 =G= 0.796178343949045; e880.. exp(0.258*x5)*x2 + exp(0.258*x6)*x3 + exp(0.258*x7)*x4 + x1 =G= 0.794912559618442; e881.. exp(0.26*x5)*x2 + exp(0.26*x6)*x3 + exp(0.26*x7)*x4 + x1 =G= 0.793650793650794; e882.. exp(0.262*x5)*x2 + exp(0.262*x6)*x3 + exp(0.262*x7)*x4 + x1 =G= 0.792393026941363; e883.. exp(0.264*x5)*x2 + exp(0.264*x6)*x3 + exp(0.264*x7)*x4 + x1 =G= 0.791139240506329; e884.. exp(0.266*x5)*x2 + exp(0.266*x6)*x3 + exp(0.266*x7)*x4 + x1 =G= 0.789889415481833; e885.. exp(0.268*x5)*x2 + exp(0.268*x6)*x3 + exp(0.268*x7)*x4 + x1 =G= 0.788643533123028; e886.. exp(0.27*x5)*x2 + exp(0.27*x6)*x3 + exp(0.27*x7)*x4 + x1 =G= 0.78740157480315; e887.. exp(0.272*x5)*x2 + exp(0.272*x6)*x3 + exp(0.272*x7)*x4 + x1 =G= 0.786163522012579; e888.. exp(0.274*x5)*x2 + exp(0.274*x6)*x3 + exp(0.274*x7)*x4 + x1 =G= 0.784929356357928; e889.. exp(0.276*x5)*x2 + exp(0.276*x6)*x3 + exp(0.276*x7)*x4 + x1 =G= 0.783699059561129; e890.. exp(0.278*x5)*x2 + exp(0.278*x6)*x3 + exp(0.278*x7)*x4 + x1 =G= 0.782472613458529; e891.. exp(0.28*x5)*x2 + exp(0.28*x6)*x3 + exp(0.28*x7)*x4 + x1 =G= 0.78125; e892.. exp(0.282*x5)*x2 + exp(0.282*x6)*x3 + exp(0.282*x7)*x4 + x1 =G= 0.78003120124805; e893.. exp(0.284*x5)*x2 + exp(0.284*x6)*x3 + exp(0.284*x7)*x4 + x1 =G= 0.778816199376947; e894.. exp(0.286*x5)*x2 + exp(0.286*x6)*x3 + exp(0.286*x7)*x4 + x1 =G= 0.777604976671851; e895.. exp(0.288*x5)*x2 + exp(0.288*x6)*x3 + exp(0.288*x7)*x4 + x1 =G= 0.77639751552795; e896.. exp(0.29*x5)*x2 + exp(0.29*x6)*x3 + exp(0.29*x7)*x4 + x1 =G= 0.775193798449612; e897.. exp(0.292*x5)*x2 + exp(0.292*x6)*x3 + exp(0.292*x7)*x4 + x1 =G= 0.773993808049536; e898.. exp(0.294*x5)*x2 + exp(0.294*x6)*x3 + exp(0.294*x7)*x4 + x1 =G= 0.772797527047913; e899.. exp(0.296*x5)*x2 + exp(0.296*x6)*x3 + exp(0.296*x7)*x4 + x1 =G= 0.771604938271605; e900.. exp(0.298*x5)*x2 + exp(0.298*x6)*x3 + exp(0.298*x7)*x4 + x1 =G= 0.770416024653313; e901.. exp(0.3*x5)*x2 + exp(0.3*x6)*x3 + exp(0.3*x7)*x4 + x1 =G= 0.769230769230769; e902.. exp(0.302*x5)*x2 + exp(0.302*x6)*x3 + exp(0.302*x7)*x4 + x1 =G= 0.768049155145929; e903.. exp(0.304*x5)*x2 + exp(0.304*x6)*x3 + exp(0.304*x7)*x4 + x1 =G= 0.766871165644172; e904.. exp(0.306*x5)*x2 + exp(0.306*x6)*x3 + exp(0.306*x7)*x4 + x1 =G= 0.765696784073507; e905.. exp(0.308*x5)*x2 + exp(0.308*x6)*x3 + exp(0.308*x7)*x4 + x1 =G= 0.764525993883792; e906.. exp(0.31*x5)*x2 + exp(0.31*x6)*x3 + exp(0.31*x7)*x4 + x1 =G= 0.763358778625954; e907.. exp(0.312*x5)*x2 + exp(0.312*x6)*x3 + exp(0.312*x7)*x4 + x1 =G= 0.76219512195122; e908.. exp(0.314*x5)*x2 + exp(0.314*x6)*x3 + exp(0.314*x7)*x4 + x1 =G= 0.76103500761035; e909.. exp(0.316*x5)*x2 + exp(0.316*x6)*x3 + exp(0.316*x7)*x4 + x1 =G= 0.759878419452887; e910.. exp(0.318*x5)*x2 + exp(0.318*x6)*x3 + exp(0.318*x7)*x4 + x1 =G= 0.758725341426404; e911.. exp(0.32*x5)*x2 + exp(0.32*x6)*x3 + exp(0.32*x7)*x4 + x1 =G= 0.757575757575758; e912.. exp(0.322*x5)*x2 + exp(0.322*x6)*x3 + exp(0.322*x7)*x4 + x1 =G= 0.75642965204236; e913.. exp(0.324*x5)*x2 + exp(0.324*x6)*x3 + exp(0.324*x7)*x4 + x1 =G= 0.755287009063444; e914.. exp(0.326*x5)*x2 + exp(0.326*x6)*x3 + exp(0.326*x7)*x4 + x1 =G= 0.754147812971342; e915.. exp(0.328*x5)*x2 + exp(0.328*x6)*x3 + exp(0.328*x7)*x4 + x1 =G= 0.753012048192771; e916.. exp(0.33*x5)*x2 + exp(0.33*x6)*x3 + exp(0.33*x7)*x4 + x1 =G= 0.75187969924812; e917.. exp(0.332*x5)*x2 + exp(0.332*x6)*x3 + exp(0.332*x7)*x4 + x1 =G= 0.750750750750751; e918.. exp(0.334*x5)*x2 + exp(0.334*x6)*x3 + exp(0.334*x7)*x4 + x1 =G= 0.749625187406297; e919.. exp(0.336*x5)*x2 + exp(0.336*x6)*x3 + exp(0.336*x7)*x4 + x1 =G= 0.748502994011976; e920.. exp(0.338*x5)*x2 + exp(0.338*x6)*x3 + exp(0.338*x7)*x4 + x1 =G= 0.747384155455904; e921.. exp(0.34*x5)*x2 + exp(0.34*x6)*x3 + exp(0.34*x7)*x4 + x1 =G= 0.746268656716418; e922.. exp(0.342*x5)*x2 + exp(0.342*x6)*x3 + exp(0.342*x7)*x4 + x1 =G= 0.745156482861401; e923.. exp(0.344*x5)*x2 + exp(0.344*x6)*x3 + exp(0.344*x7)*x4 + x1 =G= 0.744047619047619; e924.. exp(0.346*x5)*x2 + exp(0.346*x6)*x3 + exp(0.346*x7)*x4 + x1 =G= 0.742942050520059; e925.. exp(0.348*x5)*x2 + exp(0.348*x6)*x3 + exp(0.348*x7)*x4 + x1 =G= 0.741839762611276; e926.. exp(0.35*x5)*x2 + exp(0.35*x6)*x3 + exp(0.35*x7)*x4 + x1 =G= 0.740740740740741; e927.. exp(0.352*x5)*x2 + exp(0.352*x6)*x3 + exp(0.352*x7)*x4 + x1 =G= 0.739644970414201; e928.. exp(0.354*x5)*x2 + exp(0.354*x6)*x3 + exp(0.354*x7)*x4 + x1 =G= 0.738552437223043; e929.. exp(0.356*x5)*x2 + exp(0.356*x6)*x3 + exp(0.356*x7)*x4 + x1 =G= 0.737463126843658; e930.. exp(0.358*x5)*x2 + exp(0.358*x6)*x3 + exp(0.358*x7)*x4 + x1 =G= 0.736377025036819; e931.. exp(0.36*x5)*x2 + exp(0.36*x6)*x3 + exp(0.36*x7)*x4 + x1 =G= 0.735294117647059; e932.. exp(0.362*x5)*x2 + exp(0.362*x6)*x3 + exp(0.362*x7)*x4 + x1 =G= 0.734214390602056; e933.. exp(0.364*x5)*x2 + exp(0.364*x6)*x3 + exp(0.364*x7)*x4 + x1 =G= 0.733137829912023; e934.. exp(0.366*x5)*x2 + exp(0.366*x6)*x3 + exp(0.366*x7)*x4 + x1 =G= 0.732064421669107; e935.. exp(0.368*x5)*x2 + exp(0.368*x6)*x3 + exp(0.368*x7)*x4 + x1 =G= 0.730994152046784; e936.. exp(0.37*x5)*x2 + exp(0.37*x6)*x3 + exp(0.37*x7)*x4 + x1 =G= 0.72992700729927; e937.. exp(0.372*x5)*x2 + exp(0.372*x6)*x3 + exp(0.372*x7)*x4 + x1 =G= 0.728862973760933; e938.. exp(0.374*x5)*x2 + exp(0.374*x6)*x3 + exp(0.374*x7)*x4 + x1 =G= 0.727802037845706; e939.. exp(0.376*x5)*x2 + exp(0.376*x6)*x3 + exp(0.376*x7)*x4 + x1 =G= 0.726744186046512; e940.. exp(0.378*x5)*x2 + exp(0.378*x6)*x3 + exp(0.378*x7)*x4 + x1 =G= 0.725689404934688; e941.. exp(0.38*x5)*x2 + exp(0.38*x6)*x3 + exp(0.38*x7)*x4 + x1 =G= 0.72463768115942; e942.. exp(0.382*x5)*x2 + exp(0.382*x6)*x3 + exp(0.382*x7)*x4 + x1 =G= 0.723589001447178; e943.. exp(0.384*x5)*x2 + exp(0.384*x6)*x3 + exp(0.384*x7)*x4 + x1 =G= 0.722543352601156; e944.. exp(0.386*x5)*x2 + exp(0.386*x6)*x3 + exp(0.386*x7)*x4 + x1 =G= 0.721500721500721; e945.. exp(0.388*x5)*x2 + exp(0.388*x6)*x3 + exp(0.388*x7)*x4 + x1 =G= 0.720461095100865; e946.. exp(0.39*x5)*x2 + exp(0.39*x6)*x3 + exp(0.39*x7)*x4 + x1 =G= 0.719424460431655; e947.. exp(0.392*x5)*x2 + exp(0.392*x6)*x3 + exp(0.392*x7)*x4 + x1 =G= 0.718390804597701; e948.. exp(0.394*x5)*x2 + exp(0.394*x6)*x3 + exp(0.394*x7)*x4 + x1 =G= 0.717360114777618; e949.. exp(0.396*x5)*x2 + exp(0.396*x6)*x3 + exp(0.396*x7)*x4 + x1 =G= 0.716332378223496; e950.. exp(0.398*x5)*x2 + exp(0.398*x6)*x3 + exp(0.398*x7)*x4 + x1 =G= 0.715307582260372; e951.. exp(0.4*x5)*x2 + exp(0.4*x6)*x3 + exp(0.4*x7)*x4 + x1 =G= 0.714285714285714; e952.. exp(0.402*x5)*x2 + exp(0.402*x6)*x3 + exp(0.402*x7)*x4 + x1 =G= 0.713266761768901; e953.. exp(0.404*x5)*x2 + exp(0.404*x6)*x3 + exp(0.404*x7)*x4 + x1 =G= 0.712250712250712; e954.. exp(0.406*x5)*x2 + exp(0.406*x6)*x3 + exp(0.406*x7)*x4 + x1 =G= 0.711237553342816; e955.. exp(0.408*x5)*x2 + exp(0.408*x6)*x3 + exp(0.408*x7)*x4 + x1 =G= 0.710227272727273; e956.. exp(0.41*x5)*x2 + exp(0.41*x6)*x3 + exp(0.41*x7)*x4 + x1 =G= 0.709219858156028; e957.. exp(0.412*x5)*x2 + exp(0.412*x6)*x3 + exp(0.412*x7)*x4 + x1 =G= 0.708215297450425; e958.. exp(0.414*x5)*x2 + exp(0.414*x6)*x3 + exp(0.414*x7)*x4 + x1 =G= 0.707213578500707; e959.. exp(0.416*x5)*x2 + exp(0.416*x6)*x3 + exp(0.416*x7)*x4 + x1 =G= 0.706214689265537; e960.. exp(0.418*x5)*x2 + exp(0.418*x6)*x3 + exp(0.418*x7)*x4 + x1 =G= 0.705218617771509; e961.. exp(0.42*x5)*x2 + exp(0.42*x6)*x3 + exp(0.42*x7)*x4 + x1 =G= 0.704225352112676; e962.. exp(0.422*x5)*x2 + exp(0.422*x6)*x3 + exp(0.422*x7)*x4 + x1 =G= 0.70323488045007; e963.. exp(0.424*x5)*x2 + exp(0.424*x6)*x3 + exp(0.424*x7)*x4 + x1 =G= 0.702247191011236; e964.. exp(0.426*x5)*x2 + exp(0.426*x6)*x3 + exp(0.426*x7)*x4 + x1 =G= 0.701262272089761; e965.. exp(0.428*x5)*x2 + exp(0.428*x6)*x3 + exp(0.428*x7)*x4 + x1 =G= 0.700280112044818; e966.. exp(0.43*x5)*x2 + exp(0.43*x6)*x3 + exp(0.43*x7)*x4 + x1 =G= 0.699300699300699; e967.. exp(0.432*x5)*x2 + exp(0.432*x6)*x3 + exp(0.432*x7)*x4 + x1 =G= 0.698324022346369; e968.. exp(0.434*x5)*x2 + exp(0.434*x6)*x3 + exp(0.434*x7)*x4 + x1 =G= 0.697350069735007; e969.. exp(0.436*x5)*x2 + exp(0.436*x6)*x3 + exp(0.436*x7)*x4 + x1 =G= 0.696378830083565; e970.. exp(0.438*x5)*x2 + exp(0.438*x6)*x3 + exp(0.438*x7)*x4 + x1 =G= 0.695410292072323; e971.. exp(0.44*x5)*x2 + exp(0.44*x6)*x3 + exp(0.44*x7)*x4 + x1 =G= 0.694444444444444; e972.. exp(0.442*x5)*x2 + exp(0.442*x6)*x3 + exp(0.442*x7)*x4 + x1 =G= 0.693481276005548; e973.. exp(0.444*x5)*x2 + exp(0.444*x6)*x3 + exp(0.444*x7)*x4 + x1 =G= 0.692520775623269; e974.. exp(0.446*x5)*x2 + exp(0.446*x6)*x3 + exp(0.446*x7)*x4 + x1 =G= 0.691562932226833; e975.. exp(0.448*x5)*x2 + exp(0.448*x6)*x3 + exp(0.448*x7)*x4 + x1 =G= 0.69060773480663; e976.. exp(0.45*x5)*x2 + exp(0.45*x6)*x3 + exp(0.45*x7)*x4 + x1 =G= 0.689655172413793; e977.. exp(0.452*x5)*x2 + exp(0.452*x6)*x3 + exp(0.452*x7)*x4 + x1 =G= 0.68870523415978; e978.. exp(0.454*x5)*x2 + exp(0.454*x6)*x3 + exp(0.454*x7)*x4 + x1 =G= 0.687757909215956; e979.. exp(0.456*x5)*x2 + exp(0.456*x6)*x3 + exp(0.456*x7)*x4 + x1 =G= 0.686813186813187; e980.. exp(0.458*x5)*x2 + exp(0.458*x6)*x3 + exp(0.458*x7)*x4 + x1 =G= 0.685871056241427; e981.. exp(0.46*x5)*x2 + exp(0.46*x6)*x3 + exp(0.46*x7)*x4 + x1 =G= 0.684931506849315; e982.. exp(0.462*x5)*x2 + exp(0.462*x6)*x3 + exp(0.462*x7)*x4 + x1 =G= 0.683994528043776; e983.. exp(0.464*x5)*x2 + exp(0.464*x6)*x3 + exp(0.464*x7)*x4 + x1 =G= 0.683060109289617; e984.. exp(0.466*x5)*x2 + exp(0.466*x6)*x3 + exp(0.466*x7)*x4 + x1 =G= 0.682128240109141; e985.. exp(0.468*x5)*x2 + exp(0.468*x6)*x3 + exp(0.468*x7)*x4 + x1 =G= 0.681198910081744; e986.. exp(0.47*x5)*x2 + exp(0.47*x6)*x3 + exp(0.47*x7)*x4 + x1 =G= 0.680272108843537; e987.. exp(0.472*x5)*x2 + exp(0.472*x6)*x3 + exp(0.472*x7)*x4 + x1 =G= 0.679347826086957; e988.. exp(0.474*x5)*x2 + exp(0.474*x6)*x3 + exp(0.474*x7)*x4 + x1 =G= 0.67842605156038; e989.. exp(0.476*x5)*x2 + exp(0.476*x6)*x3 + exp(0.476*x7)*x4 + x1 =G= 0.677506775067751; e990.. exp(0.478*x5)*x2 + exp(0.478*x6)*x3 + exp(0.478*x7)*x4 + x1 =G= 0.6765899864682; e991.. exp(0.48*x5)*x2 + exp(0.48*x6)*x3 + exp(0.48*x7)*x4 + x1 =G= 0.675675675675676; e992.. exp(0.482*x5)*x2 + exp(0.482*x6)*x3 + exp(0.482*x7)*x4 + x1 =G= 0.67476383265857; e993.. exp(0.484*x5)*x2 + exp(0.484*x6)*x3 + exp(0.484*x7)*x4 + x1 =G= 0.673854447439353; e994.. exp(0.486*x5)*x2 + exp(0.486*x6)*x3 + exp(0.486*x7)*x4 + x1 =G= 0.672947510094213; e995.. exp(0.488*x5)*x2 + exp(0.488*x6)*x3 + exp(0.488*x7)*x4 + x1 =G= 0.672043010752688; e996.. exp(0.49*x5)*x2 + exp(0.49*x6)*x3 + exp(0.49*x7)*x4 + x1 =G= 0.671140939597315; e997.. exp(0.492*x5)*x2 + exp(0.492*x6)*x3 + exp(0.492*x7)*x4 + x1 =G= 0.670241286863271; e998.. exp(0.494*x5)*x2 + exp(0.494*x6)*x3 + exp(0.494*x7)*x4 + x1 =G= 0.669344042838019; e999.. exp(0.496*x5)*x2 + exp(0.496*x6)*x3 + exp(0.496*x7)*x4 + x1 =G= 0.668449197860963; e1000.. exp(0.498*x5)*x2 + exp(0.498*x6)*x3 + exp(0.498*x7)*x4 + x1 =G= 0.667556742323097; e1001.. exp(0.5*x5)*x2 + exp(0.5*x6)*x3 + exp(0.5*x7)*x4 + x1 =G= 0.666666666666667; e1002.. exp(0.502*x5)*x2 + exp(0.502*x6)*x3 + exp(0.502*x7)*x4 + x1 =G= 0.66577896138482; e1003.. - x1 + objvar =E= 0; * set non default bounds * set non default levels * set non default marginals Model m / all /; m.limrow=0; m.limcol=0; $if NOT '%gams.u1%' == '' $include '%gams.u1%' Solve m using NLP minimizing objvar;