*  NLP written by GAMS Convert at 10/06/06 11:33:49
*  
*  Equation counts
*      Total        E        G        L        N        X        C
*         79       79        0        0        0        0        0
*  
*  Variable counts
*                   x        b        i      s1s      s2s       sc       si
*      Total     cont   binary  integer     sos1     sos2    scont     sint
*         91       91        0        0        0        0        0        0
*  FX      0        0        0        0        0        0        0        0
*  
*  Nonzero counts
*      Total    const       NL      DLL
*        301      211       90        0
*
*  Solve m using NLP minimizing objvar;


Variables  x1,x2,x3,x4,x5,x6,x7,x8,x9,x10,x11,x12,x13,x14,x15,x16,x17,x18,x19
          ,x20,x21,x22,x23,x24,x25,x26,x27,x28,x29,x30,x31,x32,x33,x34,x35,x36
          ,x37,x38,x39,x40,x41,x42,x43,x44,x45,x46,x47,x48,x49,x50,x51,x52,x53
          ,x54,x55,x56,x57,x58,x59,x60,x61,x62,x63,x64,x65,x66,x67,x68,x69,x70
          ,x71,x72,x73,x74,x75,x76,x77,x78,x79,x80,x81,x82,x83,x84,x85,x86,x87
          ,x88,x89,x90,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;


e1..  - x1 + x2 + x16 =E= -22;

e2..  - x2 - x3 + x4 + x18 =E= -1;

e3..  - x4 - x5 + x6 + x20 =E= 3;

e4..  - x6 - x7 + x8 + x22 =E= -27.2;

e5..  - x8 - x9 + x10 + x24 =E= 51.5;

e6..  - x16 + x17 + x31 =E= 44;

e7..  - x17 - x18 + x19 + x33 =E= 162;

e8..  - x19 - x20 + x21 + x35 =E= 8;

e9..  - x21 - x22 + x23 + x37 =E= 12.5;

e10..  - x23 - x24 + x25 + x39 =E= 53.5;

e11..  - x31 + x32 + x46 =E= -11;

e12..  - x32 - x33 + x34 + x48 =E= 60;

e13..  - x34 - x35 + x36 + x50 =E= 10;

e14..  - x36 - x37 + x38 + x52 =E= 18;

e15..  - x38 - x39 + x40 + x54 =E= 39;

e16..  - x46 + x47 + x61 =E= 124;

e17..  - x47 - x48 + x49 + x63 =E= 246;

e18..  - x49 - x50 + x51 + x65 =E= 6;

e19..  - x51 - x52 + x53 + x67 =E= 9.7;

e20..  - x53 - x54 + x55 + x69 =E= 17.2;

e21..  - x61 + x62 + x76 =E= 127;

e22..  - x62 - x63 + x64 + x78 =E= 175;

e23..  - x64 - x65 + x66 + x80 =E= 3;

e24..  - x66 - x67 + x68 + x82 =E= 10;

e25..  - x68 - x69 + x70 + x84 =E= 30.2;

e26..    x1 - x76 + x77 =E= 78;

e27..    x3 - x77 - x78 + x79 =E= 156;

e28..    x5 - x79 - x80 + x81 =E= 3;

e29..    x7 - x81 - x82 + x83 =E= 14;

e30..    x9 - x83 - x84 + x85 =E= 23.2;

e31.. 0.0841168*sqr(x11)*sqrt(x12) - x4 =E= 0;

e32.. 0.1280849*sqr(x13)*sqrt(x14) - x6 =E= 0;

e33.. 0.2605*exp(2.2*log(x15)) - x8 =E= 0;

e34..    0.00103993344425957*x3 + 0.108695652173913*x5 - x11 =E= 543.4;

e35..    0.00207986688851913*x3 - 0.217391304347826*x5 - x12 =E= 0;

e36..    0.217391304347826*x5 - x13 =E= 543.4;

e37..    0.217391304347826*x5 - 0.00951022349025202*x7 - x14 =E= 0;

e38..    0.00951022349025202*x7 - x15 =E= 550.11;

e39.. 0.0841168*sqr(x26)*sqrt(x27) - x19 =E= 0;

e40.. 0.1280849*sqr(x28)*sqrt(x29) - x21 =E= 0;

e41.. 0.2605*exp(2.2*log(x30)) - x23 =E= 0;

e42..    0.00103993344425957*x18 + 0.108695652173913*x20 - x26 =E= 543.4;

e43..    0.00207986688851913*x18 - 0.217391304347826*x20 - x27 =E= 0;

e44..    0.217391304347826*x20 - x28 =E= 543.4;

e45..    0.217391304347826*x20 - 0.00951022349025202*x22 - x29 =E= 0;

e46..    0.00951022349025202*x22 - x30 =E= 550.11;

e47.. 0.0841168*sqr(x41)*sqrt(x42) - x34 =E= 0;

e48.. 0.1280849*sqr(x43)*sqrt(x44) - x36 =E= 0;

e49.. 0.2605*exp(2.2*log(x45)) - x38 =E= 0;

e50..    0.00103993344425957*x33 + 0.108695652173913*x35 - x41 =E= 543.4;

e51..    0.00207986688851913*x33 - 0.217391304347826*x35 - x42 =E= 0;

e52..    0.217391304347826*x35 - x43 =E= 543.4;

e53..    0.217391304347826*x35 - 0.00951022349025202*x37 - x44 =E= 0;

e54..    0.00951022349025202*x37 - x45 =E= 550.11;

e55.. 0.0841168*sqr(x56)*sqrt(x57) - x49 =E= 0;

e56.. 0.1280849*sqr(x58)*sqrt(x59) - x51 =E= 0;

e57.. 0.2605*exp(2.2*log(x60)) - x53 =E= 0;

e58..    0.00103993344425957*x48 + 0.108695652173913*x50 - x56 =E= 543.4;

e59..    0.00207986688851913*x48 - 0.217391304347826*x50 - x57 =E= 0;

e60..    0.217391304347826*x50 - x58 =E= 543.4;

e61..    0.217391304347826*x50 - 0.00951022349025202*x52 - x59 =E= 0;

e62..    0.00951022349025202*x52 - x60 =E= 550.11;

e63.. 0.0841168*sqr(x71)*sqrt(x72) - x64 =E= 0;

e64.. 0.1280849*sqr(x73)*sqrt(x74) - x66 =E= 0;

e65.. 0.2605*exp(2.2*log(x75)) - x68 =E= 0;

e66..    0.00103993344425957*x63 + 0.108695652173913*x65 - x71 =E= 543.4;

e67..    0.00207986688851913*x63 - 0.217391304347826*x65 - x72 =E= 0;

e68..    0.217391304347826*x65 - x73 =E= 543.4;

e69..    0.217391304347826*x65 - 0.00951022349025202*x67 - x74 =E= 0;

e70..    0.00951022349025202*x67 - x75 =E= 550.11;

e71.. 0.0841168*sqr(x86)*sqrt(x87) - x79 =E= 0;

e72.. 0.1280849*sqr(x88)*sqrt(x89) - x81 =E= 0;

e73.. 0.2605*exp(2.2*log(x90)) - x83 =E= 0;

e74..    0.00103993344425957*x78 + 0.108695652173913*x80 - x86 =E= 543.4;

e75..    0.00207986688851913*x78 - 0.217391304347826*x80 - x87 =E= 0;

e76..    0.217391304347826*x80 - x88 =E= 543.4;

e77..    0.217391304347826*x80 - 0.00951022349025202*x82 - x89 =E= 0;

e78..    0.00951022349025202*x82 - x90 =E= 550.11;

e79..  - 0.001*((-202761.072 + x1)*(-202761.072 + x1) + (-232.252 + x2)*(-
      232.252 + x2) + (-277791.816 + x3)*(-277791.816 + x3) + (-174.665 + x4)*(
      -174.665 + x4) + (-2636.996 + x5)*(-2636.996 + x5) + (-180.539 + x6)*(-
      180.539 + x6) + (-59987.0235 + x7)*(-59987.0235 + x7) + (-211.558 + x8)*(
      -211.558 + x8) + (-19490.4 + x9)*(-19490.4 + x9) + (-232.252 + x10)*(-
      232.252 + x10) + (-202703.646 + x16)*(-202703.646 + x16) + (-83.789 + x17
      )*(-83.789 + x17) + (-277849.512 + x18)*(-277849.512 + x18) + (-173.255
       + x19)*(-173.255 + x19) + (-2638.1 + x20)*(-2638.1 + x20) + (-179.917 + 
      x21)*(-179.917 + x21) + (-59998.59 + x22)*(-59998.59 + x22) + (-210.585
       + x23)*(-210.585 + x23) + (-19555.2 + x24)*(-19555.2 + x24) + (-215.254
       + x25)*(-215.254 + x25) + (-202720.536 + x31)*(-202720.536 + x31) + (-
      82.916 + x32)*(-82.916 + x32) + (-277955.288 + x33)*(-277955.288 + x33)
       + (-173.721 + x34)*(-173.721 + x34) + (-2639.894 + x35)*(-2639.894 + x35
      ) + (-182.676 + x36)*(-182.676 + x36) + (-60046.959 + x37)*(-60046.959 + 
      x37) + (-207.838 + x38)*(-207.838 + x38) + (-19597.6 + x39)*(-19597.6 + 
      x39) + (-203.855 + x40)*(-203.855 + x40) + (-202808.364 + x46)*(-
      202808.364 + x46) + (-80.134 + x47)*(-80.134 + x47) + (-278104.336 + x48)
      *(-278104.336 + x48) + (-178.654 + x49)*(-178.654 + x49) + (-2640.906 + 
      x50)*(-2640.906 + x50) + (-185.917 + x51)*(-185.917 + x51) + (-60074.298
       + x52)*(-60074.298 + x52) + (-206.416 + x53)*(-206.416 + x53) + (-
      19652.8 + x54)*(-19652.8 + x54) + (-186.308 + x55)*(-186.308 + x55) + (-
      202916.46 + x61)*(-202916.46 + x61) + (-65.345 + x62)*(-65.345 + x62) + (
      -278224.536 + x63)*(-278224.536 + x63) + (-188.01 + x64)*(-188.01 + x64)
       + (-2641.458 + x65)*(-2641.458 + x65) + (-192.568 + x66)*(-192.568 + x66
      ) + (-60091.122 + x67)*(-60091.122 + x67) + (-204.3 + x68)*(-204.3 + x68)
       + (-19708.8 + x69)*(-19708.8 + x69) + (-201.1 + x70)*(-201.1 + x70) + (-
      202953.618 + x76)*(-202953.618 + x76) + (-72.005 + x77)*(-72.005 + x77)
       + (-278277.424 + x78)*(-278277.424 + x78) + (-193.833 + x79)*(-193.833
       + x79) + (-2641.458 + x80)*(-2641.458 + x80) + (-196.651 + x81)*(-
      196.651 + x81) + (-60082.71 + x82)*(-60082.71 + x82) + (-204.25 + x83)*(-
      204.25 + x83) + (-19706.4 + x84)*(-19706.4 + x84) + (-241.079 + x85)*(-
      241.079 + x85)) + objvar =E= 0;

* set non default bounds

x12.lo = 0.0001; 
x14.lo = 0.0001; 
x15.lo = 0.0001; 
x27.lo = 0.0001; 
x29.lo = 0.0001; 
x30.lo = 0.0001; 
x42.lo = 0.0001; 
x44.lo = 0.0001; 
x45.lo = 0.0001; 
x57.lo = 0.0001; 
x59.lo = 0.0001; 
x60.lo = 0.0001; 
x72.lo = 0.0001; 
x74.lo = 0.0001; 
x75.lo = 0.0001; 
x87.lo = 0.0001; 
x89.lo = 0.0001; 
x90.lo = 0.0001; 

* set non default levels

x1.l = 1; 
x2.l = 1; 
x3.l = 1; 
x4.l = 1; 
x5.l = 1; 
x6.l = 1; 
x7.l = 1; 
x8.l = 1; 
x9.l = 1; 
x10.l = 1; 
x11.l = 1; 
x12.l = 1; 
x13.l = 1; 
x14.l = 1; 
x15.l = 1; 
x16.l = 1; 
x17.l = 1; 
x18.l = 1; 
x19.l = 1; 
x20.l = 1; 
x21.l = 1; 
x22.l = 1; 
x23.l = 1; 
x24.l = 1; 
x25.l = 1; 
x26.l = 1; 
x27.l = 1; 
x28.l = 1; 
x29.l = 1; 
x30.l = 1; 
x31.l = 1; 
x32.l = 1; 
x33.l = 1; 
x34.l = 1; 
x35.l = 1; 
x36.l = 1; 
x37.l = 1; 
x38.l = 1; 
x39.l = 1; 
x40.l = 1; 
x41.l = 1; 
x42.l = 1; 
x43.l = 1; 
x44.l = 1; 
x45.l = 1; 
x46.l = 1; 
x47.l = 1; 
x48.l = 1; 
x49.l = 1; 
x50.l = 1; 
x51.l = 1; 
x52.l = 1; 
x53.l = 1; 
x54.l = 1; 
x55.l = 1; 
x56.l = 1; 
x57.l = 1; 
x58.l = 1; 
x59.l = 1; 
x60.l = 1; 
x61.l = 1; 
x62.l = 1; 
x63.l = 1; 
x64.l = 1; 
x65.l = 1; 
x66.l = 1; 
x67.l = 1; 
x68.l = 1; 
x69.l = 1; 
x70.l = 1; 
x71.l = 1; 
x72.l = 1; 
x73.l = 1; 
x74.l = 1; 
x75.l = 1; 
x76.l = 1; 
x77.l = 1; 
x78.l = 1; 
x79.l = 1; 
x80.l = 1; 
x81.l = 1; 
x82.l = 1; 
x83.l = 1; 
x84.l = 1; 
x85.l = 1; 
x86.l = 1; 
x87.l = 1; 
x88.l = 1; 
x89.l = 1; 
x90.l = 1; 

* 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;