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hs068.gms

* DNLP written by GAMS Convert at 10/06/06 11:33:42 * * Equation counts * Total E G L N X C * 6 6 0 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 * 15 9 6 0 * * Solve m using DNLP minimizing objvar; Variables x1,x2,x3,x4,x5,x6,x7,objvar; Positive Variables x5,x6,x7; Equations e1,e2,e3,e4,e5,e6; e1.. 0.398942280401433*(3.36244046632421e-237*max(33 + x5,0)/(1e-6 + abs(33 + x5)) + 4.37749103705305e-223*max(32 + x5,0)/(1e-6 + abs(32 + x5)) + 2.09653175828852e-209*max(31 + x5,0)/(1e-6 + abs(31 + x5)) + 3.69388306848726e-196*max(30 + x5,0)/(1e-6 + abs(30 + x5)) + 2.39425476094876e-183*max(29 + x5,0)/(1e-6 + abs(29 + x5)) + 5.7090401058641e-171*max(28 + x5,0)/(1e-6 + abs(28 + x5)) + 5.00796570661279e-159*max(27 + x5,0)/(1e-6 + abs(27 + x5)) + 1.61608841382025e-147*max(26 + x5,0)/(1e-6 + abs(26 + x5)) + 1.91855566893479e-136*max(25 + x5,0)/(1e-6 + abs(25 + x5)) + 8.37894253381937e-126*max(24 + x5,0)/(1e-6 + abs(24 + x5)) + 1.34619984615732e-115*max(23 + x5,0)/(1e-6 + abs(23 + x5)) + 7.9567438919514e-106*max(22 + x5,0)/(1e-6 + abs(22 + x5)) + 1.73008220968259e-96*max(21 + x5,0)/(1e-6 + abs(21 + x5)) + 1.38389652673674e-87*max(20 + x5,0)/(1e-6 + abs(20 + x5)) + 4.07235862576118e-79*max(19 + x5,0)/(1e-6 + abs(19 + x5)) + 4.40853133146323e-71*max(18 + x5,0)/(1e-6 + abs(18 + x5)) + 1.75568809785483e-63*max(17 + x5,0)/(1e-6 + abs(17 + x5)) + 2.57220937264241e-56*max(16 + x5,0)/(1e-6 + abs(16 + x5)) + 1.38634329364117e-49*max(15 + x5,0)/(1e-6 + abs(15 + x5)) + 2.74878500791021e-43*max(14 + x5,0)/(1e-6 + abs(14 + x5)) + 2.00500878196165e-37*max(13 + x5,0)/(1e-6 + abs(13 + x5)) + 5.38018616002114e-32*max(12 + x5,0)/(1e-6 + abs(12 + x5)) + 5.3110922496791e-27*max(11 + x5,0)/(1e-6 + abs(11 + x5)) + 1.92874984796392e-22*max(10 + x5,0)/(1e-6 + abs(10 + x5)) + 2.57675710915498e-18*max(9 + x5,0)/(1e-6 + abs(9 + x5)) + 1.26641655490942e-14*max(8 + x5,0)/(1e-6 + abs(8 + x5)) + 2.28973484564555e-11*max(7 + x5,0)/(1e-6 + abs(7 + x5)) + 1.52299797447126e-8*max(6 + x5,0)/(1e-6 + abs(6 + x5)) + 3.72665317207867e-6*max(5 + x5,0)/(1e-6 + abs(5 + x5)) + 0.000335462627902512*max(4 + x5,0)/(1e-6 + abs(4 + x5)) + 0.0111089965382423*max(3 + x5,0)/(1e-6 + abs(3 + x5)) + 0.135335283236613* max(2 + x5,0)/(1e-6 + abs(2 + x5)) + 0.606530659712633*max(1 + x5,0)/(1e-6 + abs(1 + x5)) + max(x5,0)/(1e-6 + abs(x5)) + 0.606530659712633*max((-1) + x5,0)/(1e-6 + abs((-1) + x5)) + 0.135335283236613*max((-2) + x5,0)/( 1e-6 + abs((-2) + x5)) + 0.0111089965382423*max((-3) + x5,0)/(1e-6 + abs(( -3) + x5)) + 0.000335462627902512*max((-4) + x5,0)/(1e-6 + abs((-4) + x5)) + 3.72665317207867e-6*max((-5) + x5,0)/(1e-6 + abs((-5) + x5)) + 1.52299797447126e-8*max((-6) + x5,0)/(1e-6 + abs((-6) + x5)) + 2.28973484564555e-11*max((-7) + x5,0)/(1e-6 + abs((-7) + x5)) + 1.26641655490942e-14*max((-8) + x5,0)/(1e-6 + abs((-8) + x5)) + 2.57675710915498e-18*max((-9) + x5,0)/(1e-6 + abs((-9) + x5)) + 1.92874984796392e-22*max((-10) + x5,0)/(1e-6 + abs((-10) + x5)) + 5.3110922496791e-27*max((-11) + x5,0)/(1e-6 + abs((-11) + x5)) + 5.38018616002114e-32*max((-12) + x5,0)/(1e-6 + abs((-12) + x5)) + 2.00500878196165e-37*max((-13) + x5,0)/(1e-6 + abs((-13) + x5)) + 2.74878500791021e-43*max((-14) + x5,0)/(1e-6 + abs((-14) + x5)) + 1.38634329364117e-49*max((-15) + x5,0)/(1e-6 + abs((-15) + x5)) + 2.57220937264241e-56*max((-16) + x5,0)/(1e-6 + abs((-16) + x5)) + 1.75568809785483e-63*max((-17) + x5,0)/(1e-6 + abs((-17) + x5)) + 4.40853133146323e-71*max((-18) + x5,0)/(1e-6 + abs((-18) + x5)) + 4.07235862576118e-79*max((-19) + x5,0)/(1e-6 + abs((-19) + x5)) + 1.38389652673674e-87*max((-20) + x5,0)/(1e-6 + abs((-20) + x5)) + 1.73008220968259e-96*max((-21) + x5,0)/(1e-6 + abs((-21) + x5)) + 7.9567438919514e-106*max((-22) + x5,0)/(1e-6 + abs((-22) + x5)) + 1.34619984615732e-115*max((-23) + x5,0)/(1e-6 + abs((-23) + x5)) + 8.37894253381937e-126*max((-24) + x5,0)/(1e-6 + abs((-24) + x5)) + 1.91855566893479e-136*max((-25) + x5,0)/(1e-6 + abs((-25) + x5)) + 1.61608841382025e-147*max((-26) + x5,0)/(1e-6 + abs((-26) + x5)) + 5.00796570661279e-159*max((-27) + x5,0)/(1e-6 + abs((-27) + x5)) + 5.7090401058641e-171*max((-28) + x5,0)/(1e-6 + abs((-28) + x5)) + 2.39425476094876e-183*max((-29) + x5,0)/(1e-6 + abs((-29) + x5)) + 3.69388306848726e-196*max((-30) + x5,0)/(1e-6 + abs((-30) + x5)) + 2.09653175828852e-209*max((-31) + x5,0)/(1e-6 + abs((-31) + x5)) + 4.37749103705305e-223*max((-32) + x5,0)/(1e-6 + abs((-32) + x5)) + 3.36244046632421e-237*max((-33) + x5,0)/(1e-6 + abs((-33) + x5))) + x1 =E= 1; e2.. 0.398942280401433*(3.36244046632421e-237*max(37.8989794855664 - x5,0)/( 1e-6 + abs(37.8989794855664 - x5)) + 4.37749103705305e-223*max( 36.8989794855664 - x5,0)/(1e-6 + abs(36.8989794855664 - x5)) + 2.09653175828852e-209*max(35.8989794855664 - x5,0)/(1e-6 + abs( 35.8989794855664 - x5)) + 3.69388306848726e-196*max(34.8989794855664 - x5, 0)/(1e-6 + abs(34.8989794855664 - x5)) + 2.39425476094876e-183*max( 33.8989794855664 - x5,0)/(1e-6 + abs(33.8989794855664 - x5)) + 5.7090401058641e-171*max(32.8989794855664 - x5,0)/(1e-6 + abs( 32.8989794855664 - x5)) + 5.00796570661279e-159*max(31.8989794855664 - x5, 0)/(1e-6 + abs(31.8989794855664 - x5)) + 1.61608841382025e-147*max( 30.8989794855664 - x5,0)/(1e-6 + abs(30.8989794855664 - x5)) + 1.91855566893479e-136*max(29.8989794855664 - x5,0)/(1e-6 + abs( 29.8989794855664 - x5)) + 8.37894253381937e-126*max(28.8989794855664 - x5, 0)/(1e-6 + abs(28.8989794855664 - x5)) + 1.34619984615732e-115*max( 27.8989794855664 - x5,0)/(1e-6 + abs(27.8989794855664 - x5)) + 7.9567438919514e-106*max(26.8989794855664 - x5,0)/(1e-6 + abs( 26.8989794855664 - x5)) + 1.73008220968259e-96*max(25.8989794855664 - x5,0 )/(1e-6 + abs(25.8989794855664 - x5)) + 1.38389652673674e-87*max( 24.8989794855664 - x5,0)/(1e-6 + abs(24.8989794855664 - x5)) + 4.07235862576118e-79*max(23.8989794855664 - x5,0)/(1e-6 + abs( 23.8989794855664 - x5)) + 4.40853133146323e-71*max(22.8989794855664 - x5,0 )/(1e-6 + abs(22.8989794855664 - x5)) + 1.75568809785483e-63*max( 21.8989794855664 - x5,0)/(1e-6 + abs(21.8989794855664 - x5)) + 2.57220937264241e-56*max(20.8989794855664 - x5,0)/(1e-6 + abs( 20.8989794855664 - x5)) + 1.38634329364117e-49*max(19.8989794855664 - x5,0 )/(1e-6 + abs(19.8989794855664 - x5)) + 2.74878500791021e-43*max( 18.8989794855664 - x5,0)/(1e-6 + abs(18.8989794855664 - x5)) + 2.00500878196165e-37*max(17.8989794855664 - x5,0)/(1e-6 + abs( 17.8989794855664 - x5)) + 5.38018616002114e-32*max(16.8989794855664 - x5,0 )/(1e-6 + abs(16.8989794855664 - x5)) + 5.3110922496791e-27*max( 15.8989794855664 - x5,0)/(1e-6 + abs(15.8989794855664 - x5)) + 1.92874984796392e-22*max(14.8989794855664 - x5,0)/(1e-6 + abs( 14.8989794855664 - x5)) + 2.57675710915498e-18*max(13.8989794855664 - x5,0 )/(1e-6 + abs(13.8989794855664 - x5)) + 1.26641655490942e-14*max( 12.8989794855664 - x5,0)/(1e-6 + abs(12.8989794855664 - x5)) + 2.28973484564555e-11*max(11.8989794855664 - x5,0)/(1e-6 + abs( 11.8989794855664 - x5)) + 1.52299797447126e-8*max(10.8989794855664 - x5,0) /(1e-6 + abs(10.8989794855664 - x5)) + 3.72665317207867e-6*max( 9.89897948556636 - x5,0)/(1e-6 + abs(9.89897948556636 - x5)) + 0.000335462627902512*max(8.89897948556636 - x5,0)/(1e-6 + abs( 8.89897948556636 - x5)) + 0.0111089965382423*max(7.89897948556636 - x5,0)/ (1e-6 + abs(7.89897948556636 - x5)) + 0.135335283236613*max( 6.89897948556636 - x5,0)/(1e-6 + abs(6.89897948556636 - x5)) + 0.606530659712633*max(5.89897948556636 - x5,0)/(1e-6 + abs( 5.89897948556636 - x5)) + max(4.89897948556636 - x5,0)/(1e-6 + abs( 4.89897948556636 - x5)) + 0.606530659712633*max(3.89897948556636 - x5,0)/( 1e-6 + abs(3.89897948556636 - x5)) + 0.135335283236613*max( 2.89897948556636 - x5,0)/(1e-6 + abs(2.89897948556636 - x5)) + 0.0111089965382423*max(1.89897948556636 - x5,0)/(1e-6 + abs( 1.89897948556636 - x5)) + 0.000335462627902512*max(0.898979485566356 - x5, 0)/(1e-6 + abs(0.898979485566356 - x5)) + 3.72665317207867e-6*max((- 0.101020514433644) - x5,0)/(1e-6 + abs((-0.101020514433644) - x5)) + 1.52299797447126e-8*max((-1.10102051443364) - x5,0)/(1e-6 + abs((- 1.10102051443364) - x5)) + 2.28973484564555e-11*max((-2.10102051443364) - x5,0)/(1e-6 + abs((-2.10102051443364) - x5)) + 1.26641655490942e-14*max((- 3.10102051443364) - x5,0)/(1e-6 + abs((-3.10102051443364) - x5)) + 2.57675710915498e-18*max((-4.10102051443364) - x5,0)/(1e-6 + abs((- 4.10102051443364) - x5)) + 1.92874984796392e-22*max((-5.10102051443364) - x5,0)/(1e-6 + abs((-5.10102051443364) - x5)) + 5.3110922496791e-27*max((- 6.10102051443364) - x5,0)/(1e-6 + abs((-6.10102051443364) - x5)) + 5.38018616002114e-32*max((-7.10102051443364) - x5,0)/(1e-6 + abs((- 7.10102051443364) - x5)) + 2.00500878196165e-37*max((-8.10102051443364) - x5,0)/(1e-6 + abs((-8.10102051443364) - x5)) + 2.74878500791021e-43*max((- 9.10102051443364) - x5,0)/(1e-6 + abs((-9.10102051443364) - x5)) + 1.38634329364117e-49*max((-10.1010205144336) - x5,0)/(1e-6 + abs((- 10.1010205144336) - x5)) + 2.57220937264241e-56*max((-11.1010205144336) - x5,0)/(1e-6 + abs((-11.1010205144336) - x5)) + 1.75568809785483e-63*max((- 12.1010205144336) - x5,0)/(1e-6 + abs((-12.1010205144336) - x5)) + 4.40853133146323e-71*max((-13.1010205144336) - x5,0)/(1e-6 + abs((- 13.1010205144336) - x5)) + 4.07235862576118e-79*max((-14.1010205144336) - x5,0)/(1e-6 + abs((-14.1010205144336) - x5)) + 1.38389652673674e-87*max((- 15.1010205144336) - x5,0)/(1e-6 + abs((-15.1010205144336) - x5)) + 1.73008220968259e-96*max((-16.1010205144336) - x5,0)/(1e-6 + abs((- 16.1010205144336) - x5)) + 7.9567438919514e-106*max((-17.1010205144336) - x5,0)/(1e-6 + abs((-17.1010205144336) - x5)) + 1.34619984615732e-115*max(( -18.1010205144336) - x5,0)/(1e-6 + abs((-18.1010205144336) - x5)) + 8.37894253381937e-126*max((-19.1010205144336) - x5,0)/(1e-6 + abs((- 19.1010205144336) - x5)) + 1.91855566893479e-136*max((-20.1010205144336) - x5,0)/(1e-6 + abs((-20.1010205144336) - x5)) + 1.61608841382025e-147* max((-21.1010205144336) - x5,0)/(1e-6 + abs((-21.1010205144336) - x5)) + 5.00796570661279e-159*max((-22.1010205144336) - x5,0)/(1e-6 + abs((- 22.1010205144336) - x5)) + 5.7090401058641e-171*max((-23.1010205144336) - x5,0)/(1e-6 + abs((-23.1010205144336) - x5)) + 2.39425476094876e-183*max(( -24.1010205144336) - x5,0)/(1e-6 + abs((-24.1010205144336) - x5)) + 3.69388306848726e-196*max((-25.1010205144336) - x5,0)/(1e-6 + abs((- 25.1010205144336) - x5)) + 2.09653175828852e-209*max((-26.1010205144336) - x5,0)/(1e-6 + abs((-26.1010205144336) - x5)) + 4.37749103705305e-223* max((-27.1010205144336) - x5,0)/(1e-6 + abs((-27.1010205144336) - x5)) + 3.36244046632421e-237*max((-28.1010205144336) - x5,0)/(1e-6 + abs((- 28.1010205144336) - x5))) + x2 =E= 1; e3.. 0.398942280401433*(3.36244046632421e-237*max(28.1010205144336 - x5,0)/( 1e-6 + abs(28.1010205144336 - x5)) + 4.37749103705305e-223*max( 27.1010205144336 - x5,0)/(1e-6 + abs(27.1010205144336 - x5)) + 2.09653175828852e-209*max(26.1010205144336 - x5,0)/(1e-6 + abs( 26.1010205144336 - x5)) + 3.69388306848726e-196*max(25.1010205144336 - x5, 0)/(1e-6 + abs(25.1010205144336 - x5)) + 2.39425476094876e-183*max( 24.1010205144336 - x5,0)/(1e-6 + abs(24.1010205144336 - x5)) + 5.7090401058641e-171*max(23.1010205144336 - x5,0)/(1e-6 + abs( 23.1010205144336 - x5)) + 5.00796570661279e-159*max(22.1010205144336 - x5, 0)/(1e-6 + abs(22.1010205144336 - x5)) + 1.61608841382025e-147*max( 21.1010205144336 - x5,0)/(1e-6 + abs(21.1010205144336 - x5)) + 1.91855566893479e-136*max(20.1010205144336 - x5,0)/(1e-6 + abs( 20.1010205144336 - x5)) + 8.37894253381937e-126*max(19.1010205144336 - x5, 0)/(1e-6 + abs(19.1010205144336 - x5)) + 1.34619984615732e-115*max( 18.1010205144336 - x5,0)/(1e-6 + abs(18.1010205144336 - x5)) + 7.9567438919514e-106*max(17.1010205144336 - x5,0)/(1e-6 + abs( 17.1010205144336 - x5)) + 1.73008220968259e-96*max(16.1010205144336 - x5,0 )/(1e-6 + abs(16.1010205144336 - x5)) + 1.38389652673674e-87*max( 15.1010205144336 - x5,0)/(1e-6 + abs(15.1010205144336 - x5)) + 4.07235862576118e-79*max(14.1010205144336 - x5,0)/(1e-6 + abs( 14.1010205144336 - x5)) + 4.40853133146323e-71*max(13.1010205144336 - x5,0 )/(1e-6 + abs(13.1010205144336 - x5)) + 1.75568809785483e-63*max( 12.1010205144336 - x5,0)/(1e-6 + abs(12.1010205144336 - x5)) + 2.57220937264241e-56*max(11.1010205144336 - x5,0)/(1e-6 + abs( 11.1010205144336 - x5)) + 1.38634329364117e-49*max(10.1010205144336 - x5,0 )/(1e-6 + abs(10.1010205144336 - x5)) + 2.74878500791021e-43*max( 9.10102051443364 - x5,0)/(1e-6 + abs(9.10102051443364 - x5)) + 2.00500878196165e-37*max(8.10102051443364 - x5,0)/(1e-6 + abs( 8.10102051443364 - x5)) + 5.38018616002114e-32*max(7.10102051443364 - x5,0 )/(1e-6 + abs(7.10102051443364 - x5)) + 5.3110922496791e-27*max( 6.10102051443364 - x5,0)/(1e-6 + abs(6.10102051443364 - x5)) + 1.92874984796392e-22*max(5.10102051443364 - x5,0)/(1e-6 + abs( 5.10102051443364 - x5)) + 2.57675710915498e-18*max(4.10102051443364 - x5,0 )/(1e-6 + abs(4.10102051443364 - x5)) + 1.26641655490942e-14*max( 3.10102051443364 - x5,0)/(1e-6 + abs(3.10102051443364 - x5)) + 2.28973484564555e-11*max(2.10102051443364 - x5,0)/(1e-6 + abs( 2.10102051443364 - x5)) + 1.52299797447126e-8*max(1.10102051443364 - x5,0) /(1e-6 + abs(1.10102051443364 - x5)) + 3.72665317207867e-6*max( 0.101020514433644 - x5,0)/(1e-6 + abs(0.101020514433644 - x5)) + 0.000335462627902512*max((-0.898979485566356) - x5,0)/(1e-6 + abs((- 0.898979485566356) - x5)) + 0.0111089965382423*max((-1.89897948556636) - x5,0)/(1e-6 + abs((-1.89897948556636) - x5)) + 0.135335283236613*max((- 2.89897948556636) - x5,0)/(1e-6 + abs((-2.89897948556636) - x5)) + 0.606530659712633*max((-3.89897948556636) - x5,0)/(1e-6 + abs((- 3.89897948556636) - x5)) + max((-4.89897948556636) - x5,0)/(1e-6 + abs((- 4.89897948556636) - x5)) + 0.606530659712633*max((-5.89897948556636) - x5, 0)/(1e-6 + abs((-5.89897948556636) - x5)) + 0.135335283236613*max((- 6.89897948556636) - x5,0)/(1e-6 + abs((-6.89897948556636) - x5)) + 0.0111089965382423*max((-7.89897948556636) - x5,0)/(1e-6 + abs((- 7.89897948556636) - x5)) + 0.000335462627902512*max((-8.89897948556636) - x5,0)/(1e-6 + abs((-8.89897948556636) - x5)) + 3.72665317207867e-6*max((- 9.89897948556636) - x5,0)/(1e-6 + abs((-9.89897948556636) - x5)) + 1.52299797447126e-8*max((-10.8989794855664) - x5,0)/(1e-6 + abs((- 10.8989794855664) - x5)) + 2.28973484564555e-11*max((-11.8989794855664) - x5,0)/(1e-6 + abs((-11.8989794855664) - x5)) + 1.26641655490942e-14*max((- 12.8989794855664) - x5,0)/(1e-6 + abs((-12.8989794855664) - x5)) + 2.57675710915498e-18*max((-13.8989794855664) - x5,0)/(1e-6 + abs((- 13.8989794855664) - x5)) + 1.92874984796392e-22*max((-14.8989794855664) - x5,0)/(1e-6 + abs((-14.8989794855664) - x5)) + 5.3110922496791e-27*max((- 15.8989794855664) - x5,0)/(1e-6 + abs((-15.8989794855664) - x5)) + 5.38018616002114e-32*max((-16.8989794855664) - x5,0)/(1e-6 + abs((- 16.8989794855664) - x5)) + 2.00500878196165e-37*max((-17.8989794855664) - x5,0)/(1e-6 + abs((-17.8989794855664) - x5)) + 2.74878500791021e-43*max((- 18.8989794855664) - x5,0)/(1e-6 + abs((-18.8989794855664) - x5)) + 1.38634329364117e-49*max((-19.8989794855664) - x5,0)/(1e-6 + abs((- 19.8989794855664) - x5)) + 2.57220937264241e-56*max((-20.8989794855664) - x5,0)/(1e-6 + abs((-20.8989794855664) - x5)) + 1.75568809785483e-63*max((- 21.8989794855664) - x5,0)/(1e-6 + abs((-21.8989794855664) - x5)) + 4.40853133146323e-71*max((-22.8989794855664) - x5,0)/(1e-6 + abs((- 22.8989794855664) - x5)) + 4.07235862576118e-79*max((-23.8989794855664) - x5,0)/(1e-6 + abs((-23.8989794855664) - x5)) + 1.38389652673674e-87*max((- 24.8989794855664) - x5,0)/(1e-6 + abs((-24.8989794855664) - x5)) + 1.73008220968259e-96*max((-25.8989794855664) - x5,0)/(1e-6 + abs((- 25.8989794855664) - x5)) + 7.9567438919514e-106*max((-26.8989794855664) - x5,0)/(1e-6 + abs((-26.8989794855664) - x5)) + 1.34619984615732e-115*max(( -27.8989794855664) - x5,0)/(1e-6 + abs((-27.8989794855664) - x5)) + 8.37894253381937e-126*max((-28.8989794855664) - x5,0)/(1e-6 + abs((- 28.8989794855664) - x5)) + 1.91855566893479e-136*max((-29.8989794855664) - x5,0)/(1e-6 + abs((-29.8989794855664) - x5)) + 1.61608841382025e-147* max((-30.8989794855664) - x5,0)/(1e-6 + abs((-30.8989794855664) - x5)) + 5.00796570661279e-159*max((-31.8989794855664) - x5,0)/(1e-6 + abs((- 31.8989794855664) - x5)) + 5.7090401058641e-171*max((-32.8989794855664) - x5,0)/(1e-6 + abs((-32.8989794855664) - x5)) + 2.39425476094876e-183*max(( -33.8989794855664) - x5,0)/(1e-6 + abs((-33.8989794855664) - x5)) + 3.69388306848726e-196*max((-34.8989794855664) - x5,0)/(1e-6 + abs((- 34.8989794855664) - x5)) + 2.09653175828852e-209*max((-35.8989794855664) - x5,0)/(1e-6 + abs((-35.8989794855664) - x5)) + 4.37749103705305e-223* max((-36.8989794855664) - x5,0)/(1e-6 + abs((-36.8989794855664) - x5)) + 3.36244046632421e-237*max((-37.8989794855664) - x5,0)/(1e-6 + abs((- 37.8989794855664) - x5))) + x3 =E= 1; e4.. - 2*x1 + x6 =E= 0; e5.. - x2 - x3 + x7 =E= 0; e6.. - (0.0024 - (-1 + exp(x4) - x6)*x7/(-1 + exp(x4) + x7))/x4 + objvar =E= 0; * set non default bounds x4.lo = 0.0001; x4.up = 100; x5.up = 100; x6.up = 2; x7.up = 2; * set non default levels x4.l = 1; x5.l = 1; x6.l = 1; x7.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 DNLP minimizing objvar;