MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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Removed Instance ravem

Formats ams gms mod nl osil py
Primal Bounds (infeas ≤ 1e-08)  
Other points (infeas > 1e-08)  
Dual Bounds  
Source Aldo Vecchietti's Model Collection
Application Batch processing
Added to library 01 May 2001
Removed from library 31 May 2014
Removed because Variant of ravempb with some variable bounds missing
Problem type MBNLP
#Variables 112
#Binary Variables 54
#Integer Variables 0
#Nonlinear Variables 28
#Nonlinear Binary Variables 0
#Nonlinear Integer Variables 0
Objective Sense min
Objective type nonlinear
Objective curvature convex
#Nonzeros in Objective 23
#Nonlinear Nonzeros in Objective 23
#Constraints 186
#Linear Constraints 185
#Quadratic Constraints 0
#Polynomial Constraints 0
#Signomial Constraints 0
#General Nonlinear Constraints 1
Operands in Gen. Nonlin. Functions exp
Constraints curvature convex
#Nonzeros in Jacobian 587
#Nonlinear Nonzeros in Jacobian 5
#Nonzeros in (Upper-Left) Hessian of Lagrangian 64
#Nonzeros in Diagonal of Hessian of Lagrangian 28
#Blocks in Hessian of Lagrangian 16
Minimal blocksize in Hessian of Lagrangian 1
Maximal blocksize in Hessian of Lagrangian 3
Average blocksize in Hessian of Lagrangian 1.75
#Semicontinuities 0
#Nonlinear Semicontinuities 0
#SOS type 1 0
#SOS type 2 0
Minimal coefficient 5.0000e-01
Maximal coefficient 2.5000e+05
Infeasibility of initial point 8.54e+05

$offlisting
*  MINLP written by GAMS Convert at 04/17/01 16:40:35
*  
*  Equation counts
*     Total       E       G       L       N       X
*       187      26     135      26       0       0
*  
*  Variable counts
*                 x       b       i     s1s     s2s      sc      si
*     Total    cont  binary integer    sos1    sos2   scont    sint
*       113      59      54       0       0       0       0       0
*  FX     1       0       1       0       0       0       0       0
*  
*  Nonzero counts
*     Total   const      NL     DLL
*       611     583      28       0
*
*  Solve m using MINLP minimizing objvar;


Variables  x1,x2,x3,x4,x5,x6,x7,x8,x9,x10,x11,x12,x13,x14,x15,x16,x17,x18,x19
          ,x20,x21,x22,x23,x24,x25,x26,x27,x28,x29,x30,x31,x32,x33,x34,x35,x36
          ,x37,x38,x39,x40,x41,x42,x43,x44,x45,x46,x47,x48,objvar,x50,x51,x52
          ,x53,x54,x55,x56,x57,x58,x59,b60,b61,b62,b63,b64,b65,b66,b67,b68,b69
          ,b70,b71,b72,b73,b74,b75,b76,b77,b78,b79,b80,b81,b82,b83,b84,b85,b86
          ,b87,b88,b89,b90,b91,b92,b93,b94,b95,b96,b97,b98,b99,b100,b101,b102
          ,b103,b104,b105,b106,b107,b108,b109,b110,b111,b112,b113;

Positive Variables x37,x38,x39,x40,x41,x42,x43,x44,x45,x46,x47,x48;

Binary Variables b60,b61,b62,b63,b64,b65,b66,b67,b68,b69,b70,b71,b72,b73,b74
          ,b75,b76,b77,b78,b79,b80,b81,b82,b83,b84,b85,b86,b87,b88,b89,b90,b91
          ,b92,b93,b94,b95,b96,b97,b98,b99,b100,b101,b102,b103,b104,b105,b106
          ,b107,b108,b109,b110,b111,b112,b113;

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;


e1..    x1 - x7 + x37 =G= 2.06686275947298;

e2..    x2 - x8 + x38 =G= 0.693147180559945;

e3..    x3 - x9 + x39 =G= 1.64865862558738;

e4..    x4 - x10 + x40 =G= 1.58923520511658;

e5..    x5 - x11 + x41 =G= 1.80828877117927;

e6..    x6 - x12 + x42 =G= 1.43508452528932;

e7..    x1 - x13 + x37 =G= -0.356674943938732;

e8..    x2 - x14 + x38 =G= -0.22314355131421;

e9..    x3 - x15 + x39 =G= -0.105360515657826;

e10..    x4 - x16 + x40 =G= 1.22377543162212;

e11..    x5 - x17 + x41 =G= 0.741937344729377;

e12..    x6 - x18 + x42 =G= 0.916290731874155;

e13..    x1 - x19 + x37 =G= -0.356674943938732;

e14..    x2 - x20 + x38 =G= 0.955511445027436;

e15..    x3 - x21 + x39 =G= 0.470003629245736;

e16..    x4 - x22 + x40 =G= 1.28093384546206;

e17..    x5 - x23 + x41 =G= 1.16315080980568;

e18..    x6 - x24 + x42 =G= 1.06471073699243;

e19..    x1 - x25 + x37 =G= 1.54756250871601;

e20..    x2 - x26 + x38 =G= 0.832909122935104;

e21..    x3 - x27 + x39 =G= 0.470003629245736;

e22..    x4 - x28 + x40 =G= 0.993251773010283;

e23..    x5 - x29 + x41 =G= 0.182321556793955;

e24..    x6 - x30 + x42 =G= 0.916290731874155;

e25..    x1 - x31 + x37 =G= 0.182321556793955;

e26..    x2 - x32 + x38 =G= 1.28093384546206;

e27..    x3 - x33 + x39 =G= 0.8754687373539;

e28..    x4 - x34 + x40 =G= 1.50407739677627;

e29..    x5 - x35 + x41 =G= 0.470003629245736;

e30..    x6 - x36 + x42 =G= 0.741937344729377;

e31..    x7 + x43 + x55 =G= 1.85629799036563;

e32..    x8 + x44 + x55 =G= 1.54756250871601;

e33..    x9 + x45 + x55 =G= 2.11625551480255;

e34..    x10 + x46 + x55 =G= 1.3609765531356;

e35..    x11 + x47 + x55 =G= 0.741937344729377;

e36..    x12 + x48 + x55 =G= 0.182321556793955;

e37..    x13 + x43 + x56 =G= 1.91692261218206;

e38..    x14 + x44 + x56 =G= 1.85629799036563;

e39..    x15 + x45 + x56 =G= 1.87180217690159;

e40..    x16 + x46 + x56 =G= 1.48160454092422;

e41..    x17 + x47 + x56 =G= 0.832909122935104;

e42..    x18 + x48 + x56 =G= 1.16315080980568;

e43..    x19 + x43 + x57 =G= 0;

e44..    x20 + x44 + x57 =G= 1.84054963339749;

e45..    x21 + x45 + x57 =G= 1.68639895357023;

e46..    x22 + x46 + x57 =G= 2.47653840011748;

e47..    x23 + x47 + x57 =G= 1.7404661748405;

e48..    x24 + x48 + x57 =G= 1.82454929205105;

e49..    x25 + x43 + x58 =G= 1.16315080980568;

e50..    x26 + x44 + x58 =G= 1.09861228866811;

e51..    x27 + x45 + x58 =G= 1.25276296849537;

e52..    x28 + x46 + x58 =G= 1.19392246847243;

e53..    x29 + x47 + x58 =G= 1.02961941718116;

e54..    x30 + x48 + x58 =G= 1.22377543162212;

e55..    x31 + x43 + x59 =G= 0.741937344729377;

e56..    x32 + x44 + x59 =G= 0.916290731874155;

e57..    x33 + x45 + x59 =G= 1.43508452528932;

e58..    x34 + x46 + x59 =G= 1.28093384546206;

e59..    x35 + x47 + x59 =G= 1.30833281965018;

e60..    x36 + x48 + x59 =G= 0.78845736036427;

e61.. 250000*exp(x55) + 150000*exp(x56) + 180000*exp(x57) + 160000*exp(x58) + 
      120000*exp(x59) =L= 6000;

e62..  - x8 + x50 - 10*b108 =G= -7.69741490700595;

e63..  - x9 + x51 - 10*b109 =G= -7.69741490700595;

e64..  - x10 + x52 - 10*b110 =G= -7.69741490700595;

e65..  - x11 + x53 - 10*b111 =G= -7.69741490700595;

e66..  - x12 + x54 - 10*b112 =G= -7.69741490700595;

e67..  - x14 + x50 - 10*b108 =G= -7.69741490700595;

e68..  - x15 + x51 - 10*b109 =G= -7.69741490700595;

e69..  - x16 + x52 - 10*b110 =G= -7.69741490700595;

e70..  - x17 + x53 - 10*b111 =G= -7.69741490700595;

e71..  - x18 + x54 - 10*b112 =G= -7.69741490700595;

e72..  - x20 + x50 - 10*b108 =G= -7.69741490700595;

e73..  - x21 + x51 - 10*b109 =G= -7.69741490700595;

e74..  - x22 + x52 - 10*b110 =G= -7.69741490700595;

e75..  - x23 + x53 - 10*b111 =G= -7.69741490700595;

e76..  - x24 + x54 - 10*b112 =G= -7.69741490700595;

e77..  - x26 + x50 - 10*b108 =G= -7.69741490700595;

e78..  - x27 + x51 - 10*b109 =G= -7.69741490700595;

e79..  - x28 + x52 - 10*b110 =G= -7.69741490700595;

e80..  - x29 + x53 - 10*b111 =G= -7.69741490700595;

e81..  - x30 + x54 - 10*b112 =G= -7.69741490700595;

e82..  - x32 + x50 - 10*b108 =G= -7.69741490700595;

e83..  - x33 + x51 - 10*b109 =G= -7.69741490700595;

e84..  - x34 + x52 - 10*b110 =G= -7.69741490700595;

e85..  - x35 + x53 - 10*b111 =G= -7.69741490700595;

e86..  - x36 + x54 - 10*b112 =G= -7.69741490700595;

e87..  - x7 + x50 - 10*b108 =G= -7.69741490700595;

e88..  - x8 + x51 - 10*b109 =G= -7.69741490700595;

e89..  - x9 + x52 - 10*b110 =G= -7.69741490700595;

e90..  - x10 + x53 - 10*b111 =G= -7.69741490700595;

e91..  - x11 + x54 - 10*b112 =G= -7.69741490700595;

e92..  - x13 + x50 - 10*b108 =G= -7.69741490700595;

e93..  - x14 + x51 - 10*b109 =G= -7.69741490700595;

e94..  - x15 + x52 - 10*b110 =G= -7.69741490700595;

e95..  - x16 + x53 - 10*b111 =G= -7.69741490700595;

e96..  - x17 + x54 - 10*b112 =G= -7.69741490700595;

e97..  - x19 + x50 - 10*b108 =G= -7.69741490700595;

e98..  - x20 + x51 - 10*b109 =G= -7.69741490700595;

e99..  - x21 + x52 - 10*b110 =G= -7.69741490700595;

e100..  - x22 + x53 - 10*b111 =G= -7.69741490700595;

e101..  - x23 + x54 - 10*b112 =G= -7.69741490700595;

e102..  - x25 + x50 - 10*b108 =G= -7.69741490700595;

e103..  - x26 + x51 - 10*b109 =G= -7.69741490700595;

e104..  - x27 + x52 - 10*b110 =G= -7.69741490700595;

e105..  - x28 + x53 - 10*b111 =G= -7.69741490700595;

e106..  - x29 + x54 - 10*b112 =G= -7.69741490700595;

e107..  - x31 + x50 - 10*b108 =G= -7.69741490700595;

e108..  - x32 + x51 - 10*b109 =G= -7.69741490700595;

e109..  - x33 + x52 - 10*b110 =G= -7.69741490700595;

e110..  - x34 + x53 - 10*b111 =G= -7.69741490700595;

e111..  - x35 + x54 - 10*b112 =G= -7.69741490700595;

e112..    x37 - 0.693147180559945*b66 - 1.09861228866811*b72
        - 1.38629436111989*b78 =E= 0;

e113..    x38 - 0.693147180559945*b67 - 1.09861228866811*b73
        - 1.38629436111989*b79 =E= 0;

e114..    x39 - 0.693147180559945*b68 - 1.09861228866811*b74
        - 1.38629436111989*b80 =E= 0;

e115..    x40 - 0.693147180559945*b69 - 1.09861228866811*b75
        - 1.38629436111989*b81 =E= 0;

e116..    x41 - 0.693147180559945*b70 - 1.09861228866811*b76
        - 1.38629436111989*b82 =E= 0;

e117..    x42 - 0.693147180559945*b71 - 1.09861228866811*b77
        - 1.38629436111989*b83 =E= 0;

e118..    x43 - 0.693147180559945*b90 - 1.09861228866811*b96
        - 1.38629436111989*b102 =E= 0;

e119..    x44 - 0.693147180559945*b91 - 1.09861228866811*b97
        - 1.38629436111989*b103 =E= 0;

e120..    x45 - 0.693147180559945*b92 - 1.09861228866811*b98
        - 1.38629436111989*b104 =E= 0;

e121..    x46 - 0.693147180559945*b93 - 1.09861228866811*b99
        - 1.38629436111989*b105 =E= 0;

e122..    x47 - 0.693147180559945*b94 - 1.09861228866811*b100
        - 1.38629436111989*b106 =E= 0;

e123..    x48 - 0.693147180559945*b95 - 1.09861228866811*b101
        - 1.38629436111989*b107 =E= 0;

e124..    b60 + b66 + b72 + b78 =E= 1;

e125..    b61 + b67 + b73 + b79 =E= 1;

e126..    b62 + b68 + b74 + b80 =E= 1;

e127..    b63 + b69 + b75 + b81 =E= 1;

e128..    b64 + b70 + b76 + b82 =E= 1;

e129..    b65 + b71 + b77 + b83 =E= 1;

e130..    b84 + b90 + b96 + b102 =E= 1;

e131..    b85 + b91 + b97 + b103 =E= 1;

e132..    b86 + b92 + b98 + b104 =E= 1;

e133..    b87 + b93 + b99 + b105 =E= 1;

e134..    b88 + b94 + b100 + b106 =E= 1;

e135..    b89 + b95 + b101 + b107 =E= 1;

e136..    b108 + b109 + b110 + b111 + b112 + b113 =E= 1;

e137..    x7 - x8 - 0.693147180559945*b108 =L= 0;

e138..    x8 - x9 - 0.693147180559945*b109 =L= 0;

e139..    x9 - x10 - 0.693147180559945*b110 =L= 0;

e140..    x10 - x11 - 0.693147180559945*b111 =L= 0;

e141..    x11 - x12 - 0.693147180559945*b112 =L= 0;

e142..    x13 - x14 - 0.693147180559945*b108 =L= 0;

e143..    x14 - x15 - 0.693147180559945*b109 =L= 0;

e144..    x15 - x16 - 0.693147180559945*b110 =L= 0;

e145..    x16 - x17 - 0.693147180559945*b111 =L= 0;

e146..    x17 - x18 - 0.693147180559945*b112 =L= 0;

e147..    x19 - x20 - 0.693147180559945*b108 =L= 0;

e148..    x20 - x21 - 0.693147180559945*b109 =L= 0;

e149..    x21 - x22 - 0.693147180559945*b110 =L= 0;

e150..    x22 - x23 - 0.693147180559945*b111 =L= 0;

e151..    x23 - x24 - 0.693147180559945*b112 =L= 0;

e152..    x25 - x26 - 0.693147180559945*b108 =L= 0;

e153..    x26 - x27 - 0.693147180559945*b109 =L= 0;

e154..    x27 - x28 - 0.693147180559945*b110 =L= 0;

e155..    x28 - x29 - 0.693147180559945*b111 =L= 0;

e156..    x29 - x30 - 0.693147180559945*b112 =L= 0;

e157..    x31 - x32 - 0.693147180559945*b108 =L= 0;

e158..    x32 - x33 - 0.693147180559945*b109 =L= 0;

e159..    x33 - x34 - 0.693147180559945*b110 =L= 0;

e160..    x34 - x35 - 0.693147180559945*b111 =L= 0;

e161..    x35 - x36 - 0.693147180559945*b112 =L= 0;

e162..    x7 - x8 + 0.693147180559945*b108 =G= 0;

e163..    x8 - x9 + 0.693147180559945*b109 =G= 0;

e164..    x9 - x10 + 0.693147180559945*b110 =G= 0;

e165..    x10 - x11 + 0.693147180559945*b111 =G= 0;

e166..    x11 - x12 + 0.693147180559945*b112 =G= 0;

e167..    x13 - x14 + 0.693147180559945*b108 =G= 0;

e168..    x14 - x15 + 0.693147180559945*b109 =G= 0;

e169..    x15 - x16 + 0.693147180559945*b110 =G= 0;

e170..    x16 - x17 + 0.693147180559945*b111 =G= 0;

e171..    x17 - x18 + 0.693147180559945*b112 =G= 0;

e172..    x19 - x20 + 0.693147180559945*b108 =G= 0;

e173..    x20 - x21 + 0.693147180559945*b109 =G= 0;

e174..    x21 - x22 + 0.693147180559945*b110 =G= 0;

e175..    x22 - x23 + 0.693147180559945*b111 =G= 0;

e176..    x23 - x24 + 0.693147180559945*b112 =G= 0;

e177..    x25 - x26 + 0.693147180559945*b108 =G= 0;

e178..    x26 - x27 + 0.693147180559945*b109 =G= 0;

e179..    x27 - x28 + 0.693147180559945*b110 =G= 0;

e180..    x28 - x29 + 0.693147180559945*b111 =G= 0;

e181..    x29 - x30 + 0.693147180559945*b112 =G= 0;

e182..    x31 - x32 + 0.693147180559945*b108 =G= 0;

e183..    x32 - x33 + 0.693147180559945*b109 =G= 0;

e184..    x33 - x34 + 0.693147180559945*b110 =G= 0;

e185..    x34 - x35 + 0.693147180559945*b111 =G= 0;

e186..    x35 - x36 + 0.693147180559945*b112 =G= 0;

e187.. 250*(exp(0.6*x1 + x37 + x43) + exp(0.6*x2 + x38 + x44) + exp(0.6*x3 + 
       x39 + x45) + exp(0.6*x4 + x40 + x46) + exp(0.6*x5 + x41 + x47) + exp(0.6
       *x6 + x42 + x48)) + 150*(exp(0.5*x50) + exp(0.5*x51) + exp(0.5*x52) + 
       exp(0.5*x53) + exp(0.5*x54)) - objvar =E= 0;

* set non default bounds

x1.lo = 5.7037824746562; x1.up = 8.1605182474775; 
x2.lo = 5.7037824746562; x2.up = 8.1605182474775; 
x3.lo = 5.7037824746562; x3.up = 8.1605182474775; 
x4.lo = 5.7037824746562; x4.up = 8.1605182474775; 
x5.lo = 5.7037824746562; x5.up = 8.1605182474775; 
x6.lo = 5.7037824746562; x6.up = 8.1605182474775; 
x7.lo = 4.45966260231685; x7.up = 6.09365548800453; 
x8.lo = 4.45966260231685; x8.up = 6.09365548800453; 
x9.lo = 4.45966260231685; x9.up = 6.09365548800453; 
x10.lo = 4.45966260231685; x10.up = 6.09365548800453; 
x11.lo = 4.45966260231685; x11.up = 6.09365548800453; 
x12.lo = 4.45966260231685; x12.up = 6.09365548800453; 
x13.lo = 3.74950407593037; x13.up = 6.93674281585539; 
x14.lo = 3.74950407593037; x14.up = 6.93674281585539; 
x15.lo = 3.74950407593037; x15.up = 6.93674281585539; 
x16.lo = 3.74950407593037; x16.up = 6.93674281585539; 
x17.lo = 3.74950407593037; x17.up = 6.93674281585539; 
x18.lo = 3.74950407593037; x18.up = 6.93674281585539; 
x19.lo = 4.49144142065975; x19.up = 6.87958440201544; 
x20.lo = 4.49144142065975; x20.up = 6.87958440201544; 
x21.lo = 4.49144142065975; x21.up = 6.87958440201544; 
x22.lo = 4.49144142065975; x22.up = 6.87958440201544; 
x23.lo = 4.49144142065975; x23.up = 6.87958440201544; 
x24.lo = 4.49144142065975; x24.up = 6.87958440201544; 
x25.lo = 3.14988295338125; x25.up = 6.61295573876149; 
x26.lo = 3.14988295338125; x26.up = 6.61295573876149; 
x27.lo = 3.14988295338125; x27.up = 6.61295573876149; 
x28.lo = 3.14988295338125; x28.up = 6.61295573876149; 
x29.lo = 3.14988295338125; x29.up = 6.61295573876149; 
x30.lo = 3.14988295338125; x30.up = 6.61295573876149; 
x31.lo = 3.04452243772342; x31.up = 6.65644085070123; 
x32.lo = 3.04452243772342; x32.up = 6.65644085070123; 
x33.lo = 3.04452243772342; x33.up = 6.65644085070123; 
x34.lo = 3.04452243772342; x34.up = 6.65644085070123; 
x35.lo = 3.04452243772342; x35.up = 6.65644085070123; 
x36.lo = 3.04452243772342; x36.up = 6.65644085070123; 
x37.up = 1.38629436111989; 
x38.up = 1.38629436111989; 
x39.up = 1.38629436111989; 
x40.up = 1.38629436111989; 
x41.up = 1.38629436111989; 
x42.up = 1.38629436111989; 
x43.up = 1.38629436111989; 
x44.up = 1.38629436111989; 
x45.up = 1.38629436111989; 
x46.up = 1.38629436111989; 
x47.up = 1.38629436111989; 
x48.up = 1.38629436111989; 
x50.lo = 4.60517018598809; x50.up = 9.61580548008435; 
x51.lo = 4.60517018598809; x51.up = 9.61580548008435; 
x52.lo = 4.60517018598809; x52.up = 9.61580548008435; 
x53.lo = 4.60517018598809; x53.up = 9.61580548008435; 
x54.lo = 4.60517018598809; x54.up = 9.61580548008435; 
b113.fx = 0; 

$if set nostart $goto modeldef
* set non default levels

x1.l = 7.34352180463367; 
x2.l = 6.64102435636503; 
x3.l = 6.92531767074807; 
x4.l = 6.96644675679966; 
x5.l = 7.08494781633996; 
x6.l = 6.75022364833002; 
x7.l = 5.27665904516069; 
x8.l = 5.27665904516069; 
x9.l = 5.27665904516069; 
x10.l = 5.27665904516069; 
x11.l = 5.27665904516069; 
x12.l = 5.27665904516069; 
x13.l = 5.34312344589288; 
x14.l = 5.34312344589288; 
x15.l = 5.34312344589288; 
x16.l = 5.34312344589288; 
x17.l = 5.34312344589288; 
x18.l = 5.34312344589288; 
x19.l = 5.68551291133759; 
x20.l = 5.68551291133759; 
x21.l = 5.68551291133759; 
x22.l = 5.68551291133759; 
x23.l = 5.68551291133759; 
x24.l = 5.68551291133759; 
x25.l = 4.88141934607137; 
x26.l = 4.88141934607137; 
x27.l = 4.88141934607137; 
x28.l = 4.88141934607137; 
x29.l = 4.88141934607137; 
x30.l = 4.88141934607137; 
x31.l = 4.85048164421233; 
x32.l = 4.85048164421233; 
x33.l = 4.85048164421233; 
x34.l = 4.85048164421233; 
x35.l = 4.85048164421233; 
x36.l = 4.85048164421233; 
x43.l = 0.693147180559945; 
x44.l = 0.693147180559945; 
x45.l = 0.693147180559945; 
x46.l = 0.693147180559945; 
x47.l = 0.693147180559945; 
x48.l = 0.693147180559945; 

* set non default marginals


$label modeldef
Model m / all /;

m.limrow=0; m.limcol=0;

$if NOT '%gams.u1%' == '' $include '%gams.u1%'

$if not set MINLP $set MINLP MINLP
Solve m using %MINLP% minimizing objvar;


Last updated: 2022-08-11 Git hash: f176bd52
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