## ams_version=1.0 Model Main_autocorr_bern35_04 { Variable b1 { Range: binary; } Variable b2 { Range: binary; } Variable b3 { Range: binary; } Variable b4 { Range: binary; } Variable b5 { Range: binary; } Variable b6 { Range: binary; } Variable b7 { Range: binary; } Variable b8 { Range: binary; } Variable b9 { Range: binary; } Variable b10 { Range: binary; } Variable b11 { Range: binary; } Variable b12 { Range: binary; } Variable b13 { Range: binary; } Variable b14 { Range: binary; } Variable b15 { Range: binary; } Variable b16 { Range: binary; } Variable b17 { Range: binary; } Variable b18 { Range: binary; } Variable b19 { Range: binary; } Variable b20 { Range: binary; } Variable b21 { Range: binary; } Variable b22 { Range: binary; } Variable b23 { Range: binary; } Variable b24 { Range: binary; } Variable b25 { Range: binary; } Variable b26 { Range: binary; } Variable b27 { Range: binary; } Variable b28 { Range: binary; } Variable b29 { Range: binary; } Variable b30 { Range: binary; } Variable b31 { Range: binary; } Variable b32 { Range: binary; } Variable b33 { Range: binary; } Variable b34 { Range: binary; } Variable b35 { Range: binary; } Variable objvar; Constraint e1 { Definition: { 64*b1*b2*b3*b4 + 64*b2*b3*b4*b5 + 64*b3*b4*b5*b6 + 64*b4*b5*b6*b7 + 64*b5* b6*b7*b8 + 64*b6*b7*b8*b9 + 64*b7*b8*b9*b10 + 64*b8*b9*b10*b11 + 64*b9*b10 *b11*b12 + 64*b10*b11*b12*b13 + 64*b11*b12*b13*b14 + 64*b12*b13*b14*b15 + 64*b13*b14*b15*b16 + 64*b14*b15*b16*b17 + 64*b15*b16*b17*b18 + 64*b16*b17* b18*b19 + 64*b17*b18*b19*b20 + 64*b18*b19*b20*b21 + 64*b19*b20*b21*b22 + 64*b20*b21*b22*b23 + 64*b21*b22*b23*b24 + 64*b22*b23*b24*b25 + 64*b23*b24* b25*b26 + 64*b24*b25*b26*b27 + 64*b25*b26*b27*b28 + 64*b26*b27*b28*b29 + 64*b27*b28*b29*b30 + 64*b28*b29*b30*b31 + 64*b29*b30*b31*b32 + 64*b30*b31* b32*b33 + 64*b31*b32*b33*b34 + 64*b32*b33*b34*b35 - 32*b1*b2*b3 - 32*b1*b2 *b4 - 32*b1*b3*b4 - 64*b2*b3*b4 - 32*b2*b3*b5 - 32*b2*b4*b5 - 64*b3*b4*b5 - 32*b3*b4*b6 - 32*b3*b5*b6 - 64*b4*b5*b6 - 32*b4*b5*b7 - 32*b4*b6*b7 - 64*b5*b6*b7 - 32*b5*b6*b8 - 32*b5*b7*b8 - 64*b6*b7*b8 - 32*b6*b7*b9 - 32* b6*b8*b9 - 64*b7*b8*b9 - 32*b7*b8*b10 - 32*b7*b9*b10 - 64*b8*b9*b10 - 32* b8*b9*b11 - 32*b8*b10*b11 - 64*b9*b10*b11 - 32*b9*b10*b12 - 32*b9*b11*b12 - 64*b10*b11*b12 - 32*b10*b11*b13 - 32*b10*b12*b13 - 64*b11*b12*b13 - 32* b11*b12*b14 - 32*b11*b13*b14 - 64*b12*b13*b14 - 32*b12*b13*b15 - 32*b12* b14*b15 - 64*b13*b14*b15 - 32*b13*b14*b16 - 32*b13*b15*b16 - 64*b14*b15* b16 - 32*b14*b15*b17 - 32*b14*b16*b17 - 64*b15*b16*b17 - 32*b15*b16*b18 - 32*b15*b17*b18 - 64*b16*b17*b18 - 32*b16*b17*b19 - 32*b16*b18*b19 - 64*b17 *b18*b19 - 32*b17*b18*b20 - 32*b17*b19*b20 - 64*b18*b19*b20 - 32*b18*b19* b21 - 32*b18*b20*b21 - 64*b19*b20*b21 - 32*b19*b20*b22 - 32*b19*b21*b22 - 64*b20*b21*b22 - 32*b20*b21*b23 - 32*b20*b22*b23 - 64*b21*b22*b23 - 32*b21 *b22*b24 - 32*b21*b23*b24 - 64*b22*b23*b24 - 32*b22*b23*b25 - 32*b22*b24* b25 - 64*b23*b24*b25 - 32*b23*b24*b26 - 32*b23*b25*b26 - 64*b24*b25*b26 - 32*b24*b25*b27 - 32*b24*b26*b27 - 64*b25*b26*b27 - 32*b25*b26*b28 - 32*b25 *b27*b28 - 64*b26*b27*b28 - 32*b26*b27*b29 - 32*b26*b28*b29 - 64*b27*b28* b29 - 32*b27*b28*b30 - 32*b27*b29*b30 - 64*b28*b29*b30 - 32*b28*b29*b31 - 32*b28*b30*b31 - 64*b29*b30*b31 - 32*b29*b30*b32 - 32*b29*b31*b32 - 64*b30 *b31*b32 - 32*b30*b31*b33 - 32*b30*b32*b33 - 64*b31*b32*b33 - 32*b31*b32* b34 - 32*b31*b33*b34 - 64*b32*b33*b34 - 32*b32*b33*b35 - 32*b32*b34*b35 - 32*b33*b34*b35 + 16*b1*b2 + 24*b1*b3 + 16*b1*b4 + 32*b2*b3 + 48*b2*b4 + 16 *b2*b5 + 48*b3*b4 + 48*b3*b5 + 16*b3*b6 + 48*b4*b5 + 48*b4*b6 + 16*b4*b7 + 48*b5*b6 + 48*b5*b7 + 16*b5*b8 + 48*b6*b7 + 48*b6*b8 + 16*b6*b9 + 48*b7 *b8 + 48*b7*b9 + 16*b7*b10 + 48*b8*b9 + 48*b8*b10 + 16*b8*b11 + 48*b9*b10 + 48*b9*b11 + 16*b9*b12 + 48*b10*b11 + 48*b10*b12 + 16*b10*b13 + 48*b11* b12 + 48*b11*b13 + 16*b11*b14 + 48*b12*b13 + 48*b12*b14 + 16*b12*b15 + 48* b13*b14 + 48*b13*b15 + 16*b13*b16 + 48*b14*b15 + 48*b14*b16 + 16*b14*b17 + 48*b15*b16 + 48*b15*b17 + 16*b15*b18 + 48*b16*b17 + 48*b16*b18 + 16*b16 *b19 + 48*b17*b18 + 48*b17*b19 + 16*b17*b20 + 48*b18*b19 + 48*b18*b20 + 16 *b18*b21 + 48*b19*b20 + 48*b19*b21 + 16*b19*b22 + 48*b20*b21 + 48*b20*b22 + 16*b20*b23 + 48*b21*b22 + 48*b21*b23 + 16*b21*b24 + 48*b22*b23 + 48*b22 *b24 + 16*b22*b25 + 48*b23*b24 + 48*b23*b25 + 16*b23*b26 + 48*b24*b25 + 48 *b24*b26 + 16*b24*b27 + 48*b25*b26 + 48*b25*b27 + 16*b25*b28 + 48*b26*b27 + 48*b26*b28 + 16*b26*b29 + 48*b27*b28 + 48*b27*b29 + 16*b27*b30 + 48*b28 *b29 + 48*b28*b30 + 16*b28*b31 + 48*b29*b30 + 48*b29*b31 + 16*b29*b32 + 48 *b30*b31 + 48*b30*b32 + 16*b30*b33 + 48*b31*b32 + 48*b31*b33 + 16*b31*b34 + 48*b32*b33 + 48*b32*b34 + 16*b32*b35 + 32*b33*b34 + 24*b33*b35 + 16*b34 *b35 - 12*b1 - 24*b2 - 36*b3 - 48*b4 - 48*b5 - 48*b6 - 48*b7 - 48*b8 - 48* b9 - 48*b10 - 48*b11 - 48*b12 - 48*b13 - 48*b14 - 48*b15 - 48*b16 - 48*b17 - 48*b18 - 48*b19 - 48*b20 - 48*b21 - 48*b22 - 48*b23 - 48*b24 - 48*b25 - 48*b26 - 48*b27 - 48*b28 - 48*b29 - 48*b30 - 48*b31 - 48*b32 - 36*b33 - 24*b34 - 12*b35 - objvar <= 0 } } Procedure MainInitialization; MathematicalProgram autocorr_bern35_04 { Objective: objvar; Direction: minimize; Constraints: AllConstraints; Variables: AllVariables; Type: MINLP; } ElementParameter myGMP { Range: AllGeneratedMathematicalPrograms; } Procedure MainExecution { Body: { solve autocorr_bern35_04; } } Procedure MainTermination { Body: { return 1; } } }