format version = 1.0 begin solution of problem pe_gma_feedf1 date = 20100925 2220 url = http://www.odeidentification.org // Settings for the Gennemark & Wedelin (2007) algorithm randomStarts_ = 30 1 smoothingParameter = 1.000000000000000E-008 randomSeed = 1 // VARIABLE 3 reaction_1 of variable_3 has type = GMAterm1Variable has variable X1 = variable_3 has parameter k1 = -0.337239872974D+02 has parameter k2 = 0.210547073434D+00 reaction_2 of variable_3 has type = GMAterm1Variable has variable X1 = variable_3 has parameter k1 = 0.332797579081D+02 has parameter k2 = 0.201940791750D+00 // VARIABLE 4 reaction_1 of variable_4 has type = GMAterm1Variable has variable X1 = variable_3 has parameter k1 = 0.175547347091D+01 has parameter k2 = -0.698281994896D-03 reaction_2 of variable_4 has type = GMAterm1Variable has variable X1 = variable_4 has parameter k1 = -0.216310620644D+01 has parameter k2 = 0.117694587137D+00 // VARIABLE 5 reaction_1 of variable_5 has type = GMAterm1Variable has variable X1 = variable_3 has parameter k1 = 0.895783977904D+00 has parameter k2 = 0.550167417610D+00 reaction_2 of variable_5 has type = GMAterm1Variable has variable X1 = variable_4 has parameter k1 = -0.271704242700D+01 has parameter k2 = -0.668561239871D-01 reaction_3 of variable_5 has type = GMAterm1Variable has variable X1 = variable_5 has parameter k1 = 0.249082036591D+01 has parameter k2 = -0.887007036341D-01 // VARIABLE 6 reaction_1 of variable_6 has type = GMAterm1Variable has variable X1 = variable_5 has parameter k1 = -0.108489499222D+01 has parameter k2 = -0.189489080639D+00 reaction_2 of variable_6 has type = GMAterm1Variable has variable X1 = variable_6 has parameter k1 = 0.108522299912D+01 has parameter k2 = -0.189209643004D+00 // INITIAL VALUES // Perfect data, not required // ERROR // residual = -L residual = 1.966887285373033E-002 end of solution of problem pe_gma_feedf1