format version = 1.0
 
 
 begin solution of problem ss_clock2                     
 
 date = 15-Nov-08 13:07:10
 url = http://www.cs.chalmers.se/~dag/identification
 
 // Settings for the Gennemark & Wedelin (2007) algorithm
 randomStarts_ =  8  1
 smoothingParameter =   0.2
 randomSeed =  2
 
 
 // ALPHA
 alpha_1 =   13.0226694
 alpha_2 =   8.08358917
 alpha_3 =   6.50081115
 alpha_4 =   0.102142327
 alpha_5 =   12.4175466
 alpha_6 =   5.53896666E-09
 alpha_7 =   14.9999894
 
 // BETA
 beta_1 =   14.3240292
 beta_2 =   3.30061628E-06
 beta_3 =   0.0466517243
 beta_4 =   14.0365265
 beta_5 =   0.00097926646
 beta_6 =   0.0664287884
 beta_7 =   8.68437001E-06
 
 // G
 g has defaultValue = 0
 g_4_3 =   0.993283546
 g_4_7 =   0.297155578
 
 // H
 h has defaultValue = 0
 h_1_1 =   0.0470370008
 h_2_2 =   2.74748839
 h_3_3 =   0.112741675
 h_3_7 =   1.00455809
 h_4_4 =   0.0538748141
 h_4_6 =   0.460918249
 h_5_5 =   1.81186457
 h_6_6 =   1.43932999
 h_7_7 =   2.99359607
 
 
 // INITIAL VALUES
 
variable_1 of experiment_1
has initialValue =     0.1933E+02
 
variable_2 of experiment_1
has initialValue =     0.2907E+03
 
variable_3 of experiment_1
has initialValue =     0.1045E+03
 
variable_4 of experiment_1
has initialValue =     0.9154E+02
 
variable_5 of experiment_1
has initialValue =     0.3630E+03
 
variable_6 of experiment_1
has initialValue =     0.2160E+02
 
variable_7 of experiment_1
has initialValue =     0.1186E+03
 
  
 
 // ERROR 
 // error = -L + lambda * K
 // residual = -L
 error =   1289.09488
 residual =   1164.09488
  
 end of solution of problem ss_clock2