Test: BIOMD0000000052.xml - Ok

test: BIOMD0000000052.xml
model: xml, reaction graph
simulator engine: DormandPrince
generated code: BIOMD0000000052.java
results: CSV file
plots: plot
comparison: comparison with other simulators
status: Ok
simulation time: 0 s.

Parameters:
ZERO 1.0E-100
ATOL 1.0E-15
RTOL 1.0E-12
STEP 0.01

Reaction graph

Note: downloaded from http://www.ebi.ac.uk/compneur-srv/biomodels/models-main/publ/BIOMD0000000052.gif

Plots

Note: downloaded from http://www.ebi.ac.uk/compneur-srv/biomodels/models-main/simu/MODEL8177704759.JPG

Comparison with other simulators

Legend:

Text color indicates difference between values:
  -  no significant difference ( < 0.1%)
  -  small relative error ( > 0.1% and <50%)
  -  simulation results significantly differ ( >50%)

Variables: Glu  Cn  Acetic_acid  Fru  Formic_acid  Melanoidin  Amadori  Triose  C5  lys_R  AMP 
Simulators: ByoDyn  copasi  edu.kgi.roadRunner  Jarnac  VCell  Oscill8 Core  SBWOdeSolver  MathSBML  jsim  BioUML 
timeresult Glu Cn Acetic_acid Fru Formic_acid Melanoidin Amadori Triose C5 lys_R AMP
0.0BioUML1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0ByoDyn1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0Jarnac1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0MathSBML1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0Oscill8 Core1,60000E20,00000E00,00000E00,00000E0-0,00000E00,00000E00,00000E0--0,00000E0
0.0SBWOdeSolver1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0VCell1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0copasi1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0edu.kgi.roadRunner1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0jsim1,60000E20,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E00,00000E01,50000E10,00000E0
0.0min 1,60000E2 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 1,50000E1 0,00000E0
0.0max 1,60000E2 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 1,50000E1 0,00000E0
0.0mean 1,60000E2 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 1,50000E1 0,00000E0
0.0relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
0.2BioUML1,59580E21,33142E-79,43327E-43,19083E-11,50554E-21,07288E-58,38808E-24,54675E-41,50554E-21,49148E11,27725E-3
0.2ByoDyn1,59580E21,33142E-79,43327E-43,19083E-11,50554E-21,07288E-58,38808E-24,54675E-41,50554E-21,49148E11,27725E-3
0.2Jarnac1,59580E21,33142E-79,43327E-43,19083E-11,50554E-21,07288E-58,38808E-24,54675E-41,50554E-21,49148E11,27725E-3
0.2MathSBML1,59580E21,33117E-79,43331E-43,19083E-11,50554E-21,07263E-58,38808E-24,54676E-41,50554E-21,49148E11,27726E-3
0.2Oscill8 Core1,59580E21,33318E-79,43352E-43,19082E-1-1,07421E-58,38807E-24,54697E-4--1,27727E-3
0.2SBWOdeSolver1,59580E21,33162E-79,43371E-43,19082E-11,50554E-21,07303E-58,38807E-24,54698E-41,50554E-21,49148E11,27731E-3
0.2VCell1,59580E21,33142E-79,43327E-43,19083E-11,50554E-21,07288E-58,38808E-24,54675E-41,50554E-21,49148E11,27725E-3
0.2copasi1,59580E21,33142E-79,43327E-43,19083E-11,50554E-21,07288E-58,38808E-24,54675E-41,50554E-21,49148E11,27725E-3
0.2edu.kgi.roadRunner1,59580E21,33142E-79,43327E-43,19083E-11,50554E-21,07288E-58,38808E-24,54675E-41,50554E-21,49148E11,27725E-3
0.2jsim1,59580E21,33142E-79,43327E-43,19083E-11,50554E-21,07288E-58,38808E-24,54675E-41,50554E-21,49148E11,27725E-3
0.2min 1,59580E2 1,33117E-7 9,43327E-4 3,19082E-1 1,50554E-2 1,07263E-5 8,38807E-2 4,54675E-4 1,50554E-2 1,49148E1 1,27725E-3
0.2max 1,59580E2 1,33318E-7 9,43371E-4 3,19083E-1 1,50554E-2 1,07421E-5 8,38808E-2 4,54698E-4 1,50554E-2 1,49148E1 1,27731E-3
0.2mean 1,59580E2 1,33142E-7 9,43327E-4 3,19083E-1 1,50554E-2 1,07288E-5 8,38808E-2 4,54675E-4 1,50554E-2 1,49148E1 1,27725E-3
0.2relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
0.4BioUML1,59161E21,06337E-63,70071E-36,36337E-13,01413E-28,40982E-51,62902E-11,81470E-33,01413E-21,48320E14,97191E-3
0.4ByoDyn1,59161E21,06337E-63,70071E-36,36337E-13,01413E-28,40982E-51,62902E-11,81470E-33,01413E-21,48320E14,97191E-3
0.4Jarnac1,59161E21,06337E-63,70071E-36,36337E-13,01413E-28,40982E-51,62902E-11,81470E-33,01413E-21,48320E14,97191E-3
0.4MathSBML1,59161E21,06335E-63,70071E-36,36337E-13,01413E-28,40963E-51,62902E-11,81470E-33,01413E-21,48320E14,97192E-3
0.4Oscill8 Core1,59161E21,06361E-63,70077E-36,36337E-1-8,41150E-51,62902E-11,81474E-3--4,97198E-3
0.4SBWOdeSolver1,59161E21,06345E-63,70079E-36,36337E-13,01413E-28,41041E-51,62902E-11,81474E-33,01413E-21,48320E14,97202E-3
0.4VCell1,59161E21,06337E-63,70071E-36,36337E-13,01413E-28,40982E-51,62902E-11,81470E-33,01413E-21,48320E14,97191E-3
0.4copasi1,59161E21,06337E-63,70071E-36,36337E-13,01413E-28,40982E-51,62902E-11,81470E-33,01413E-21,48320E14,97191E-3
0.4edu.kgi.roadRunner1,59161E21,06337E-63,70071E-36,36337E-13,01413E-28,40982E-51,62902E-11,81470E-33,01413E-21,48320E14,97191E-3
0.4jsim1,59161E21,06337E-63,70071E-36,36337E-13,01413E-28,40982E-51,62902E-11,81470E-33,01413E-21,48320E14,97191E-3
0.4min 1,59161E2 1,06335E-6 3,70071E-3 6,36337E-1 3,01413E-2 8,40963E-5 1,62902E-1 1,81470E-3 3,01413E-2 1,48320E1 4,97191E-3
0.4max 1,59161E2 1,06361E-6 3,70079E-3 6,36337E-1 3,01413E-2 8,41150E-5 1,62902E-1 1,81474E-3 3,01413E-2 1,48320E1 4,97202E-3
0.4mean 1,59161E2 1,06337E-6 3,70071E-3 6,36337E-1 3,01413E-2 8,40982E-5 1,62902E-1 1,81470E-3 3,01413E-2 1,48320E1 4,97191E-3
0.4relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
0.6BioUML1,58744E23,58296E-68,16764E-39,51776E-14,52575E-22,78130E-42,37322E-14,07408E-34,52575E-21,47515E11,08878E-2
0.6ByoDyn1,58744E23,58296E-68,16764E-39,51776E-14,52575E-22,78130E-42,37322E-14,07408E-34,52575E-21,47515E11,08878E-2
0.6Jarnac1,58744E23,58296E-68,16764E-39,51776E-14,52575E-22,78130E-42,37322E-14,07408E-34,52575E-21,47515E11,08878E-2
0.6MathSBML1,58744E23,58296E-68,16762E-39,51776E-14,52575E-22,78148E-42,37322E-14,07408E-34,52575E-21,47515E11,08877E-2
0.6Oscill8 Core1,58744E23,58328E-68,16773E-39,51776E-1-2,78153E-42,37322E-14,07414E-3--1,08879E-2
0.6SBWOdeSolver1,58744E23,58313E-68,16775E-39,51776E-14,52575E-22,78142E-42,37322E-14,07414E-34,52575E-21,47515E11,08879E-2
0.6VCell1,58744E23,58296E-68,16764E-39,51776E-14,52575E-22,78130E-42,37322E-14,07408E-34,52575E-21,47515E11,08878E-2
0.6copasi1,58744E23,58296E-68,16764E-39,51776E-14,52575E-22,78130E-42,37322E-14,07408E-34,52575E-21,47515E11,08878E-2
0.6edu.kgi.roadRunner1,58744E23,58296E-68,16764E-39,51776E-14,52575E-22,78130E-42,37322E-14,07408E-34,52575E-21,47515E11,08878E-2
0.6jsim1,58744E23,58296E-68,16764E-39,51776E-14,52575E-22,78130E-42,37322E-14,07408E-34,52575E-21,47515E11,08878E-2
0.6min 1,58744E2 3,58296E-6 8,16762E-3 9,51776E-1 4,52575E-2 2,78130E-4 2,37322E-1 4,07408E-3 4,52575E-2 1,47515E1 1,08877E-2
0.6max 1,58744E2 3,58328E-6 8,16775E-3 9,51776E-1 4,52575E-2 2,78153E-4 2,37322E-1 4,07414E-3 4,52575E-2 1,47515E1 1,08879E-2
0.6mean 1,58744E2 3,58296E-6 8,16764E-3 9,51776E-1 4,52575E-2 2,78130E-4 2,37322E-1 4,07408E-3 4,52575E-2 1,47515E1 1,08878E-2
0.6relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
0.8BioUML1,58329E28,47893E-61,42452E-21,26541E06,04039E-26,46088E-43,07385E-17,22688E-36,04039E-21,46731E11,88407E-2
0.8ByoDyn1,58329E28,47893E-61,42452E-21,26541E06,04039E-26,46088E-43,07385E-17,22688E-36,04039E-21,46731E11,88407E-2
0.8Jarnac1,58329E28,47893E-61,42452E-21,26541E06,04039E-26,46088E-43,07385E-17,22688E-36,04039E-21,46731E11,88407E-2
0.8MathSBML1,58329E28,47893E-61,42451E-21,26541E06,04039E-26,46103E-43,07385E-17,22688E-36,04039E-21,46731E11,88407E-2
0.8Oscill8 Core1,58329E28,47938E-61,42453E-21,26541E0-6,46118E-43,07385E-17,22696E-3--1,88408E-2
0.8SBWOdeSolver1,58329E28,47922E-61,42453E-21,26541E06,04039E-26,46109E-43,07385E-17,22696E-36,04039E-21,46731E11,88409E-2
0.8VCell1,58329E28,47893E-61,42452E-21,26541E06,04039E-26,46088E-43,07385E-17,22688E-36,04039E-21,46731E11,88407E-2
0.8copasi1,58329E28,47893E-61,42452E-21,26541E06,04039E-26,46088E-43,07385E-17,22688E-36,04039E-21,46731E11,88407E-2
0.8edu.kgi.roadRunner1,58329E28,47893E-61,42452E-21,26541E06,04039E-26,46088E-43,07385E-17,22688E-36,04039E-21,46731E11,88407E-2
0.8jsim1,58329E28,47893E-61,42452E-21,26541E06,04039E-26,46088E-43,07385E-17,22688E-36,04039E-21,46731E11,88407E-2
0.8min 1,58329E2 8,47893E-6 1,42451E-2 1,26541E0 6,04039E-2 6,46088E-4 3,07385E-1 7,22688E-3 6,04039E-2 1,46731E1 1,88407E-2
0.8max 1,58329E2 8,47938E-6 1,42453E-2 1,26541E0 6,04039E-2 6,46118E-4 3,07385E-1 7,22696E-3 6,04039E-2 1,46731E1 1,88409E-2
0.8mean 1,58329E2 8,47893E-6 1,42452E-2 1,26541E0 6,04039E-2 6,46088E-4 3,07385E-1 7,22688E-3 6,04039E-2 1,46731E1 1,88407E-2
0.8relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
1.0BioUML1,57916E21,65331E-52,18397E-21,57725E07,55802E-21,23677E-33,73322E-11,12672E-27,55802E-21,45968E12,86579E-2
1.0ByoDyn1,57916E21,65331E-52,18397E-21,57725E07,55802E-21,23677E-33,73322E-11,12672E-27,55802E-21,45968E12,86579E-2
1.0Jarnac1,57916E21,65331E-52,18397E-21,57725E07,55802E-21,23677E-33,73322E-11,12672E-27,55802E-21,45968E12,86579E-2
1.0MathSBML1,57916E21,65331E-52,18397E-21,57725E07,55802E-21,23678E-33,73322E-11,12672E-27,55802E-21,45968E12,86579E-2
1.0Oscill8 Core1,57916E21,65337E-52,18398E-21,57725E0-1,23681E-33,73322E-11,12673E-2--2,86581E-2
1.0SBWOdeSolver1,57916E21,65336E-52,18398E-21,57725E07,55802E-21,23680E-33,73322E-11,12673E-27,55802E-21,45968E12,86581E-2
1.0VCell1,57916E21,65331E-52,18397E-21,57725E07,55802E-21,23677E-33,73322E-11,12672E-27,55802E-21,45968E12,86579E-2
1.0copasi1,57916E21,65331E-52,18397E-21,57725E07,55802E-21,23677E-33,73322E-11,12672E-27,55802E-21,45968E12,86579E-2
1.0edu.kgi.roadRunner1,57916E21,65331E-52,18397E-21,57725E07,55802E-21,23677E-33,73322E-11,12672E-27,55802E-21,45968E12,86579E-2
1.0jsim1,57916E21,65331E-52,18397E-21,57725E07,55802E-21,23677E-33,73322E-11,12672E-27,55802E-21,45968E12,86579E-2
1.0min 1,57916E2 1,65331E-5 2,18397E-2 1,57725E0 7,55802E-2 1,23677E-3 3,73322E-1 1,12672E-2 7,55802E-2 1,45968E1 2,86579E-2
1.0max 1,57916E2 1,65337E-5 2,18398E-2 1,57725E0 7,55802E-2 1,23681E-3 3,73322E-1 1,12673E-2 7,55802E-2 1,45968E1 2,86581E-2
1.0mean 1,57916E2 1,65331E-5 2,18397E-2 1,57725E0 7,55802E-2 1,23677E-3 3,73322E-1 1,12672E-2 7,55802E-2 1,45968E1 2,86579E-2
1.0relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
1.2BioUML1,57505E22,85221E-53,08625E-21,88730E09,07861E-22,09479E-34,35353E-11,61891E-29,07861E-21,45224E14,01774E-2
1.2ByoDyn1,57505E22,85221E-53,08625E-21,88730E09,07861E-22,09479E-34,35353E-11,61891E-29,07861E-21,45224E14,01774E-2
1.2Jarnac1,57505E22,85221E-53,08625E-21,88730E09,07861E-22,09479E-34,35353E-11,61891E-29,07861E-21,45224E14,01774E-2
1.2MathSBML1,57505E22,85221E-53,08625E-21,88730E09,07861E-22,09479E-34,35353E-11,61891E-29,07861E-21,45224E14,01774E-2
1.2Oscill8 Core1,57505E22,85229E-53,08626E-21,88730E0-2,09484E-34,35352E-11,61893E-2--4,01776E-2
1.2SBWOdeSolver1,57505E22,85228E-53,08627E-21,88730E09,07861E-22,09483E-34,35352E-11,61893E-29,07861E-21,45224E14,01776E-2
1.2VCell1,57505E22,85221E-53,08625E-21,88730E09,07861E-22,09479E-34,35353E-11,61891E-29,07861E-21,45224E14,01774E-2
1.2copasi1,57505E22,85221E-53,08625E-21,88730E09,07861E-22,09479E-34,35353E-11,61891E-29,07861E-21,45224E14,01774E-2
1.2edu.kgi.roadRunner1,57505E22,85221E-53,08625E-21,88730E09,07861E-22,09479E-34,35353E-11,61891E-29,07861E-21,45224E14,01774E-2
1.2jsim1,57505E22,85221E-53,08625E-21,88730E09,07861E-22,09479E-34,35353E-11,61891E-29,07861E-21,45224E14,01774E-2
1.2min 1,57505E2 2,85221E-5 3,08625E-2 1,88730E0 9,07861E-2 2,09479E-3 4,35352E-1 1,61891E-2 9,07861E-2 1,45224E1 4,01774E-2
1.2max 1,57505E2 2,85229E-5 3,08627E-2 1,88730E0 9,07861E-2 2,09484E-3 4,35353E-1 1,61893E-2 9,07861E-2 1,45224E1 4,01776E-2
1.2mean 1,57505E2 2,85221E-5 3,08625E-2 1,88730E0 9,07861E-2 2,09479E-3 4,35353E-1 1,61891E-2 9,07861E-2 1,45224E1 4,01774E-2
1.2relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
1.4BioUML1,57096E24,52175E-54,12298E-22,19558E01,06022E-13,26082E-34,93685E-12,19869E-21,06022E-11,44498E15,32472E-2
1.4ByoDyn1,57096E24,52175E-54,12298E-22,19558E01,06022E-13,26082E-34,93685E-12,19869E-21,06022E-11,44498E15,32472E-2
1.4Jarnac1,57096E24,52175E-54,12298E-22,19558E01,06022E-13,26082E-34,93685E-12,19869E-21,06022E-11,44498E15,32472E-2
1.4MathSBML1,57096E24,52175E-54,12298E-22,19558E01,06022E-13,26082E-34,93685E-12,19869E-21,06022E-11,44498E15,32472E-2
1.4Oscill8 Core1,57096E24,52185E-54,12299E-22,19558E0-3,26088E-34,93684E-12,19870E-2--5,32474E-2
1.4SBWOdeSolver1,57096E24,52184E-54,12300E-22,19558E01,06022E-13,26087E-34,93684E-12,19870E-21,06022E-11,44498E15,32474E-2
1.4VCell1,57096E24,52175E-54,12298E-22,19558E01,06022E-13,26082E-34,93685E-12,19869E-21,06022E-11,44498E15,32472E-2
1.4copasi1,57096E24,52175E-54,12298E-22,19558E01,06022E-13,26082E-34,93685E-12,19869E-21,06022E-11,44498E15,32472E-2
1.4edu.kgi.roadRunner1,57096E24,52175E-54,12298E-22,19558E01,06022E-13,26082E-34,93685E-12,19869E-21,06022E-11,44498E15,32472E-2
1.4jsim1,57096E24,52175E-54,12298E-22,19558E01,06022E-13,26082E-34,93685E-12,19869E-21,06022E-11,44498E15,32472E-2
1.4min 1,57096E2 4,52175E-5 4,12298E-2 2,19558E0 1,06022E-1 3,26082E-3 4,93684E-1 2,19869E-2 1,06022E-1 1,44498E1 5,32472E-2
1.4max 1,57096E2 4,52185E-5 4,12300E-2 2,19558E0 1,06022E-1 3,26088E-3 4,93685E-1 2,19870E-2 1,06022E-1 1,44498E1 5,32474E-2
1.4mean 1,57096E2 4,52175E-5 4,12298E-2 2,19558E0 1,06022E-1 3,26082E-3 4,93685E-1 2,19869E-2 1,06022E-1 1,44498E1 5,32472E-2
1.4relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
1.6BioUML1,56688E26,73857E-55,28621E-22,50209E01,21286E-14,77187E-35,48515E-12,86546E-21,21286E-11,43790E16,77250E-2
1.6ByoDyn1,56688E26,73857E-55,28621E-22,50209E01,21286E-14,77187E-35,48515E-12,86546E-21,21286E-11,43790E16,77250E-2
1.6Jarnac1,56688E26,73857E-55,28621E-22,50209E01,21286E-14,77187E-35,48515E-12,86546E-21,21286E-11,43790E16,77250E-2
1.6MathSBML1,56688E26,73857E-55,28621E-22,50209E01,21286E-14,77187E-35,48515E-12,86546E-21,21286E-11,43790E16,77250E-2
1.6Oscill8 Core1,56688E26,73869E-55,28623E-22,50209E0-4,77194E-35,48515E-12,86548E-2--6,77252E-2
1.6SBWOdeSolver1,56688E26,73868E-55,28623E-22,50209E01,21286E-14,77194E-35,48515E-12,86548E-21,21286E-11,43790E16,77252E-2
1.6VCell1,56688E26,73857E-55,28621E-22,50209E01,21286E-14,77187E-35,48515E-12,86546E-21,21286E-11,43790E16,77250E-2
1.6copasi1,56688E26,73857E-55,28621E-22,50209E01,21286E-14,77187E-35,48515E-12,86546E-21,21286E-11,43790E16,77250E-2
1.6edu.kgi.roadRunner1,56688E26,73857E-55,28621E-22,50209E01,21286E-14,77187E-35,48515E-12,86546E-21,21286E-11,43790E16,77250E-2
1.6jsim1,56688E26,73857E-55,28621E-22,50209E01,21286E-14,77187E-35,48515E-12,86546E-21,21286E-11,43790E16,77250E-2
1.6min 1,56688E2 6,73857E-5 5,28621E-2 2,50209E0 1,21286E-1 4,77187E-3 5,48515E-1 2,86546E-2 1,21286E-1 1,43790E1 6,77250E-2
1.6max 1,56688E2 6,73869E-5 5,28623E-2 2,50209E0 1,21286E-1 4,77194E-3 5,48515E-1 2,86548E-2 1,21286E-1 1,43790E1 6,77252E-2
1.6mean 1,56688E2 6,73857E-5 5,28621E-2 2,50209E0 1,21286E-1 4,77187E-3 5,48515E-1 2,86546E-2 1,21286E-1 1,43790E1 6,77250E-2
1.6relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
1.8BioUML1,56283E29,57880E-56,56844E-22,80686E01,36580E-16,66149E-36,00030E-13,61866E-21,36580E-11,43098E18,34773E-2
1.8ByoDyn1,56283E29,57880E-56,56844E-22,80686E01,36580E-16,66149E-36,00030E-13,61866E-21,36580E-11,43098E18,34773E-2
1.8Jarnac1,56283E29,57880E-56,56844E-22,80686E01,36580E-16,66149E-36,00030E-13,61866E-21,36580E-11,43098E18,34773E-2
1.8MathSBML1,56283E29,57880E-56,56844E-22,80686E01,36580E-16,66149E-36,00030E-13,61866E-21,36580E-11,43098E18,34773E-2
1.8Oscill8 Core1,56283E29,57894E-56,56846E-22,80686E0-6,66158E-36,00029E-13,61867E-2--8,34775E-2
1.8SBWOdeSolver1,56283E29,57893E-56,56846E-22,80686E01,36580E-16,66157E-36,00029E-13,61867E-21,36580E-11,43098E18,34775E-2
1.8VCell1,56283E29,57880E-56,56844E-22,80686E01,36580E-16,66149E-36,00030E-13,61866E-21,36580E-11,43098E18,34773E-2
1.8copasi1,56283E29,57880E-56,56844E-22,80686E01,36580E-16,66149E-36,00030E-13,61866E-21,36580E-11,43098E18,34773E-2
1.8edu.kgi.roadRunner1,56283E29,57880E-56,56844E-22,80686E01,36580E-16,66149E-36,00030E-13,61866E-21,36580E-11,43098E18,34773E-2
1.8jsim1,56283E29,57880E-56,56844E-22,80686E01,36580E-16,66149E-36,00030E-13,61866E-21,36580E-11,43098E18,34773E-2
1.8min 1,56283E2 9,57880E-5 6,56844E-2 2,80686E0 1,36580E-1 6,66149E-3 6,00029E-1 3,61866E-2 1,36580E-1 1,43098E1 8,34773E-2
1.8max 1,56283E2 9,57894E-5 6,56846E-2 2,80686E0 1,36580E-1 6,66158E-3 6,00030E-1 3,61867E-2 1,36580E-1 1,43098E1 8,34775E-2
1.8mean 1,56283E2 9,57880E-5 6,56844E-2 2,80686E0 1,36580E-1 6,66149E-3 6,00030E-1 3,61866E-2 1,36580E-1 1,43098E1 8,34773E-2
1.8relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
2.0BioUML1,55879E21,31181E-47,96255E-23,10987E01,51902E-18,96001E-36,48405E-14,45770E-21,51902E-11,42423E11,00379E-1
2.0ByoDyn1,55879E21,31181E-47,96255E-23,10987E01,51902E-18,96001E-36,48405E-14,45770E-21,51902E-11,42423E11,00379E-1
2.0Jarnac1,55879E21,31181E-47,96255E-23,10987E01,51902E-18,96001E-36,48405E-14,45770E-21,51902E-11,42423E11,00379E-1
2.0MathSBML1,55879E21,31181E-47,96254E-23,10987E01,51902E-18,96008E-36,48406E-14,45770E-21,51902E-11,42423E11,00379E-1
2.0Oscill8 Core1,55879E21,31182E-47,96257E-23,10987E0-8,96010E-36,48405E-14,45772E-2--1,00380E-1
2.0SBWOdeSolver1,55879E21,31182E-47,96257E-23,10987E01,51902E-18,96009E-36,48405E-14,45772E-21,51902E-11,42423E11,00380E-1
2.0VCell1,55879E21,31181E-47,96255E-23,10987E01,51902E-18,96001E-36,48405E-14,45770E-21,51902E-11,42423E11,00379E-1
2.0copasi1,55879E21,31181E-47,96255E-23,10987E01,51902E-18,96001E-36,48405E-14,45770E-21,51902E-11,42423E11,00379E-1
2.0edu.kgi.roadRunner1,55879E21,31181E-47,96255E-23,10987E01,51902E-18,96001E-36,48405E-14,45770E-21,51902E-11,42423E11,00379E-1
2.0jsim1,55879E21,31181E-47,96255E-23,10987E01,51902E-18,96001E-36,48405E-14,45770E-21,51902E-11,42423E11,00379E-1
2.0min 1,55879E2 1,31181E-4 7,96254E-2 3,10987E0 1,51902E-1 8,96001E-3 6,48405E-1 4,45770E-2 1,51902E-1 1,42423E1 1,00379E-1
2.0max 1,55879E2 1,31182E-4 7,96257E-2 3,10987E0 1,51902E-1 8,96010E-3 6,48406E-1 4,45772E-2 1,51902E-1 1,42423E1 1,00380E-1
2.0mean 1,55879E2 1,31181E-4 7,96255E-2 3,10987E0 1,51902E-1 8,96001E-3 6,48405E-1 4,45770E-2 1,51902E-1 1,42423E1 1,00379E-1
2.0relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
2.2BioUML1,55476E21,74315E-49,46183E-23,41116E01,67253E-11,16947E-26,93809E-15,38202E-21,67253E-11,41762E11,18314E-1
2.2ByoDyn1,55476E21,74315E-49,46183E-23,41116E01,67253E-11,16947E-26,93809E-15,38202E-21,67253E-11,41762E11,18314E-1
2.2Jarnac1,55476E21,74315E-49,46183E-23,41116E01,67253E-11,16947E-26,93809E-15,38202E-21,67253E-11,41762E11,18314E-1
2.2MathSBML1,55476E21,74315E-49,46183E-23,41116E01,67253E-11,16947E-26,93809E-15,38202E-21,67253E-11,41762E11,18314E-1
2.2Oscill8 Core1,55476E21,74317E-49,46185E-23,41116E0-1,16948E-26,93809E-15,38204E-2--1,18315E-1
2.2SBWOdeSolver1,55476E21,74317E-49,46185E-23,41116E01,67253E-11,16948E-26,93809E-15,38204E-21,67253E-11,41762E11,18315E-1
2.2VCell1,55476E21,74315E-49,46183E-23,41116E01,67253E-11,16947E-26,93809E-15,38202E-21,67253E-11,41762E11,18314E-1
2.2copasi1,55476E21,74315E-49,46183E-23,41116E01,67253E-11,16947E-26,93809E-15,38202E-21,67253E-11,41762E11,18314E-1
2.2edu.kgi.roadRunner1,55476E21,74315E-49,46183E-23,41116E01,67253E-11,16947E-26,93809E-15,38202E-21,67253E-11,41762E11,18314E-1
2.2jsim1,55476E21,74315E-49,46183E-23,41116E01,67253E-11,16947E-26,93809E-15,38202E-21,67253E-11,41762E11,18314E-1
2.2min 1,55476E2 1,74315E-4 9,46183E-2 3,41116E0 1,67253E-1 1,16947E-2 6,93809E-1 5,38202E-2 1,67253E-1 1,41762E1 1,18314E-1
2.2max 1,55476E2 1,74317E-4 9,46185E-2 3,41116E0 1,67253E-1 1,16948E-2 6,93809E-1 5,38204E-2 1,67253E-1 1,41762E1 1,18315E-1
2.2mean 1,55476E2 1,74315E-4 9,46183E-2 3,41116E0 1,67253E-1 1,16947E-2 6,93809E-1 5,38202E-2 1,67253E-1 1,41762E1 1,18314E-1
2.2relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
2.4BioUML1,55076E22,25937E-41,10599E-13,71072E01,82633E-11,48901E-27,36400E-16,39106E-21,82633E-11,41115E11,37173E-1
2.4ByoDyn1,55076E22,25937E-41,10599E-13,71072E01,82633E-11,48901E-27,36400E-16,39106E-21,82633E-11,41115E11,37173E-1
2.4Jarnac1,55076E22,25937E-41,10599E-13,71072E01,82633E-11,48901E-27,36400E-16,39106E-21,82633E-11,41115E11,37173E-1
2.4MathSBML1,55076E22,25937E-41,10599E-13,71072E01,82633E-11,48901E-27,36400E-16,39106E-21,82633E-11,41115E11,37173E-1
2.4Oscill8 Core1,55076E22,25939E-41,10599E-13,71072E0-1,48902E-27,36399E-16,39108E-2--1,37173E-1
2.4SBWOdeSolver1,55076E22,25939E-41,10599E-13,71072E01,82633E-11,48902E-27,36399E-16,39108E-21,82633E-11,41115E11,37173E-1
2.4VCell1,55076E22,25937E-41,10599E-13,71072E01,82633E-11,48901E-27,36400E-16,39106E-21,82633E-11,41115E11,37173E-1
2.4copasi1,55076E22,25937E-41,10599E-13,71072E01,82633E-11,48901E-27,36400E-16,39106E-21,82633E-11,41115E11,37173E-1
2.4edu.kgi.roadRunner1,55076E22,25937E-41,10599E-13,71072E01,82633E-11,48901E-27,36400E-16,39106E-21,82633E-11,41115E11,37173E-1
2.4jsim1,55076E22,25937E-41,10599E-13,71072E01,82633E-11,48901E-27,36400E-16,39106E-21,82633E-11,41115E11,37173E-1
2.4min 1,55076E2 2,25937E-4 1,10599E-1 3,71072E0 1,82633E-1 1,48901E-2 7,36399E-1 6,39106E-2 1,82633E-1 1,41115E1 1,37173E-1
2.4max 1,55076E2 2,25939E-4 1,10599E-1 3,71072E0 1,82633E-1 1,48902E-2 7,36400E-1 6,39108E-2 1,82633E-1 1,41115E1 1,37173E-1
2.4mean 1,55076E2 2,25937E-4 1,10599E-1 3,71072E0 1,82633E-1 1,48901E-2 7,36400E-1 6,39106E-2 1,82633E-1 1,41115E1 1,37173E-1
2.4relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
2.6BioUML1,54677E22,86788E-41,27507E-14,00857E01,98040E-11,85679E-27,76328E-17,48424E-21,98040E-11,40483E11,56853E-1
2.6ByoDyn1,54677E22,86788E-41,27507E-14,00857E01,98040E-11,85679E-27,76328E-17,48424E-21,98040E-11,40483E11,56853E-1
2.6Jarnac1,54677E22,86788E-41,27507E-14,00857E01,98040E-11,85679E-27,76328E-17,48424E-21,98040E-11,40483E11,56853E-1
2.6MathSBML1,54677E22,86788E-41,27507E-14,00857E01,98040E-11,85679E-27,76328E-17,48424E-21,98040E-11,40483E11,56853E-1
2.6Oscill8 Core1,54677E22,86791E-41,27507E-14,00857E0-1,85680E-27,76327E-17,48426E-2--1,56853E-1
2.6SBWOdeSolver1,54677E22,86790E-41,27507E-14,00857E01,98040E-11,85680E-27,76327E-17,48426E-21,98040E-11,40483E11,56853E-1
2.6VCell1,54677E22,86788E-41,27507E-14,00857E01,98040E-11,85679E-27,76328E-17,48424E-21,98040E-11,40483E11,56853E-1
2.6copasi1,54677E22,86788E-41,27507E-14,00857E01,98040E-11,85679E-27,76328E-17,48424E-21,98040E-11,40483E11,56853E-1
2.6edu.kgi.roadRunner1,54677E22,86788E-41,27507E-14,00857E01,98040E-11,85679E-27,76328E-17,48424E-21,98040E-11,40483E11,56853E-1
2.6jsim1,54677E22,86788E-41,27507E-14,00857E01,98040E-11,85679E-27,76328E-17,48424E-21,98040E-11,40483E11,56853E-1
2.6min 1,54677E2 2,86788E-4 1,27507E-1 4,00857E0 1,98040E-1 1,85679E-2 7,76327E-1 7,48424E-2 1,98040E-1 1,40483E1 1,56853E-1
2.6max 1,54677E2 2,86791E-4 1,27507E-1 4,00857E0 1,98040E-1 1,85680E-2 7,76328E-1 7,48426E-2 1,98040E-1 1,40483E1 1,56853E-1
2.6mean 1,54677E2 2,86788E-4 1,27507E-1 4,00857E0 1,98040E-1 1,85679E-2 7,76328E-1 7,48424E-2 1,98040E-1 1,40483E1 1,56853E-1
2.6relative error(%) 0,000,000,000,000,000,000,000,000,000,000,00
2.8BioUML1,54280E23,57605E-41,45286E-14,30471E02,13476E-12,27475E-28,13734E-18,66101E-22,13476E-11,39863E11,77259E