Test: BIOMD0000000095.xml - Ok


test: BIOMD0000000095.xml
model: xml, reaction graph
simulator engine: DormandPrince
generated code: BIOMD0000000095.java
results: CSV file
plots: -
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/BIOMD0000000095.gif


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: cP7m  cP7n  cLc  cP9m  cP9n  cYc  cXc  cP9c  cPn  cYm  cTn  cTm  ld  cXm  cXn  cP7c  cTc  cLm  cLn  cYn 
Simulators: ByoDyn  copasi  edu.kgi.roadRunner  Oscill8 Core  SBWOdeSolver  MathSBML  BioUML 
timeresult cP7m cP7n cLc cP9m cP9n cYc cXc cP9c cPn cYm cTn cTm ld cXm cXn cP7c cTc cLm cLn cYn
0.0BioUML4,28000E02,09100E06,78460E01,10060E03,75280E07,07500E01,30372E16,00910E00,00000E01,93700E-18,03980E03,71700E-10,00000E08,48700E03,18995E12,00554E11,72400E-18,53900E-16,81040E01,07000E0
0.0ByoDyn4,28000E02,09100E06,78460E01,10060E03,75280E07,07500E01,30372E16,00910E00,00000E01,93700E-18,03980E03,71700E-10,00000E08,48700E03,18995E12,00554E11,72400E-18,53900E-16,81040E01,07000E0
0.0MathSBML4,28000E02,09100E06,78460E01,10060E03,75280E07,07500E01,30372E16,00910E00,00000E01,93700E-18,03980E03,71700E-1-8,48700E03,18995E12,00554E11,72400E-18,53900E-16,81040E01,07000E0
0.0Oscill8 Core4,28000E02,09100E06,78460E01,10060E03,75280E07,07500E01,30372E16,00910E00,00000E01,93700E-18,03980E03,71700E-1-8,48700E03,18995E12,00554E11,72400E-18,53900E-16,81040E01,07000E0
0.0SBWOdeSolver4,28000E02,09100E06,78460E01,10060E03,75280E07,07500E01,30372E16,00910E00,00000E01,93700E-18,03980E03,71700E-1-8,48700E03,18995E12,00554E11,72400E-18,53900E-16,81040E01,07000E0
0.0copasi4,28000E02,09100E06,78460E01,10060E03,75280E07,07500E01,30372E16,00910E00,00000E01,93700E-18,03980E03,71700E-1-8,48700E03,18995E12,00554E11,72400E-18,53900E-16,81040E01,07000E0
0.0edu.kgi.roadRunner4,28000E02,09100E06,78460E01,10060E03,75280E07,07500E01,30372E16,00910E00,00000E01,93700E-18,03980E03,71700E-1-8,48700E03,18995E12,00554E11,72400E-18,53900E-16,81040E01,07000E0
0.0min 4,28000E0 2,09100E0 6,78460E0 1,10060E0 3,75280E0 7,07500E0 1,30372E1 6,00910E0 0,00000E0 1,93700E-1 8,03980E0 3,71700E-1 0,00000E0 8,48700E0 3,18995E1 2,00554E1 1,72400E-1 8,53900E-1 6,81040E0 1,07000E0
0.0max 4,28000E0 2,09100E0 6,78460E0 1,10060E0 3,75280E0 7,07500E0 1,30372E1 6,00910E0 0,00000E0 1,93700E-1 8,03980E0 3,71700E-1 0,00000E0 8,48700E0 3,18995E1 2,00554E1 1,72400E-1 8,53900E-1 6,81040E0 1,07000E0
0.0mean 4,28000E0 2,09100E0 6,78460E0 1,10060E0 3,75280E0 7,07500E0 1,30372E1 6,00910E0 0,00000E0 1,93700E-1 8,03980E0 3,71700E-1 0,00000E0 8,48700E0 3,18995E1 2,00554E1 1,72400E-1 8,53900E-1 6,81040E0 1,07000E0
0.0relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
0.2BioUML4,36524E02,15852E06,87842E01,13741E03,80117E06,85585E01,32325E16,08756E09,10680E-21,86509E-17,79802E03,51382E-10,00000E08,50184E03,23879E12,06987E11,61593E-18,49291E-16,91058E01,03683E0
0.2ByoDyn4,36524E02,15852E06,87842E01,13741E03,80117E06,85585E01,32325E16,08756E09,10680E-21,86509E-17,79802E03,51382E-10,00000E08,50184E03,23879E12,06987E11,61593E-18,49291E-16,91058E01,03683E0
0.2MathSBML4,36524E02,15852E06,87842E01,13741E03,80117E06,85585E01,32325E16,08756E09,10680E-21,86509E-17,79802E03,51382E-1-8,50184E03,23879E12,06987E11,61593E-18,49291E-16,91058E01,03683E0
0.2Oscill8 Core4,36524E02,15852E06,87842E01,13741E03,80117E06,85585E01,32325E16,08756E09,10677E-21,86509E-17,79802E03,51382E-1-8,50184E03,23879E12,06987E11,61593E-18,49291E-16,91058E01,03683E0
0.2SBWOdeSolver4,36524E02,15852E06,87842E01,13741E03,80117E06,85585E01,32325E16,08756E09,10677E-21,86509E-17,79802E03,51382E-1-8,50184E03,23879E12,06987E11,61593E-18,49291E-16,91058E01,03683E0
0.2copasi4,36524E02,15852E06,87842E01,13741E03,80117E06,85585E01,32325E16,08756E09,10680E-21,86509E-17,79802E03,51382E-1-8,50184E03,23879E12,06987E11,61593E-18,49291E-16,91058E01,03683E0
0.2edu.kgi.roadRunner4,36524E02,15852E06,87842E01,13741E03,80117E06,85585E01,32325E16,08756E09,10680E-21,86509E-17,79802E03,51382E-1-8,50184E03,23879E12,06987E11,61593E-18,49291E-16,91058E01,03683E0
0.2min 4,36524E0 2,15852E0 6,87842E0 1,13741E0 3,80117E0 6,85585E0 1,32325E1 6,08756E0 9,10677E-2 1,86509E-1 7,79802E0 3,51382E-1 0,00000E0 8,50184E0 3,23879E1 2,06987E1 1,61593E-1 8,49291E-1 6,91058E0 1,03683E0
0.2max 4,36524E0 2,15852E0 6,87842E0 1,13741E0 3,80117E0 6,85585E0 1,32325E1 6,08756E0 9,10680E-2 1,86509E-1 7,79802E0 3,51382E-1 0,00000E0 8,50184E0 3,23879E1 2,06987E1 1,61593E-1 8,49291E-1 6,91058E0 1,03683E0
0.2mean 4,36524E0 2,15852E0 6,87842E0 1,13741E0 3,80117E0 6,85585E0 1,32325E1 6,08756E0 9,10680E-2 1,86509E-1 7,79802E0 3,51382E-1 0,00000E0 8,50184E0 3,23879E1 2,06987E1 1,61593E-1 8,49291E-1 6,91058E0 1,03683E0
0.2relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
0.4BioUML4,44728E02,22744E06,96241E01,17312E03,85207E06,64194E01,34210E16,16997E01,67608E-11,79690E-17,55581E03,32205E-10,00000E08,50910E03,28602E12,13554E11,55601E-18,43115E-17,00108E01,00444E0
0.4ByoDyn4,44728E02,22744E06,96241E01,17312E03,85207E06,64194E01,34210E16,16997E01,67608E-11,79690E-17,55581E03,32205E-10,00000E08,50910E03,28602E12,13554E11,55601E-18,43115E-17,00108E01,00444E0
0.4MathSBML4,44728E02,22744E06,96241E01,17312E03,85207E06,64194E01,34210E16,16997E01,67608E-11,79690E-17,55581E03,32205E-1-8,50910E03,28602E12,13554E11,55601E-18,43115E-17,00108E01,00444E0
0.4Oscill8 Core4,44728E02,22744E06,96241E01,17312E03,85207E06,64194E01,34210E16,16997E01,67607E-11,79690E-17,55581E03,32205E-1-8,50910E03,28602E12,13554E11,55601E-18,43115E-17,00108E01,00444E0
0.4SBWOdeSolver4,44728E02,22744E06,96241E01,17312E03,85207E06,64194E01,34210E16,16997E01,67607E-11,79690E-17,55581E03,32205E-1-8,50910E03,28602E12,13554E11,55601E-18,43115E-17,00108E01,00444E0
0.4copasi4,44728E02,22744E06,96241E01,17312E03,85207E06,64194E01,34210E16,16997E01,67608E-11,79690E-17,55581E03,32205E-1-8,50910E03,28602E12,13554E11,55601E-18,43115E-17,00108E01,00444E0
0.4edu.kgi.roadRunner4,44728E02,22744E06,96241E01,17312E03,85207E06,64194E01,34210E16,16997E01,67608E-11,79690E-17,55581E03,32205E-1-8,50910E03,28602E12,13554E11,55601E-18,43115E-17,00108E01,00444E0
0.4min 4,44728E0 2,22744E0 6,96241E0 1,17312E0 3,85207E0 6,64194E0 1,34210E1 6,16997E0 1,67607E-1 1,79690E-1 7,55581E0 3,32205E-1 0,00000E0 8,50910E0 3,28602E1 2,13554E1 1,55601E-1 8,43115E-1 7,00108E0 1,00444E0
0.4max 4,44728E0 2,22744E0 6,96241E0 1,17312E0 3,85207E0 6,64194E0 1,34210E1 6,16997E0 1,67608E-1 1,79690E-1 7,55581E0 3,32205E-1 0,00000E0 8,50910E0 3,28602E1 2,13554E1 1,55601E-1 8,43115E-1 7,00108E0 1,00444E0
0.4mean 4,44728E0 2,22744E0 6,96241E0 1,17312E0 3,85207E0 6,64194E0 1,34210E1 6,16997E0 1,67608E-1 1,79690E-1 7,55581E0 3,32205E-1 0,00000E0 8,50910E0 3,28602E1 2,13554E1 1,55601E-1 8,43115E-1 7,00108E0 1,00444E0
0.4relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
0.6BioUML4,52599E02,29767E07,03605E01,20757E03,90538E06,43332E01,36016E16,25613E02,33184E-11,73239E-17,31763E03,14114E-10,00000E08,50825E03,33141E12,20241E11,49974E-18,35381E-17,08134E09,72861E-1
0.6ByoDyn4,52599E02,29767E07,03605E01,20757E03,90538E06,43332E01,36016E16,25613E02,33184E-11,73239E-17,31763E03,14114E-10,00000E08,50825E03,33141E12,20241E11,49974E-18,35381E-17,08134E09,72861E-1
0.6MathSBML4,52599E02,29767E07,03605E01,20757E03,90538E06,43332E01,36016E16,25613E02,33184E-11,73239E-17,31763E03,14114E-1-8,50825E03,33141E12,20241E11,49974E-18,35381E-17,08134E09,72861E-1
0.6Oscill8 Core4,52599E02,29767E07,03605E01,20757E03,90538E06,43332E01,36016E16,25613E02,33183E-11,73239E-17,31763E03,14114E-1-8,50825E03,33141E12,20241E11,49974E-18,35381E-17,08134E09,72861E-1
0.6SBWOdeSolver4,52599E02,29767E07,03605E01,20757E03,90538E06,43332E01,36016E16,25613E02,33183E-11,73239E-17,31763E03,14114E-1-8,50825E03,33141E12,20241E11,49974E-18,35381E-17,08134E09,72861E-1
0.6copasi4,52599E02,29767E07,03605E01,20757E03,90538E06,43332E01,36016E16,25613E02,33184E-11,73239E-17,31763E03,14114E-1-8,50825E03,33141E12,20241E11,49974E-18,35381E-17,08134E09,72861E-1
0.6edu.kgi.roadRunner4,52599E02,29767E07,03605E01,20757E03,90538E06,43332E01,36016E16,25613E02,33184E-11,73239E-17,31763E03,14114E-1-8,50825E03,33141E12,20241E11,49974E-18,35381E-17,08134E09,72861E-1
0.6min 4,52599E0 2,29767E0 7,03605E0 1,20757E0 3,90538E0 6,43332E0 1,36016E1 6,25613E0 2,33183E-1 1,73239E-1 7,31763E0 3,14114E-1 0,00000E0 8,50825E0 3,33141E1 2,20241E1 1,49974E-1 8,35381E-1 7,08134E0 9,72861E-1
0.6max 4,52599E0 2,29767E0 7,03605E0 1,20757E0 3,90538E0 6,43332E0 1,36016E1 6,25613E0 2,33184E-1 1,73239E-1 7,31763E0 3,14114E-1 0,00000E0 8,50825E0 3,33141E1 2,20241E1 1,49974E-1 8,35381E-1 7,08134E0 9,72861E-1
0.6mean 4,52599E0 2,29767E0 7,03605E0 1,20757E0 3,90538E0 6,43332E0 1,36016E1 6,25613E0 2,33184E-1 1,73239E-1 7,31763E0 3,14114E-1 0,00000E0 8,50825E0 3,33141E1 2,20241E1 1,49974E-1 8,35381E-1 7,08134E0 9,72861E-1
0.6relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
0.8BioUML4,60126E02,36909E07,09890E01,24061E03,96095E06,22999E01,37733E16,34582E02,90157E-11,67155E-17,08384E02,97054E-10,00000E08,49884E03,37470E12,27039E11,44523E-18,26104E-17,15086E09,42080E-1
0.8ByoDyn4,60126E02,36909E07,09890E01,24061E03,96095E06,22999E01,37733E16,34582E02,90157E-11,67155E-17,08384E02,97054E-10,00000E08,49884E03,37470E12,27039E11,44523E-18,26104E-17,15086E09,42080E-1
0.8MathSBML4,60126E02,36909E07,09890E01,24061E03,96095E06,22999E01,37733E16,34582E02,90157E-11,67155E-17,08384E02,97054E-1-8,49884E03,37470E12,27039E11,44523E-18,26104E-17,15086E09,42080E-1
0.8Oscill8 Core4,60125E02,36909E07,09890E01,24061E03,96095E06,22999E01,37733E16,34582E02,90157E-11,67155E-17,08384E02,97054E-1-8,49884E03,37470E12,27039E11,44523E-18,26104E-17,15086E09,42080E-1
0.8SBWOdeSolver4,60125E02,36909E07,09890E01,24061E03,96095E06,22999E01,37733E16,34582E02,90157E-11,67155E-17,08384E02,97054E-1-8,49884E03,37470E12,27039E11,44523E-18,26104E-17,15086E09,42080E-1
0.8copasi4,60126E02,36909E07,09890E01,24061E03,96095E06,22999E01,37733E16,34582E02,90157E-11,67155E-17,08384E02,97054E-1-8,49884E03,37470E12,27039E11,44523E-18,26104E-17,15086E09,42080E-1
0.8edu.kgi.roadRunner4,60126E02,36909E07,09890E01,24061E03,96095E06,22999E01,37733E16,34582E02,90157E-11,67155E-17,08384E02,97054E-1-8,49884E03,37470E12,27039E11,44523E-18,26104E-17,15086E09,42080E-1
0.8min 4,60125E0 2,36909E0 7,09890E0 1,24061E0 3,96095E0 6,22999E0 1,37733E1 6,34582E0 2,90157E-1 1,67155E-1 7,08384E0 2,97054E-1 0,00000E0 8,49884E0 3,37470E1 2,27039E1 1,44523E-1 8,26104E-1 7,15086E0 9,42080E-1
0.8max 4,60126E0 2,36909E0 7,09890E0 1,24061E0 3,96095E0 6,22999E0 1,37733E1 6,34582E0 2,90157E-1 1,67155E-1 7,08384E0 2,97054E-1 0,00000E0 8,49884E0 3,37470E1 2,27039E1 1,44523E-1 8,26104E-1 7,15086E0 9,42080E-1
0.8mean 4,60126E0 2,36909E0 7,09890E0 1,24061E0 3,96095E0 6,22999E0 1,37733E1 6,34582E0 2,90157E-1 1,67155E-1 7,08384E0 2,97054E-1 0,00000E0 8,49884E0 3,37470E1 2,27039E1 1,44523E-1 8,26104E-1 7,15086E0 9,42080E-1
0.8relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
1.0BioUML4,67295E02,44159E07,15050E01,27207E04,01864E06,03198E01,39350E16,43881E03,40187E-11,61438E-16,85463E02,80976E-10,00000E08,48042E03,41563E12,33935E11,39240E-18,15314E-17,20918E09,12104E-1
1.0ByoDyn4,67295E02,44159E07,15050E01,27207E04,01864E06,03198E01,39350E16,43881E03,40187E-11,61438E-16,85463E02,80976E-10,00000E08,48042E03,41563E12,33935E11,39240E-18,15314E-17,20918E09,12104E-1
1.0MathSBML4,67295E02,44159E07,15050E01,27207E04,01864E06,03198E01,39350E16,43881E03,40187E-11,61438E-16,85463E02,80976E-1-8,48042E03,41563E12,33935E11,39240E-18,15314E-17,20918E09,12104E-1
1.0Oscill8 Core4,67295E02,44159E07,15050E01,27207E04,01864E06,03198E01,39350E16,43881E03,40186E-11,61438E-16,85463E02,80976E-1-8,48042E03,41563E12,33935E11,39240E-18,15314E-17,20918E09,12104E-1
1.0SBWOdeSolver4,67295E02,44159E07,15050E01,27207E04,01864E06,03198E01,39350E16,43881E03,40186E-11,61438E-16,85463E02,80976E-1-8,48042E03,41563E12,33935E11,39240E-18,15314E-17,20918E09,12104E-1
1.0copasi4,67295E02,44159E07,15050E01,27207E04,01864E06,03198E01,39350E16,43881E03,40186E-11,61438E-16,85463E02,80976E-1-8,48042E03,41563E12,33935E11,39240E-18,15314E-17,20918E09,12104E-1
1.0edu.kgi.roadRunner4,67295E02,44159E07,15050E01,27207E04,01864E06,03198E01,39350E16,43881E03,40187E-11,61438E-16,85463E02,80976E-1-8,48042E03,41563E12,33935E11,39240E-18,15314E-17,20918E09,12104E-1
1.0min 4,67295E0 2,44159E0 7,15050E0 1,27207E0 4,01864E0 6,03198E0 1,39350E1 6,43881E0 3,40186E-1 1,61438E-1 6,85463E0 2,80976E-1 0,00000E0 8,48042E0 3,41563E1 2,33935E1 1,39240E-1 8,15314E-1 7,20918E0 9,12104E-1
1.0max 4,67295E0 2,44159E0 7,15050E0 1,27207E0 4,01864E0 6,03198E0 1,39350E1 6,43881E0 3,40187E-1 1,61438E-1 6,85463E0 2,80976E-1 0,00000E0 8,48042E0 3,41563E1 2,33935E1 1,39240E-1 8,15314E-1 7,20918E0 9,12104E-1
1.0mean 4,67295E0 2,44159E0 7,15050E0 1,27207E0 4,01864E0 6,03198E0 1,39350E1 6,43881E0 3,40186E-1 1,61438E-1 6,85463E0 2,80976E-1 0,00000E0 8,48042E0 3,41563E1 2,33935E1 1,39240E-1 8,15314E-1 7,20918E0 9,12104E-1
1.0relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
1.2BioUML4,74096E02,51504E07,19047E01,30181E04,07829E05,83930E01,40855E16,53484E03,84487E-11,56088E-16,63014E02,65829E-10,00000E08,45256E03,45391E12,40918E11,34122E-18,03052E-17,25588E08,82934E-1
1.2ByoDyn4,74096E02,51504E07,19047E01,30181E04,07829E05,83930E01,40855E16,53484E03,84487E-11,56088E-16,63014E02,65829E-10,00000E08,45256E03,45391E12,40918E11,34122E-18,03052E-17,25588E08,82934E-1
1.2MathSBML4,74096E02,51504E07,19047E01,30181E04,07829E05,83930E01,40855E16,53484E03,84487E-11,56088E-16,63014E02,65829E-1-8,45256E03,45391E12,40918E11,34122E-18,03052E-17,25588E08,82934E-1
1.2Oscill8 Core4,74096E02,51504E07,19047E01,30180E04,07829E05,83930E01,40855E16,53484E03,84486E-11,56089E-16,63014E02,65829E-1-8,45256E03,45391E12,40918E11,34122E-18,03052E-17,25588E08,82934E-1
1.2SBWOdeSolver4,74096E02,51504E07,19047E01,30180E04,07829E05,83930E01,40855E16,53484E03,84486E-11,56089E-16,63014E02,65829E-1-8,45256E03,45391E12,40918E11,34122E-18,03052E-17,25588E08,82934E-1
1.2copasi4,74096E02,51504E07,19047E01,30181E04,07829E05,83930E01,40855E16,53484E03,84486E-11,56088E-16,63014E02,65829E-1-8,45256E03,45391E12,40918E11,34122E-18,03052E-17,25588E08,82934E-1
1.2edu.kgi.roadRunner4,74096E02,51504E07,19047E01,30181E04,07829E05,83930E01,40855E16,53484E03,84487E-11,56088E-16,63014E02,65829E-1-8,45256E03,45391E12,40918E11,34122E-18,03052E-17,25588E08,82934E-1
1.2min 4,74096E0 2,51504E0 7,19047E0 1,30180E0 4,07829E0 5,83930E0 1,40855E1 6,53484E0 3,84486E-1 1,56088E-1 6,63014E0 2,65829E-1 0,00000E0 8,45256E0 3,45391E1 2,40918E1 1,34122E-1 8,03052E-1 7,25588E0 8,82934E-1
1.2max 4,74096E0 2,51504E0 7,19047E0 1,30181E0 4,07829E0 5,83930E0 1,40855E1 6,53484E0 3,84487E-1 1,56089E-1 6,63014E0 2,65829E-1 0,00000E0 8,45256E0 3,45391E1 2,40918E1 1,34122E-1 8,03052E-1 7,25588E0 8,82934E-1
1.2mean 4,74096E0 2,51504E0 7,19047E0 1,30181E0 4,07829E0 5,83930E0 1,40855E1 6,53484E0 3,84486E-1 1,56088E-1 6,63014E0 2,65829E-1 0,00000E0 8,45256E0 3,45391E1 2,40918E1 1,34122E-1 8,03052E-1 7,25588E0 8,82934E-1
1.2relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
1.4BioUML4,80517E02,58932E07,21848E01,32966E04,13973E05,65196E01,42236E16,63363E04,23980E-11,51112E-16,41048E02,51566E-10,00000E08,41490E03,48927E12,47976E11,29166E-17,89374E-17,29059E08,54574E-1
1.4ByoDyn4,80517E02,58932E07,21848E01,32966E04,13973E05,65196E01,42236E16,63363E04,23980E-11,51112E-16,41048E02,51566E-10,00000E08,41490E03,48927E12,47976E11,29166E-17,89374E-17,29059E08,54574E-1
1.4MathSBML4,80517E02,58932E07,21848E01,32966E04,13973E05,65196E01,42236E16,63363E04,23980E-11,51112E-16,41048E02,51566E-1-8,41490E03,48927E12,47976E11,29166E-17,89374E-17,29059E08,54574E-1
1.4Oscill8 Core4,80517E02,58932E07,21848E01,32966E04,13973E05,65196E01,42236E16,63363E04,23979E-11,51112E-16,41048E02,51567E-1-8,41490E03,48926E12,47976E11,29166E-17,89374E-17,29059E08,54574E-1
1.4SBWOdeSolver4,80517E02,58932E07,21848E01,32966E04,13973E05,65196E01,42236E16,63363E04,23979E-11,51112E-16,41048E02,51567E-1-8,41490E03,48926E12,47976E11,29166E-17,89374E-17,29059E08,54574E-1
1.4copasi4,80517E02,58932E07,21848E01,32966E04,13973E05,65196E01,42236E16,63363E04,23979E-11,51112E-16,41048E02,51566E-1-8,41490E03,48927E12,47976E11,29166E-17,89374E-17,29059E08,54574E-1
1.4edu.kgi.roadRunner4,80517E02,58932E07,21848E01,32966E04,13973E05,65196E01,42236E16,63363E04,23980E-11,51112E-16,41048E02,51566E-1-8,41490E03,48927E12,47976E11,29166E-17,89374E-17,29059E08,54574E-1
1.4min 4,80517E0 2,58932E0 7,21848E0 1,32966E0 4,13973E0 5,65196E0 1,42236E1 6,63363E0 4,23979E-1 1,51112E-1 6,41048E0 2,51566E-1 0,00000E0 8,41490E0 3,48926E1 2,47976E1 1,29166E-1 7,89374E-1 7,29059E0 8,54574E-1
1.4max 4,80517E0 2,58932E0 7,21848E0 1,32966E0 4,13973E0 5,65196E0 1,42236E1 6,63363E0 4,23980E-1 1,51112E-1 6,41048E0 2,51567E-1 0,00000E0 8,41490E0 3,48927E1 2,47976E1 1,29166E-1 7,89374E-1 7,29059E0 8,54574E-1
1.4mean 4,80517E0 2,58932E0 7,21848E0 1,32966E0 4,13973E0 5,65196E0 1,42236E1 6,63363E0 4,23979E-1 1,51112E-1 6,41048E0 2,51566E-1 0,00000E0 8,41490E0 3,48927E1 2,47976E1 1,29166E-1 7,89374E-1 7,29059E0 8,54574E-1
1.4relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
1.6BioUML4,86545E02,66430E07,23426E01,35549E04,20278E05,46998E01,43482E16,73489E04,59383E-11,46517E-16,19575E02,38143E-10,00000E08,36714E03,52139E12,55098E11,24370E-17,74347E-17,31300E08,27023E-1
1.6ByoDyn4,86545E02,66430E07,23426E01,35549E04,20278E05,46998E01,43482E16,73489E04,59383E-11,46517E-16,19575E02,38143E-10,00000E08,36714E03,52139E12,55098E11,24370E-17,74347E-17,31300E08,27023E-1
1.6MathSBML4,86545E02,66430E07,23426E01,35549E04,20278E05,46998E01,43482E16,73489E04,59383E-11,46517E-16,19575E02,38143E-1-8,36714E03,52139E12,55098E11,24370E-17,74347E-17,31300E08,27023E-1
1.6Oscill8 Core4,86545E02,66430E07,23425E01,35549E04,20278E05,46998E01,43482E16,73489E04,59382E-11,46517E-16,19575E02,38143E-1-8,36714E03,52139E12,55098E11,24370E-17,74347E-17,31300E08,27023E-1
1.6SBWOdeSolver4,86545E02,66430E07,23425E01,35549E04,20278E05,46998E01,43482E16,73489E04,59382E-11,46517E-16,19575E02,38143E-1-8,36714E03,52139E12,55098E11,24370E-17,74347E-17,31300E08,27023E-1
1.6copasi4,86545E02,66430E07,23426E01,35549E04,20278E05,46998E01,43482E16,73489E04,59382E-11,46517E-16,19575E02,38143E-1-8,36714E03,52139E12,55098E11,24370E-17,74347E-17,31300E08,27023E-1
1.6edu.kgi.roadRunner4,86545E02,66430E07,23426E01,35549E04,20278E05,46998E01,43482E16,73489E04,59383E-11,46517E-16,19575E02,38143E-1-8,36714E03,52139E12,55098E11,24370E-17,74347E-17,31300E08,27023E-1
1.6min 4,86545E0 2,66430E0 7,23425E0 1,35549E0 4,20278E0 5,46998E0 1,43482E1 6,73489E0 4,59382E-1 1,46517E-1 6,19575E0 2,38143E-1 0,00000E0 8,36714E0 3,52139E1 2,55098E1 1,24370E-1 7,74347E-1 7,31300E0 8,27023E-1
1.6max 4,86545E0 2,66430E0 7,23426E0 1,35549E0 4,20278E0 5,46998E0 1,43482E1 6,73489E0 4,59383E-1 1,46517E-1 6,19575E0 2,38143E-1 0,00000E0 8,36714E0 3,52139E1 2,55098E1 1,24370E-1 7,74347E-1 7,31300E0 8,27023E-1
1.6mean 4,86545E0 2,66430E0 7,23426E0 1,35549E0 4,20278E0 5,46998E0 1,43482E1 6,73489E0 4,59382E-1 1,46517E-1 6,19575E0 2,38143E-1 0,00000E0 8,36714E0 3,52139E1 2,55098E1 1,24370E-1 7,74347E-1 7,31300E0 8,27023E-1
1.6relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
1.8BioUML4,92170E02,73986E07,23759E01,37915E04,26724E05,29335E01,44580E16,83831E04,91267E-11,42311E-15,98603E02,25513E-10,00000E08,30906E03,54998E12,62271E11,19730E-17,58052E-17,32287E08,00283E-1
1.8ByoDyn4,92170E02,73986E07,23759E01,37915E04,26724E05,29335E01,44580E16,83831E04,91267E-11,42311E-15,98603E02,25513E-10,00000E08,30906E03,54998E12,62271E11,19730E-17,58052E-17,32287E08,00283E-1
1.8MathSBML4,92170E02,73986E07,23759E01,37915E04,26724E05,29335E01,44580E16,83831E04,91267E-11,42311E-15,98603E02,25513E-1-8,30906E03,54998E12,62271E11,19730E-17,58052E-17,32287E08,00283E-1
1.8Oscill8 Core4,92170E02,73986E07,23759E01,37915E04,26724E05,29335E01,44580E16,83831E04,91266E-11,42311E-15,98604E02,25513E-1-8,30906E03,54998E12,62271E11,19730E-17,58052E-17,32286E08,00284E-1
1.8SBWOdeSolver4,92170E02,73986E07,23759E01,37915E04,26724E05,29335E01,44580E16,83831E04,91266E-11,42311E-15,98604E02,25513E-1-8,30906E03,54998E12,62271E11,19730E-17,58052E-17,32286E08,00284E-1
1.8copasi4,92170E02,73986E07,23760E01,37915E04,26724E05,29335E01,44580E16,83831E04,91266E-11,42311E-15,98603E02,25513E-1-8,30906E03,54998E12,62271E11,19730E-17,58052E-17,32287E08,00284E-1
1.8edu.kgi.roadRunner4,92170E02,73986E07,23759E01,37915E04,26724E05,29335E01,44580E16,83831E04,91267E-11,42311E-15,98603E02,25513E-1-8,30906E03,54998E12,62271E11,19730E-17,58052E-17,32287E08,00283E-1
1.8min 4,92170E0 2,73986E0 7,23759E0 1,37915E0 4,26724E0 5,29335E0 1,44580E1 6,83831E0 4,91266E-1 1,42311E-1 5,98603E0 2,25513E-1 0,00000E0 8,30906E0 3,54998E1 2,62271E1 1,19730E-1 7,58052E-1 7,32286E0 8,00283E-1
1.8max 4,92170E0 2,73986E0 7,23760E0 1,37915E0 4,26724E0 5,29335E0 1,44580E1 6,83831E0 4,91267E-1 1,42311E-1 5,98604E0 2,25513E-1 0,00000E0 8,30906E0 3,54998E1 2,62271E1 1,19730E-1 7,58052E-1 7,32287E0 8,00284E-1
1.8mean 4,92170E0 2,73986E0 7,23759E0 1,37915E0 4,26724E0 5,29335E0 1,44580E1 6,83831E0 4,91267E-1 1,42311E-1 5,98603E0 2,25513E-1 0,00000E0 8,30906E0 3,54998E1 2,62271E1 1,19730E-1 7,58052E-1 7,32287E0 8,00284E-1
1.8relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
2.0BioUML4,97378E02,81587E07,22837E01,40051E04,33293E05,12211E01,45519E16,94357E05,20095E-11,38510E-15,78140E02,13637E-10,00000E08,24055E03,57474E12,69484E11,15245E-17,40583E-17,32002E07,74357E-1
2.0ByoDyn4,97378E02,81587E07,22837E01,40051E04,33293E05,12211E01,45519E16,94357E05,20095E-11,38510E-15,78140E02,13637E-10,00000E08,24055E03,57474E12,69484E11,15245E-17,40583E-17,32002E07,74357E-1
2.0MathSBML4,97378E02,81587E07,22837E01,40051E04,33293E05,12211E01,45519E16,94357E05,20095E-11,38510E-15,78140E02,13637E-1-8,24055E03,57474E12,69484E11,15245E-17,40583E-17,32002E07,74357E-1
2.0Oscill8 Core4,97378E02,81588E07,22837E01,40051E04,33293E05,12211E01,45519E16,94357E05,20094E-11,38510E-15,78140E02,13637E-1-8,24055E03,57474E12,69484E11,15245E-17,40582E-17,32002E07,74357E-1
2.0SBWOdeSolver4,97378E02,81588E07,22837E01,40051E04,33293E05,12211E01,45519E16,94357E05,20094E-11,38510E-15,78140E02,13637E-1-8,24055E03,57474E12,69484E11,15245E-17,40582E-17,32002E07,74357E-1
2.0copasi4,97378E02,81587E07,22837E01,40051E04,33293E05,12211E01,45519E16,94357E05,20094E-11,38510E-15,78140E02,13637E-1-8,24055E03,57474E12,69484E11,15245E-17,40583E-17,32002E07,74357E-1
2.0edu.kgi.roadRunner4,97378E02,81587E07,22837E01,40051E04,33293E05,12211E01,45519E16,94357E05,20095E-11,38510E-15,78140E02,13637E-1-8,24055E03,57474E12,69484E11,15245E-17,40583E-17,32002E07,74357E-1
2.0min 4,97378E0 2,81587E0 7,22837E0 1,40051E0 4,33293E0 5,12211E0 1,45519E1 6,94357E0 5,20094E-1 1,38510E-1 5,78140E0 2,13637E-1 0,00000E0 8,24055E0 3,57474E1 2,69484E1 1,15245E-1 7,40582E-1 7,32002E0 7,74357E-1
2.0max 4,97378E0 2,81588E0 7,22837E0 1,40051E0 4,33293E0 5,12211E0 1,45519E1 6,94357E0 5,20095E-1 1,38510E-1 5,78140E0 2,13637E-1 0,00000E0 8,24055E0 3,57474E1 2,69484E1 1,15245E-1 7,40583E-1 7,32002E0 7,74357E-1
2.0mean 4,97378E0 2,81587E0 7,22837E0 1,40051E0 4,33293E0 5,12211E0 1,45519E1 6,94357E0 5,20095E-1 1,38510E-1 5,78140E0 2,13637E-1 0,00000E0 8,24055E0 3,57474E1 2,69484E1 1,15245E-1 7,40583E-1 7,32002E0 7,74357E-1
2.0relative error(%) 0,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00
2.2BioUML5,02159E02,89220E07,20654E01,41945E04,39963E04,95625E01,46285E17,05033E05,46247E-11,35130E-15,58189E02,02473E-10,00000E08,16161E03,59537E12,76722E11,10911E-17,22044E-17,30438E07,49246E-1
2.2ByoDyn5,02159E02,89220E07,20654E01,41945E04,39963E04,95625E01,46285E17,05033E05,46247E-11,35130E-15,58189E02,02473E-10,00000E08,16161E03,59537E12,76722E11,10911E-17,22044E-17,30438E07,49246E-1
2.2MathSBML5,02159E02,89220E07,20654E01,41945E04,39963E04,95625E01,46285E17,05033E05,46247E-11,35130E-15,58189E02,02473E-1-8,16161E03,59537E12,76722E11,10911E-17,22044E-17,30438E07,49246E-1
2.2Oscill8 Core5,02159E02,89220E07,20654E01,41944E04,39963E04,95625E01,46285E17,05033E05,46247E-11,35130E-15,58189E02,02474E-1-8,16161E03,59537E12,76722E11,10911E-17,22044E-17,30437E07,49246E-1
2.2SBWOdeSolver5,02159E02,89220E07,20654E01,41944E04,39963E04,95625E01,46285E17,05033E05,46247E-11,35130E-15,58189E02,02474E-1-8,16161E03,59537E12,76722E11,10911E-17,22044E-17,30437E07,49246E-1
2.2copasi5,02159E02,89220E07,20654E01,41945E04,39963E04,9