Test: BIOMD0000000041.xml - Ok

test: BIOMD0000000041.xml
model: xml, reaction graph
simulator engine: DormandPrince
generated code: BIOMD0000000041.java
results: CSV file
plots: -
comparison: comparison with other simulators
status: Ok
simulation time: 0 s.

Parameters:
ZERO 1.0E-12
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/BIOMD0000000041.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: Cri  ADP  ADPi  P  ATPi  Cr  PCri  ATP  PCr  Pi 
Simulators: ByoDyn  copasi  edu.kgi.roadRunner  Jarnac  SBToolbox2  Oscill8 Core  SBWOdeSolver  MathSBML  jsim  BioUML 
<
timeresult Cri ADP ADPi P ATPi Cr PCri ATP PCr Pi
0.0BioUML0,00000E00,00000E00,00000E00,00000E00,00000E02,60000E40,00000E09,70000E30,00000E03,20000E4
0.0ByoDyn0,00000E00,00000E00,00000E00,00000E00,00000E02,60000E40,00000E09,70000E30,00000E03,20000E4
0.0Jarnac0,00000E00,00000E00,00000E00,00000E00,00000E02,60000E40,00000E09,70000E30,00000E03,20000E4
0.0MathSBML0,00000E00,00000E00,00000E00,00000E00,00000E02,60000E40,00000E09,70000E30,00000E03,20000E4
0.0Oscill8 Core0,00000E0-0,00000E0-0,00000E0-0,00000E09,70000E30,00000E03,20000E4
0.0SBToolbox20,00000E00,00000E00,00000E00,00000E00,00000E02,60000E40,00000E09,70000E30,00000E03,20000E4
0.0SBWOdeSolver0,00000E00,00000E00,00000E00,00000E00,00000E02,60000E40,00000E09,70000E30,00000E03,20000E4
0.0copasi0,00000E00,00000E00,00000E00,00000E00,00000E02,60000E40,00000E09,70000E30,00000E03,20000E4
0.0edu.kgi.roadRunner0,00000E00,00000E00,00000E00,00000E00,00000E02,60000E40,00000E09,70000E30,00000E03,20000E4
0.0jsim0,00000E00,00000E00,00000E00,00000E00,00000E01,95000E40,00000E07,27500E30,00000E02,00000E3
0.0min 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 1,95000E4 0,00000E0 7,27500E3 0,00000E0 2,00000E3
0.0max 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 2,60000E4 0,00000E0 9,70000E3 0,00000E0 3,20000E4
0.0mean 0,00000E0 0,00000E0 0,00000E0 0,00000E0 0,00000E0 2,60000E4 0,00000E0 9,70000E3 0,00000E0 3,20000E4
0.0relative error(%) 0,000,000,000,000,000,000,000,000,000,00
0.2BioUML1,55543E55,03537E35,54926E46,17467E34,82142E21,30377E43,08543E07,15092E-21,44931E-17,38161E4
0.2ByoDyn1,55543E55,03537E35,54926E46,17467E34,82142E21,30377E43,08543E07,15092E-21,44931E-17,38161E4
0.2Jarnac1,55543E55,03537E35,54926E46,17467E34,82142E21,30377E43,08543E07,15092E-21,44931E-17,38161E4
0.2MathSBML1,55543E55,03537E35,54926E46,17467E34,82142E21,30377E43,08543E07,15092E-21,44931E-17,38161E4
0.2Oscill8 Core2,17615E4-6,55488E3-2,12874E1-3,08543E-13,20705E-32,10906E-24,10620E4
0.2SBToolbox21,55587E55,03256E35,55262E46,17422E34,82277E21,30343E43,08467E07,15289E-21,44825E-17,38208E4
0.2SBWOdeSolver1,55544E55,03547E35,58737E42,49758E21,00415E21,30378E41,57839E01,50553E-28,73624E-21,45300E5
0.2copasi1,55543E55,03537E35,54926E46,17467E34,82142E21,30377E43,08543E07,15092E-21,44931E-17,38161E4
0.2edu.kgi.roadRunner1,55543E55,03537E35,54926E46,17467E34,82142E21,30377E43,08543E07,15092E-21,44931E-17,38161E4
0.2jsim1,63212E42,34279E34,88048E31,04262E35,17207E13,17843E33,09241E-17,68119E-31,84087E-28,18033E3
0.2min 1,63212E4 2,34279E3 4,88048E3 2,49758E2 2,12874E1 3,17843E3 3,08543E-1 3,20705E-3 1,84087E-2 8,18033E3
0.2max 1,55587E5 5,03547E3 5,58737E4 6,17467E3 4,82277E2 1,30378E4 3,08543E0 7,15289E-2 1,44931E-1 1,45300E5
0.2mean 1,55543E5 5,03537E3 5,54926E4 6,17467E3 4,82142E2 1,30377E4 3,08543E0 7,15092E-2 1,44931E-1 7,38161E4
0.2relative error(%) 0,000,000,000,000,000,000,000,000,000,00
0.4BioUML1,55996E54,85701E35,75748E46,17069E35,40161E21,30000E43,06865E08,00702E-21,39372E-17,38058E4
0.4ByoDyn1,55996E54,85701E35,75748E46,17069E35,40161E21,30000E43,06865E08,00702E-21,39372E-17,38058E4
0.4Jarnac1,55996E54,85701E35,75748E46,17069E35,40161E21,30000E43,06865E08,00702E-21,39372E-17,38058E4
0.4MathSBML1,55996E54,85701E35,75748E46,17069E35,40161E21,30000E43,06865E08,00702E-21,39372E-17,38058E4
0.4Oscill8 Core2,37910E4-8,29654E3-2,59211E1-3,05808E-13,86399E-31,30035E-24,16336E4
0.4SBToolbox21,56000E54,85615E35,75854E46,17070E35,40382E21,30000E43,06753E08,01018E-21,39294E-17,38060E4
0.4SBWOdeSolver1,55998E54,85708E35,80346E49,58281E08,03213E11,30001E47,48495E-11,19558E-23,86696E-21,48203E5
0.4copasi1,55996E54,85701E35,75748E46,17069E35,40161E21,30000E43,06865E08,00702E-21,39372E-17,38058E4
0.4edu.kgi.roadRunner1,55996E54,85701E35,75748E46,17069E35,40161E21,30000E43,06865E08,00702E-21,39372E-17,38058E4
0.4jsim1,78430E41,03310E36,14756E37,26630E29,43198E11,65649E34,46709E-11,39616E-21,76216E-28,45357E3
0.4min 1,78430E4 1,03310E3 6,14756E3 9,58281E0 2,59211E1 1,65649E3 3,05808E-1 3,86399E-3 1,30035E-2 8,45357E3
0.4max 1,56000E5 4,85708E3 5,80346E4 6,17070E3 5,40382E2 1,30001E4 3,06865E0 8,01018E-2 1,39372E-1 1,48203E5
0.4mean 1,55996E5 4,85701E3 5,75748E4 6,17069E3 5,40161E2 1,30000E4 3,06865E0 8,00702E-2 1,39372E-1 7,38058E4
0.4relative error(%) 0,000,000,000,000,000,000,000,000,000,00
0.6BioUML1,55997E54,85019E35,76453E46,17035E35,51494E21,29999E43,14473E08,17546E-21,42849E-17,37985E4
0.6ByoDyn1,55997E54,85019E35,76453E46,17035E35,51494E21,29999E43,14473E08,17546E-21,42849E-17,37985E4
0.6Jarnac1,55997E54,85019E35,76453E46,17035E35,51494E21,29999E43,14473E08,17546E-21,42849E-17,37985E4
0.6MathSBML1,55997E54,85019E35,76453E46,17035E35,51494E21,29999E43,14473E08,17546E-21,42849E-17,37985E4
0.6Oscill8 Core2,39802E4-8,75601E3-3,01743E1-3,06106E-14,48993E-31,32618E-24,16657E4
0.6SBToolbox21,56000E54,85010E35,76469E46,17031E35,51656E21,30000E43,14483E08,17778E-21,42841E-17,37981E4
0.6SBWOdeSolver1,55999E54,85026E35,81204E43,27973E07,63001E11,30000E45,16921E-11,13246E-22,48083E-21,48283E5
0.6copasi1,55997E54,85019E35,76452E46,17035E35,51493E21,29999E43,14474E08,17546E-21,42849E-17,37985E4
0.6edu.kgi.roadRunner1,55997E54,85019E35,76453E46,17035E35,51494E21,29999E43,14473E08,17546E-21,42849E-17,37985E4
0.6jsim1,79848E46,85328E26,45626E37,09097E21,33387E21,51457E36,38975E-11,97465E-22,62081E-28,43183E3
0.6min 1,79848E4 6,85328E2 6,45626E3 3,27973E0 3,01743E1 1,51457E3 3,06106E-1 4,48993E-3 1,32618E-2 8,43183E3
0.6max 1,56000E5 4,85026E3 5,81204E4 6,17035E3 5,51656E2 1,30000E4 3,14483E0 8,17778E-2 1,42849E-1 1,48283E5
0.6mean 1,55997E5 4,85019E3 5,76453E4 6,17035E3 5,51494E2 1,29999E4 3,14473E0 8,17546E-2 1,42849E-1 7,37985E4
0.6relative error(%) 0,000,000,000,000,000,000,000,000,000,00
0.8BioUML1,55997E54,84993E35,76462E46,17028E35,53710E21,29999E43,18044E08,20873E-21,44800E-17,37970E4
0.8ByoDyn1,55997E54,84993E35,76462E46,17028E35,53710E21,29999E43,18044E08,20873E-21,44800E-17,37970E4
0.8Jarnac1,55997E54,84993E35,76462E46,17028E35,53710E21,29999E43,18044E08,20873E-21,44800E-17,37970E4
0.8MathSBML1,55997E54,84993E35,76462E46,17028E35,53710E21,29999E43,18044E08,20873E-21,44800E-17,37970E4
0.8Oscill8 Core2,39979E4-8,87530E3-3,40250E1-3,14250E-15,05854E-31,37847E-24,16640E4
0.8SBToolbox21,56000E54,84990E35,76460E46,17030E35,53826E21,30000E43,18151E08,21044E-21,44854E-17,37970E4
0.8SBWOdeSolver1,56000E54,85000E35,81244E43,07066E07,54842E11,30000E44,55360E-11,11942E-22,10877E-21,48287E5
0.8copasi1,55997E54,84993E35,76462E46,17028E35,53709E21,29999E43,18045E08,20873E-21,44800E-17,37970E4
0.8edu.kgi.roadRunner1,55997E54,84993E35,76462E46,17028E35,53710E21,29999E43,18044E08,20873E-21,44800E-17,37970E4
0.8jsim1,79978E45,92977E26,51326E37,06721E21,68742E21,50132E38,75760E-12,49902E-23,70381E-28,39860E3
0.8min 1,79978E4 5,92977E2 6,51326E3 3,07066E0 3,40250E1 1,50132E3 3,14250E-1 5,05854E-3 1,37847E-2 8,39860E3
0.8max 1,56000E5 4,85000E3 5,81244E4 6,17030E3 5,53826E2 1,30000E4 3,18151E0 8,21044E-2 1,44854E-1 1,48287E5
0.8mean 1,55997E5 4,84993E3 5,76462E4 6,17028E3 5,53710E2 1,29999E4 3,18044E0 8,20873E-2 1,44800E-1 7,37970E4
0.8relative error(%) 0,000,000,000,000,000,000,000,000,000,00
1.0BioUML1,55997E54,84992E35,76458E46,17027E35,54146E21,29999E43,19248E08,21536E-21,45493E-17,37967E4
1.0ByoDyn1,55997E54,84992E35,76458E46,17027E35,54146E21,29999E43,19248E08,21536E-21,45493E-17,37967E4
1.0Jarnac1,55997E54,84992E35,76458E46,17027E35,54146E21,29999E43,19248E08,21536E-21,45493E-17,37967E4
1.0MathSBML1,55997E54,84992E35,76458E46,17027E35,54146E21,29999E43,19248E08,21536E-21,45493E-17,37967E4
1.0Oscill8 Core2,39995E4-8,90452E3-3,75004E1-3,28514E-15,57291E-31,44471E-24,16605E4
1.0SBToolbox21,56000E54,84990E35,76460E46,17030E35,54189E21,30000E43,19336E08,21599E-21,45538E-17,37970E4
1.0SBWOdeSolver1,56000E54,84999E35,81247E43,05494E07,53164E11,30000E44,39409E-11,11668E-22,01183E-21,48287E5
1.0copasi1,55997E54,84992E35,76458E46,17027E35,54145E21,29999E43,19248E08,21536E-21,45493E-17,37967E4
1.0edu.kgi.roadRunner1,55997E54,84992E35,76458E46,17027E35,54146E21,29999E43,19248E08,21536E-21,45493E-17,37967E4
1.0jsim1,79987E45,68451E26,50588E37,05251E22,00639E21,50008E31,14285E02,97282E-24,92014E-28,36789E3
1.0min 1,79987E4 5,68451E2 6,50588E3 3,05494E0 3,75004E1 1,50008E3 3,28514E-1 5,57291E-3 1,44471E-2 8,36789E3
1.0max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54189E2 1,30000E4 3,19336E0 8,21599E-2 1,45538E-1 1,48287E5
1.0mean 1,55997E5 4,84992E3 5,76458E4 6,17027E3 5,54146E2 1,29999E4 3,19248E0 8,21536E-2 1,45493E-1 7,37967E4
1.0relative error(%) 0,000,000,000,000,000,000,000,000,000,00
1.2BioUML1,55997E54,84992E35,76458E46,17026E35,54232E21,29999E43,19605E08,21670E-21,45704E-17,37967E4
1.2ByoDyn1,55997E54,84992E35,76458E46,17026E35,54232E21,29999E43,19605E08,21670E-21,45704E-17,37967E4
1.2Jarnac1,55997E54,84992E35,76458E46,17026E35,54232E21,29999E43,19605E08,21670E-21,45704E-17,37967E4
1.2MathSBML1,55997E54,84992E35,76458E46,17026E35,54232E21,29999E43,19605E08,21670E-21,45704E-17,37967E4
1.2Oscill8 Core2,39996E4-8,91007E3-4,06349E1-3,47015E-16,03764E-31,52577E-24,16573E4
1.2SBToolbox21,56000E54,84990E35,76460E46,17030E35,54240E21,30000E43,19649E08,21690E-21,45729E-17,37970E4
1.2SBWOdeSolver1,56000E54,84999E35,81247E43,05233E07,52814E11,30000E44,35346E-11,11610E-21,98704E-21,48287E5
1.2copasi1,55997E54,84992E35,76458E46,17026E35,54232E21,29999E43,19605E08,21670E-21,45704E-17,37967E4
1.2edu.kgi.roadRunner1,55997E54,84992E35,76458E46,17026E35,54232E21,29999E43,19605E08,21670E-21,45704E-17,37967E4
1.2jsim1,79986E45,61935E26,48363E37,03957E22,29397E21,49995E31,42735E03,40056E-26,21626E-28,34012E3
1.2min 1,79986E4 5,61935E2 6,48363E3 3,05233E0 4,06349E1 1,49995E3 3,47015E-1 6,03764E-3 1,52577E-2 8,34012E3
1.2max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54240E2 1,30000E4 3,19649E0 8,21690E-2 1,45729E-1 1,48287E5
1.2mean 1,55997E5 4,84992E3 5,76458E4 6,17026E3 5,54232E2 1,29999E4 3,19605E0 8,21670E-2 1,45704E-1 7,37967E4
1.2relative error(%) 0,000,000,000,000,000,000,000,000,000,00
1.4BioUML1,55997E54,84992E35,76458E46,17026E35,54249E21,29999E43,19704E08,21697E-21,45763E-17,37967E4
1.4ByoDyn1,55997E54,84992E35,76458E46,17026E35,54249E21,29999E43,19704E08,21697E-21,45763E-17,37967E4
1.4Jarnac1,55997E54,84992E35,76458E46,17026E35,54249E21,29999E43,19704E08,21697E-21,45763E-17,37967E4
1.4MathSBML1,55997E54,84992E35,76458E46,17026E35,54249E21,29999E43,19704E08,21697E-21,45763E-17,37967E4
1.4Oscill8 Core2,39996E4-8,90955E3-4,34619E1-3,68224E-16,45739E-31,61858E-24,16543E4
1.4SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19730E08,21700E-21,45780E-17,37970E4
1.4SBWOdeSolver1,56000E54,84999E35,81247E43,05179E07,52740E11,30000E44,34324E-11,11597E-21,98078E-21,48287E5
1.4copasi1,55997E54,84992E35,76458E46,17026E35,54249E21,29999E43,19703E08,21697E-21,45763E-17,37967E4
1.4edu.kgi.roadRunner1,55997E54,84992E35,76458E46,17026E35,54249E21,29999E43,19704E08,21697E-21,45763E-17,37967E4
1.4jsim1,79983E45,60203E26,45944E37,02790E22,55321E21,49993E31,71894E03,78661E-27,54976E-28,31506E3
1.4min 1,79983E4 5,60203E2 6,45944E3 3,05179E0 4,34619E1 1,49993E3 3,68224E-1 6,45739E-3 1,61858E-2 8,31506E3
1.4max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54250E2 1,30000E4 3,19730E0 8,21700E-2 1,45780E-1 1,48287E5
1.4mean 1,55997E5 4,84992E3 5,76458E4 6,17026E3 5,54249E2 1,29999E4 3,19704E0 8,21697E-2 1,45763E-1 7,37967E4
1.4relative error(%) 0,000,000,000,000,000,000,000,000,000,00
1.6BioUML1,55997E54,84992E35,76457E46,17026E35,54253E21,29999E43,19730E08,21703E-21,45779E-17,37967E4
1.6ByoDyn1,55997E54,84992E35,76457E46,17026E35,54253E21,29999E43,19730E08,21703E-21,45779E-17,37967E4
1.6Jarnac1,55997E54,84992E35,76457E46,17026E35,54253E21,29999E43,19730E08,21703E-21,45779E-17,37967E4
1.6MathSBML1,55997E54,84992E35,76457E46,17026E35,54253E21,29999E43,19730E08,21703E-21,45779E-17,37967E4
1.6Oscill8 Core2,39996E4-8,90761E3-4,60119E1-3,90966E-16,83648E-31,71883E-24,16516E4
1.6SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19740E08,21700E-21,45780E-17,37970E4
1.6SBWOdeSolver1,56000E54,84999E35,81247E43,05167E07,52724E11,30000E44,34068E-11,11594E-21,97922E-21,48287E5
1.6copasi1,55997E54,84992E35,76457E46,17026E35,54253E21,29999E43,19730E08,21702E-21,45779E-17,37967E4
1.6edu.kgi.roadRunner1,55997E54,84992E35,76457E46,17026E35,54253E21,29999E43,19730E08,21703E-21,45779E-17,37967E4
1.6jsim1,79980E45,59740E26,43653E37,01736E22,78693E21,49991E32,00992E04,13502E-28,88622E-28,29243E3
1.6min 1,79980E4 5,59740E2 6,43653E3 3,05167E0 4,60119E1 1,49991E3 3,90966E-1 6,83648E-3 1,71883E-2 8,29243E3
1.6max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54253E2 1,30000E4 3,19740E0 8,21703E-2 1,45780E-1 1,48287E5
1.6mean 1,55997E5 4,84992E3 5,76457E4 6,17026E3 5,54253E2 1,29999E4 3,19730E0 8,21702E-2 1,45779E-1 7,37967E4
1.6relative error(%) 0,000,000,000,000,000,000,000,000,000,00
1.8BioUML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19737E08,21704E-21,45784E-17,37967E4
1.8ByoDyn1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19737E08,21704E-21,45784E-17,37967E4
1.8Jarnac1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19737E08,21704E-21,45784E-17,37967E4
1.8MathSBML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19737E08,21704E-21,45784E-17,37967E4
1.8Oscill8 Core2,39996E4-8,90547E3-4,83124E1-4,14360E-17,17886E-31,82269E-24,16492E4
1.8SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19740E08,21700E-21,45790E-17,37970E4
1.8SBWOdeSolver1,56000E54,84999E35,81247E43,05164E07,52720E11,30000E44,34005E-11,11594E-21,97883E-21,48287E5
1.8copasi1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19737E08,21704E-21,45783E-17,37967E4
1.8edu.kgi.roadRunner1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19737E08,21704E-21,45784E-17,37967E4
1.8jsim1,79977E45,59615E26,41557E37,00785E22,99768E21,49990E32,29473E04,44946E-21,01993E-18,27201E3
1.8min 1,79977E4 5,59615E2 6,41557E3 3,05164E0 4,83124E1 1,49990E3 4,14360E-1 7,17886E-3 1,82269E-2 8,27201E3
1.8max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54254E2 1,30000E4 3,19740E0 8,21704E-2 1,45790E-1 1,48287E5
1.8mean 1,55997E5 4,84992E3 5,76457E4 6,17026E3 5,54254E2 1,29999E4 3,19737E0 8,21704E-2 1,45784E-1 7,37967E4
1.8relative error(%) 0,000,000,000,000,000,000,000,000,000,00
2.0BioUML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.0ByoDyn1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.0Jarnac1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.0MathSBML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.0Oscill8 Core2,39996E4-8,90344E3-5,03882E1-4,37761E-17,48809E-31,92715E-24,16470E4
2.0SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19740E08,21700E-21,45790E-17,37970E4
2.0SBWOdeSolver1,56000E54,84999E35,81247E43,05164E07,52720E11,30000E44,33990E-11,11594E-21,97874E-21,48287E5
2.0copasi1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.0edu.kgi.roadRunner1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.0jsim1,79974E45,59580E26,39660E36,99926E23,18773E21,49989E32,56950E04,73326E-21,14700E-18,25357E3
2.0min 1,79974E4 5,59580E2 6,39660E3 3,05164E0 5,03882E1 1,49989E3 4,33990E-1 7,48809E-3 1,92715E-2 8,25357E3
2.0max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54254E2 1,30000E4 3,19740E0 8,21704E-2 1,45790E-1 1,48287E5
2.0mean 1,55997E5 4,84992E3 5,76457E4 6,17026E3 5,54254E2 1,29999E4 3,19739E0 8,21704E-2 1,45785E-1 7,37967E4
2.0relative error(%) 0,000,000,000,000,000,000,000,000,000,00
2.2BioUML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.2ByoDyn1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.2Jarnac1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.2MathSBML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.2Oscill8 Core2,39995E4-8,90158E3-5,22615E1-4,60702E-17,76740E-32,03000E-24,16451E4
2.2SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19740E08,21700E-21,45790E-17,37970E4
2.2SBWOdeSolver1,56000E54,84999E35,81247E43,05164E07,52720E11,30000E44,33986E-11,11593E-21,97871E-21,48287E5
2.2copasi1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.2edu.kgi.roadRunner1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.2jsim1,79972E45,59569E26,37947E36,99151E23,35915E21,49987E32,83166E04,98940E-21,26855E-18,23693E3
2.2min 1,79972E4 5,59569E2 6,37947E3 3,05164E0 5,22615E1 1,49987E3 4,33986E-1 7,76740E-3 1,97871E-2 8,23693E3
2.2max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54254E2 1,30000E4 3,19740E0 8,21704E-2 1,45790E-1 1,48287E5
2.2mean 1,55997E5 4,84992E3 5,76457E4 6,17026E3 5,54254E2 1,29999E4 3,19739E0 8,21704E-2 1,45785E-1 7,37967E4
2.2relative error(%) 0,000,000,000,000,000,000,000,000,000,00
2.4BioUML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.4ByoDyn1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.4Jarnac1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.4MathSBML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.4Oscill8 Core2,39995E4-8,89989E3-5,39522E1-4,82859E-18,01968E-32,12965E-24,16433E4
2.4SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19740E08,21700E-21,45780E-17,37970E4
2.4SBWOdeSolver1,56000E54,84999E35,81247E43,05164E07,52720E11,30000E44,33985E-11,11593E-21,97871E-21,48287E5
2.4copasi1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.4edu.kgi.roadRunner1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.4jsim1,79969E45,59564E26,36401E36,98451E23,51377E21,49986E33,07962E05,22059E-21,38374E-18,22190E3
2.4min 1,79969E4 5,59564E2 6,36401E3 3,05164E0 5,39522E1 1,49986E3 4,33985E-1 8,01968E-3 1,97871E-2 8,22190E3
2.4max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54254E2 1,30000E4 3,19740E0 8,21704E-2 1,45785E-1 1,48287E5
2.4mean 1,55997E5 4,84992E3 5,76457E4 6,17026E3 5,54254E2 1,29999E4 3,19739E0 8,21704E-2 1,45785E-1 7,37967E4
2.4relative error(%) 0,000,000,000,000,000,000,000,000,000,00
2.6BioUML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.6ByoDyn1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.6Jarnac1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.6MathSBML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.6Oscill8 Core2,39995E4-8,89837E3-5,54784E1-5,04015E-18,24756E-32,22504E-24,16417E4
2.6SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19740E08,21700E-21,45780E-17,37970E4
2.6SBWOdeSolver1,56000E54,84999E35,81247E43,05164E07,52720E11,30000E44,33985E-11,11593E-21,97871E-21,48287E5
2.6copasi1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.6edu.kgi.roadRunner1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.6jsim1,79967E45,59561E26,35006E36,97819E23,65325E21,49985E33,31251E05,42927E-21,49211E-18,20834E3
2.6min 1,79967E4 5,59561E2 6,35006E3 3,05164E0 5,54784E1 1,49985E3 4,33985E-1 8,24756E-3 1,97871E-2 8,20834E3
2.6max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54254E2 1,30000E4 3,31251E0 8,21704E-2 1,49211E-1 1,48287E5
2.6mean 1,55997E5 4,84992E3 5,76457E4 6,17026E3 5,54254E2 1,29999E4 3,19739E0 8,21704E-2 1,45785E-1 7,37967E4
2.6relative error(%) 0,000,000,000,000,000,000,000,000,000,00
2.8BioUML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.8ByoDyn1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.8Jarnac1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.8MathSBML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.8Oscill8 Core2,39995E4-8,89699E3-5,68563E1-5,24034E-18,45340E-32,31548E-24,16402E4
2.8SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19740E08,21700E-21,45780E-17,37970E4
2.8SBWOdeSolver1,56000E54,84999E35,81247E43,05164E07,52720E11,30000E44,33985E-11,11593E-21,97871E-21,48287E5
2.8copasi1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.8edu.kgi.roadRunner1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
2.8jsim1,79965E45,59559E26,33748E36,97248E23,77909E21,49984E33,53002E05,61763E-21,59345E-18,19610E3
2.8min 1,79965E4 5,59559E2 6,33748E3 3,05164E0 5,68563E1 1,49984E3 4,33985E-1 8,45340E-3 1,97871E-2 8,19610E3
2.8max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54254E2 1,30000E4 3,53002E0 8,21704E-2 1,59345E-1 1,48287E5
2.8mean 1,55997E5 4,84992E3 5,76457E4 6,17026E3 5,54254E2 1,29999E4 3,19739E0 8,21704E-2 1,45785E-1 7,37967E4
2.8relative error(%) 0,000,000,000,000,000,000,000,000,000,00
3.0BioUML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
3.0ByoDyn1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
3.0Jarnac1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
3.0MathSBML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
3.0Oscill8 Core2,39995E4-8,89575E3-5,81002E1-5,42839E-18,63934E-32,40058E-24,16389E4
3.0SBToolbox21,56000E54,84990E35,76460E46,17030E35,54250E21,30000E43,19740E08,21700E-21,45780E-17,37970E4
3.0SBWOdeSolver1,56000E54,84999E35,81247E43,05164E07,52720E11,30000E44,33985E-11,11593E-21,97871E-21,48287E5
3.0copasi1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
3.0edu.kgi.roadRunner1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
3.0jsim1,79963E45,59558E26,32612E36,96733E23,89263E21,49983E33,73220E05,78765E-21,68776E-18,18504E3
3.0min 1,79963E4 5,59558E2 6,32612E3 3,05164E0 5,81002E1 1,49983E3 4,33985E-1 8,63934E-3 1,97871E-2 8,18504E3
3.0max 1,56000E5 4,84999E3 5,81247E4 6,17030E3 5,54254E2 1,30000E4 3,73220E0 8,21704E-2 1,68776E-1 1,48287E5
3.0mean 1,55997E5 4,84992E3 5,76457E4 6,17026E3 5,54254E2 1,29999E4 3,19739E0 8,21704E-2 1,45785E-1 7,37967E4
3.0relative error(%) 0,000,000,000,000,000,000,000,000,000,00
3.2BioUML1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
3.2ByoDyn1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E43,19739E08,21704E-21,45785E-17,37967E4
3.2Jarnac1,55997E54,84992E35,76457E46,17026E35,54254E21,29999E4