         <ParameterDescription key="FunctionParameter_79" name="substrate" order="1" role="substrate"/>
       </ListOfParameterDescriptions>
     </Function>
-    <Function key="Function_37" name="Objective Function" type="Expression">
+    <Function key="Function_40" name="Objective Function" type="Expression">
       <MathML>
         <Text>
           &lt;CN=Root,Model=Test Model,Vector=Compartments[compartment],Vector=Metabolites[H2],Reference=Concentration&gt;*&lt;CN=Root,Model=Test Model,Vector=Compartments[compartment],Vector=Metabolites[H2],Reference=Concentration&gt;+&lt;CN=Root,Model=Test Model,Vector=Compartments[compartment],Vector=Metabolites[O2],Reference=Concentration&gt;*&lt;CN=Root,Model=Test Model,Vector=Compartments[compartment],Vector=Metabolites[O2],Reference=Concentration&gt;+&lt;CN=Root,Model=Test Model,Vector=Compartments[compartment],Vector=Metabolites[H2O],Reference=Concentration&gt;*&lt;CN=Root,Model=Test Model,Vector=Compartments[compartment],Vector=Metabolites[H2O],Reference=Concentration&gt;
         </Text>
       </MathML>
     </Function>
+    <Function key="Function_41" name="Objective Function 1" type="Expression">
+      <MathML>
+        <Text>
+          
+        </Text>
+      </MathML>
+    </Function>
   </ListOfFunctions>
-  <Model key="Model_1" name="The Brusselator" timeUnit="s" volumeUnit="ml" quantityUnit="mMol" type="deterministic">
+  <Model key="Model_1" name="The Brusselator" timeUnit="s" volumeUnit="ml" quantityUnit="mmol" type="deterministic">
     <Comment>
       <html xmlns="http://www.w3.org/1999/xhtml"><head><meta name="qrichtext" content="1" /></head><body style="font-size:8pt;font-family:MS Shell Dlg">
 <p>The famous Brusselator model in which a chemical species X catalyses its own formation. In a certain region of parameter space the Brusselator can function in a limit cycle regime around an unstable steady state. Run this simulation and then check the report file to see how Gepasi can find an unstable steady state, and calculate the eigenvalues of the Jacobian matrix.</p>

            <Parameter name="UpperBound" type="cn" value="10"/>
            <ParameterGroup name="Affected Experiments">
            </ParameterGroup>
            <Parameter name="SavedValue" type="float" value="0"/>
          </ParameterGroup>
          <ParameterGroup name="FitItem">
            <Parameter name="ObjectCN" type="cn" value="CN=Root,Model=The Brusselator,Vector=Reactions[R3],ParameterGroup=Parameters,Parameter=k1,Reference=Value"/>

        <Object cn="CN=Root,Model=The Brusselator,Vector=Compartments[compartment],Vector=Metabolites[Y],Reference=Concentration"/>
      </Table>
    </Report>
    <Report key="Report_10" name="Lyapunov Exponents" taskType="lyapunovExponents" separator="&#x09;" precision="6">
      <Comment>
        <body xmlns="http://www.w3.org/1999/xhtml">
          Automatically generated report.
