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        <p underline="true" fontName="Arial">Reichenbergs metode for utregning av gassblandingers viskositet</p>
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        <p fontName="Arial">Blandingas egenskaper</p>
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        <p fontName="Arial">Temperatur:</p>
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</raw>
      </picture>
    </region>
    <region left="18" top="171" width="49" height="24" color="#000000" fontSize="10">
      <text lang="eng">
        <p fontName="Arial">Trykk:</p>
      </text>
    </region>
    <region left="117" top="171" width="189" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P</e>
          <e type="operand">2500</e>
          <e type="operand">mmVS</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">24525</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="603" top="180" width="125" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P.Ref</e>
          <e type="operand">101325</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="117" top="189" width="205" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P.tot</e>
          <e type="operand">P.Ref</e>
          <e type="operand">P</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">bar</e>
        </contract>
        <result action="numeric">
          <e type="operand">1.2585</e>
        </result>
      </math>
    </region>
    <region left="27" top="234" width="96" height="24" color="#000000" fontSize="10">
      <text lang="eng">
        <p fontName="Arial">Molfraksjoner:</p>
      </text>
    </region>
    <region left="153" top="234" width="159" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">y.N2</e>
          <e type="operand">83.89</e>
          <e type="operand">100</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.8389</e>
        </result>
      </math>
    </region>
    <region left="315" top="234" width="127" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">y.O2</e>
          <e type="operand">1</e>
          <e type="operand">100</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.01</e>
        </result>
      </math>
    </region>
    <region left="531" top="234" width="204" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Y.CO2</e>
          <e type="operand">1</e>
          <e type="operand">y.N2</e>
          <e type="operator" args="2">-</e>
          <e type="operand">y.O2</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.1511</e>
        </result>
      </math>
    </region>
    <region left="531" top="279" width="145" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">M.CO2</e>
          <e type="operand">44.009</e>
          <e type="operand" style="unit">gram</e>
          <e type="operand" style="unit">mol</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="144" top="288" width="139" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">M.N2</e>
          <e type="operand">28.013</e>
          <e type="operand" style="unit">gram</e>
          <e type="operand" style="unit">mol</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="315" top="288" width="139" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">M.O2</e>
          <e type="operand">28.013</e>
          <e type="operand" style="unit">gram</e>
          <e type="operand" style="unit">mol</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="18" top="1071" width="84" height="30" color="#0080ff" fontSize="14">
      <text lang="eng">
        <p underline="true" fontName="Arial">Nitrogen</p>
      </text>
    </region>
    <region left="90" top="1098" width="116" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.k_N2</e>
          <e type="operand">126.2</e>
          <e type="operand" style="unit">K</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="270" top="1098" width="124" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P.k_N2</e>
          <e type="operand">33.9</e>
          <e type="operand" style="unit">bar</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="549" top="1098" width="71" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.N2</e>
          <e type="operand">0</e>
          <e type="operand" style="unit">D</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="270" top="1197" width="167" height="53" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P.r_N2</e>
          <e type="operand">P.tot</e>
          <e type="operand">P.k_N2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.0371</e>
        </result>
      </math>
    </region>
    <region left="486" top="1197" width="217" height="71" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.r_N2</e>
          <e type="operand">52.46</e>
          <e type="operand">μ.N2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">P.k_N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.k_N2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0</e>
        </result>
      </math>
    </region>
    <region left="81" top="1206" width="167" height="47" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.R_N2</e>
          <e type="operand">T</e>
          <e type="operand">T.k_N2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">2.3229</e>
        </result>
      </math>
    </region>
    <region left="423" top="1287" width="281" height="77" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F.r_N2</e>
          <e type="operand">T.R_N2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">10</e>
          <e type="operand">μ.r_N2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operand">T.R_N2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">1</e>
          <e type="operand">10</e>
          <e type="operand">μ.r_N2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="90" top="1377" width="182" height="39" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">η.N2</e>
          <e type="operand">17.49</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">poise</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="369" top="1377" width="369" height="85" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">U.N2</e>
          <e type="operand">1</e>
          <e type="operand">0.36</e>
          <e type="operand">T.R_N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_N2</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">F.r_N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_N2</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.7429</e>
        </result>
      </math>
    </region>
    <region left="405" top="1485" width="284" height="99" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">C.N2</e>
          <e type="operand">M.N2</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">η.N2</e>
          <e type="operand">U.N2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">358.9163</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">mol</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="18" top="2178" width="87" height="30" color="#0080ff" fontSize="14">
      <text lang="eng">
        <p underline="true" fontName="Arial">Oksygen</p>
      </text>
    </region>
    <region left="54" top="2214" width="124" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.k_O2</e>
          <e type="operand">154.58</e>
          <e type="operand" style="unit">K</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="234" top="2214" width="132" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P.K_O2</e>
          <e type="operand">50.43</e>
          <e type="operand" style="unit">bar</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="558" top="2214" width="71" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.O2</e>
          <e type="operand">0</e>
          <e type="operand" style="unit">D</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="234" top="2259" width="159" height="53" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P.r_O2</e>
          <e type="operand">P.tot</e>
          <e type="operand">P.K_O2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.025</e>
        </result>
      </math>
    </region>
    <region left="45" top="2277" width="167" height="47" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.R_O2</e>
          <e type="operand">T</e>
          <e type="operand">T.k_O2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.8964</e>
        </result>
      </math>
    </region>
    <region left="477" top="2277" width="217" height="71" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.r_O2</e>
          <e type="operand">52.46</e>
          <e type="operand">μ.O2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">P.K_O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.k_O2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0</e>
        </result>
      </math>
    </region>
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</raw>
      </picture>
    </region>
    <region left="423" top="2385" width="281" height="77" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F.r_O2</e>
          <e type="operand">T.R_O2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">10</e>
          <e type="operand">μ.r_O2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operand">T.R_O2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">1</e>
          <e type="operand">10</e>
          <e type="operand">μ.r_O2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="54" top="2439" width="182" height="39" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">η.O2</e>
          <e type="operand">20.27</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">poise</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="369" top="2475" width="369" height="85" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">U.O2</e>
          <e type="operand">1</e>
          <e type="operand">0.36</e>
          <e type="operand">T.R_O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_O2</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">F.r_O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_O2</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.7863</e>
        </result>
      </math>
    </region>
    <region left="405" top="2601" width="284" height="99" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">C.O2</e>
          <e type="operand">M.O2</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">η.O2</e>
          <e type="operand">U.O2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">324.0534</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">mol</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="18" top="3204" width="52" height="30" color="#0080ff" fontSize="14">
      <text lang="eng">
        <p underline="true" fontName="Arial">CO2</p>
      </text>
    </region>
    <region left="576" top="3240" width="77" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.CO2</e>
          <e type="operand">0</e>
          <e type="operand" style="unit">D</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="792" top="3240" width="1205" height="707" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="63" top="3249" width="122" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.k_CO2</e>
          <e type="operand">304.1</e>
          <e type="operand" style="unit">K</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="288" top="3249" width="130" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P.K_CO2</e>
          <e type="operand">73,8</e>
          <e type="operand" style="unit">bar</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="504" top="3285" width="237" height="71" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.r_CO2</e>
          <e type="operand">52.46</e>
          <e type="operand">μ.CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">P.K_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.k_CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0</e>
        </result>
      </math>
    </region>
    <region left="54" top="3294" width="172" height="47" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.R_CO2</e>
          <e type="operand">T</e>
          <e type="operand">T.k_CO2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.964</e>
        </result>
      </math>
    </region>
    <region left="288" top="3294" width="180" height="53" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">P.r_CO2</e>
          <e type="operand">P.tot</e>
          <e type="operand">P.K_CO2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.0171</e>
        </result>
      </math>
    </region>
    <region left="441" top="3366" width="300" height="77" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F.r_CO2</e>
          <e type="operand">T.R_CO2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">10</e>
          <e type="operand">μ.r_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operand">T.R_CO2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">1</e>
          <e type="operand">10</e>
          <e type="operand">μ.r_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="72" top="3402" width="145" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">M.CO2</e>
          <e type="operand">44.009</e>
          <e type="operand" style="unit">gram</e>
          <e type="operand" style="unit">mol</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="297" top="3465" width="394" height="85" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">U.CO2</e>
          <e type="operand">1</e>
          <e type="operand">0.36</e>
          <e type="operand">T.R_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_CO2</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">F.r_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_CO2</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.0164</e>
        </result>
      </math>
    </region>
    <region left="72" top="3483" width="181" height="39" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">η.CO2</e>
          <e type="operand">14.6</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">poise</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="414" top="3600" width="303" height="99" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">C.CO2</e>
          <e type="operand">M.CO2</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">η.CO2</e>
          <e type="operand">U.CO2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">375.9953</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">mol</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="9" top="4293" width="168" height="30" color="#0080ff" fontSize="14">
      <text lang="eng">
        <p underline="true" fontName="Arial">Krysskorrelasjoner</p>
      </text>
    </region>
    <region left="36" top="4329" width="245" height="49" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.R_N2_O2</e>
          <e type="operand">T</e>
          <e type="operand">T.k_N2</e>
          <e type="operand">T.k_O2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">2.0989</e>
        </result>
      </math>
    </region>
    <region left="387" top="4329" width="207" height="32" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.R.N2_O2</e>
          <e type="operand">μ.r_N2</e>
          <e type="operand">μr_O2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0</e>
        </result>
      </math>
    </region>
    <region left="36" top="4392" width="258" height="49" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.R_N2_CO2</e>
          <e type="operand">T</e>
          <e type="operand">T.k_N2</e>
          <e type="operand">T.k_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.4964</e>
        </result>
      </math>
    </region>
    <region left="387" top="4392" width="214" height="32" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.R.N2_CO2</e>
          <e type="operand">μ.r_N2</e>
          <e type="operand">μ.r_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0</e>
        </result>
      </math>
    </region>
    <region left="36" top="4473" width="258" height="49" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.R_O2_CO2</e>
          <e type="operand">T</e>
          <e type="operand">T.k_O2</e>
          <e type="operand">T.k_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.3521</e>
        </result>
      </math>
    </region>
    <region left="387" top="4473" width="214" height="32" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">μ.R.O2_CO2</e>
          <e type="operand">μ.r_O2</e>
          <e type="operand">μ.r_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0</e>
        </result>
      </math>
    </region>
    <region left="36" top="4572" width="338" height="77" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F.r_N2_O2</e>
          <e type="operand">T.R_N2_O2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">10</e>
          <e type="operand">μ.R.N2_O2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operand">T.R_N2_O2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">1</e>
          <e type="operand">10</e>
          <e type="operand">μ.R.N2_O2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="36" top="4671" width="357" height="77" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F.r_N2_CO2</e>
          <e type="operand">T.R_N2_CO2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">10</e>
          <e type="operand">μ.R.N2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operand">T.R_N2_CO2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">1</e>
          <e type="operand">10</e>
          <e type="operand">μ.R.N2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="36" top="4779" width="351" height="77" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F.r_O2_O2</e>
          <e type="operand">T.R_O2_CO2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">10</e>
          <e type="operand">μ.R.O2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operand">T.R_O2_CO2</e>
          <e type="operand">3.5</e>
          <e type="operator" args="2">^</e>
          <e type="operand">1</e>
          <e type="operand">10</e>
          <e type="operand">μ.R.O2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operand">7</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="0" top="4869" width="610" height="76" color="#000000" fontSize="8">
      <math>
        <input>
          <e type="operand">H.N2_O2</e>
          <e type="operand">M.O2</e>
          <e type="operand">M.N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">32</e>
          <e type="operand">M.O2</e>
          <e type="operand">M.N2</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">sqrt</e>
          <e type="operand">C.N2</e>
          <e type="operand">C.O2</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand">0.36</e>
          <e type="operand">T.R_N2_O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_N2_O2</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">F.r_N2_O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_N2_O2</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.3297</e>
          <e type="operand">10</e>
          <e type="operand">5</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">m</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">kg</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="4977" width="641" height="76" color="#000000" fontSize="8">
      <math>
        <input>
          <e type="operand">H.N2_CO2</e>
          <e type="operand">M.CO2</e>
          <e type="operand">M.N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">32</e>
          <e type="operand">M.CO2</e>
          <e type="operand">M.N2</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">sqrt</e>
          <e type="operand">C.N2</e>
          <e type="operand">C.CO2</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand">0.36</e>
          <e type="operand">T.R_N2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_N2_CO2</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">F.r_N2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_N2_CO2</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.4749</e>
          <e type="operand">10</e>
          <e type="operand">5</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">m</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">kg</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="5103" width="636" height="76" color="#000000" fontSize="8">
      <math>
        <input>
          <e type="operand">H.O2_CO2</e>
          <e type="operand">M.O2</e>
          <e type="operand">M.CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">32</e>
          <e type="operand">M.O2</e>
          <e type="operand">M.CO2</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">sqrt</e>
          <e type="operand">C.O2</e>
          <e type="operand">C.CO2</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand">0.36</e>
          <e type="operand">T.R_O2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_O2_CO2</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand">F.r_O2_O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">T.R_O2_CO2</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.3896</e>
          <e type="operand">10</e>
          <e type="operand">5</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">m</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">kg</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="5346" width="642" height="80" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">K.O2</e>
          <e type="operand">y.O2</e>
          <e type="operand">η.O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">y.O2</e>
          <e type="operand">η.O2</e>
          <e type="operand">y.N2</e>
          <e type="operand">H.N2_O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operand">M.N2</e>
          <e type="operand">M.O2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Y.CO2</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operand">M.CO2</e>
          <e type="operand">M.O2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.4458</e>
          <e type="operand">10</e>
          <e type="operand">8</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="5436" width="642" height="80" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">K.N2</e>
          <e type="operand">y.N2</e>
          <e type="operand">η.N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">y.N2</e>
          <e type="operand">η.N2</e>
          <e type="operand">y.O2</e>
          <e type="operand">H.N2_O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operand">M.O2</e>
          <e type="operand">M.N2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Y.CO2</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operand">M.CO2</e>
          <e type="operand">M.N2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.3462</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="5544" width="667" height="80" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">K.CO2</e>
          <e type="operand">Y.CO2</e>
          <e type="operand">η.CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Y.CO2</e>
          <e type="operand">η.CO2</e>
          <e type="operand">y.O2</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operand">M.O2</e>
          <e type="operand">M.CO2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">y.N2</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operand">M.N2</e>
          <e type="operand">M.CO2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">2.3678</e>
          <e type="operand">10</e>
          <e type="operand">7</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="5679" width="590" height="44" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">G.1</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operand">K.N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">H.N2_O2</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.CO2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">K.CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.1999</e>
        </result>
      </math>
    </region>
    <region left="9" top="5733" width="243" height="39" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">G.11</e>
          <e type="operand">G.1</e>
          <e type="operand">K.O2</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.7349</e>
          <e type="operand">10</e>
          <e type="operand">8</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="5787" width="725" height="35" color="#000000" fontSize="8">
      <math>
        <input>
          <e type="operand">G.2</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operand">K.O2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.N2_O2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">K.O2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.N2_O2</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.CO2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">K.CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.O2</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">K.CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.0054</e>
        </result>
      </math>
    </region>
    <region left="0" top="5859" width="731" height="32" color="#000000" fontSize="8">
      <math error="2" errorLocation="4">
        <input>
          <e type="operand">G.3</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operand">K.O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operand">K.N2</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">K.O2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.O2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.N2</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operand">H.O2_CO2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.N2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K.O2</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">H.N2_CO2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">K.N2</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">#</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>