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      <p>critical point 647 °K</p>
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      <p>critical point 647 °K</p>
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      <p>I don't understsnd the point 592, much ahead of critical</p>
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        <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="operand">588</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="1178">mat</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="27" left="288" top="1260" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="5.38547225950868E-07" scale_y="0.0147808829414346" scale_z="7.96020350521412E-09" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-67" transpose_y="-50" transpose_z="0">
      <input>
        <e type="operand">Jmol</e>
        <e type="function" args="1">Σ</e>
      </input>
    </plot>
  </region>
  <region id="28" left="18" top="1476" width="744" height="560" border="true" color="#000000" bgColor="#ffffff">
    <picture>
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</raw>
    </picture>
  </region>
  <region id="29" left="18" top="2079" width="536" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="9" fractionType="none" decimalPlaces="4">
      <description active="true" position="Top" lang="rus">
        <p>can't parse ... can't retrieve from CoolProp Library</p>
      </description>
      <input>
        <e type="operand" style="string">Enthalpy</e>
        <e type="operand" style="string">T</e>
        <e type="operand">200</e>
        <e type="operand" style="unit">°C</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="string">P</e>
        <e type="operand">20</e>
        <e type="operand" style="unit">atm</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="string">Water</e>
        <e type="function" preserve="true" args="6">CoolProp_Props</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="30" left="18" top="2160" width="597" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="none" decimalPlaces="15">
      <description active="true" position="Right" lang="rus">
        <p>zombie</p>
      </description>
      <input>
        <e type="operand" style="string">M</e>
        <e type="operand" style="string">T</e>
        <e type="operand">200</e>
        <e type="operand" style="unit">°C</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="string">P</e>
        <e type="operand">20</e>
        <e type="operand" style="unit">atm</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="string">Water</e>
        <e type="function" preserve="true" args="6">CoolProp_Props</e>
      </input>
      <result action="numeric">
        <e type="operand">0.018015268</e>
        <e type="operand" style="unit">kg</e>
        <e type="operand" style="unit">mol</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="31" left="558" top="2250" width="68" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">kgm³</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="32" left="27" top="2268" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>18.01528 g/mol</p>
    </text>
  </region>
  <region id="33" left="450" top="2277" width="223" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">18.01528</e>
        <e type="operand">0.018015268</e>
        <e type="operator" args="2">/</e>
      </input>
      <contract>
        <e type="operand">kgm³</e>
      </contract>
      <result action="numeric">
        <e type="operand">1000.001</e>
      </result>
    </math>
  </region>
</regions>