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        </contract>
        <result action="numeric">
          <e type="operand">0.4871</e>
        </result>
      </math>
    </region>
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      <math decimalPlaces="4">
        <input>
          <e type="operand">snitt</e>
          <e type="operand">h</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="2">σ.j</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">1.6406</e>
        </result>
      </math>
    </region>
    <region id="32" top="1971" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="33" top="1998" color="#000000" bgColor="#ffffff">
    <area collapsed="false">
      <title lang="eng">
        <p>3D plot of stresses</p>
      </title>
    </area>
    <region id="34" left="117" top="2025" width="163" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">X</e>
          <e type="operand">Y</e>
          <e type="function" args="2">f</e>
          <e type="operand">X</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Y</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="2">σ</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="35" left="477" top="2025" width="163" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">X</e>
          <e type="operand">Y</e>
          <e type="function" args="2">g</e>
          <e type="operand">X</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Y</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="2">τ</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="36" left="36" top="2079" width="352" height="280" color="#000000" bgColor="#ffffff" fontSize="10">
      <plot3d width="342" height="272">
        <input>
          <e type="operand">f</e>
        </input>
      </plot3d>
    </region>
    <region id="37" left="396" top="2079" width="352" height="280" color="#000000" bgColor="#ffffff" fontSize="10">
      <plot3d width="342" height="272">
        <input>
          <e type="operand">g</e>
        </input>
      </plot3d>
    </region>
    <region id="38" left="117" top="2394" width="172" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">X</e>
          <e type="operand">Y</e>
          <e type="function" args="2">j</e>
          <e type="operand">X</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Y</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="2">σ.j</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
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        <e type="operand">x</e>
        <e type="operand">y</e>
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