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      <math>
        <input>
          <e type="operand">E</e>
          <e type="operand">2</e>
          <e type="operand">10</e>
          <e type="operand">11</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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    <region left="72" top="270" width="58" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">L</e>
          <e type="operand">2</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
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    <region left="171" top="270" width="90" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F</e>
          <e type="operand">10000</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
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    <region left="432" top="270" width="66" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
          <e type="operand">5</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="558" top="279" width="78" height="50" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">J</e>
          <e type="operand">π</e>
          <e type="operand">d</e>
          <e type="operand">4</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">64</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
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    <region left="306" top="324" width="58" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">a</e>
          <e type="operand">1</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="279" top="342" width="146" height="52" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">f</e>
          <e type="operand">F</e>
          <e type="operand">a</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">L</e>
          <e type="operand">a</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">3</e>
          <e type="operand">E</e>
          <e type="operator" args="2">*</e>
          <e type="operand">J</e>
          <e type="operator" args="2">*</e>
          <e type="operand">L</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="324" top="423" width="96" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">f</e>
        </input>
        <result action="numeric">
          <e type="operand">0.0272</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
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