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</raw>
      </picture>
    </region>
    <region left="450" top="369" width="96" height="23" color="#000000" fontSize="10">
      <text lang="rus" fontFamily="Arial" fontSize="10">
        <content>
          <p>Mathcad - OK</p>
        </content>
      </text>
    </region>
    <region left="0" top="513" width="229" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">path</e>
          <e type="operand" style="string"></e>
          <e type="function" args="1">DocumentDirectory</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="558" width="399" height="128" color="#000000" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">R</e>
          <e type="function" args="1">Rom2Arab</e>
          <e type="operand">n</e>
          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
          <e type="operand">n</e>
          <e type="operand" style="string">memory</e>
          <e type="operand">path</e>
          <e type="function" args="3">fwrite</e>
          <e type="operand">R</e>
          <e type="operand">n</e>
          <e type="function" args="1">Arab2Rom</e>
          <e type="operator" args="2">≠</e>
          <e type="operand">n</e>
          <e type="operand">path</e>
          <e type="operand" style="string">memory.txt</e>
          <e type="function" args="2">rfile</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
          <e type="operand">n</e>
          <e type="operand" style="string">memory</e>
          <e type="operand">path</e>
          <e type="function" args="3">fwrite</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">line</e>
          <e type="function" args="2">while</e>
          <e type="operand">path</e>
          <e type="operand" style="string">memory.txt</e>
          <e type="function" args="2">rfile</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="711" width="195" height="26" color="#000000" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand" style="string">MMXIV</e>
          <e type="function" args="1">Rom2Arab</e>
        </input>
        <result action="numeric">
          <e type="operand">2014</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>