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</imagefile>
        <input>
          <e type="operand">Data</e>
          <e type="function" args="1">points</e>
          <e type="operand">color</e>
          <e type="operand">red</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">x</e>
          <e type="function" args="1">f</e>
          <e type="operand">x</e>
          <e type="operand">0</e>
          <e type="operand">6</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">grid</e>
          <e type="operand">true</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operand" style="string">plot.png</e>
          <e type="function" args="2">Draw2D</e>
        </input>
      </image>
    </region>
    <region left="414" top="342" width="249" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">4</e>
          <e type="function" args="1">appVersion</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">0.99.7822.147</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>