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</raw>
    </picture>
  </region>
  <region id="1" left="459" top="27" width="137" height="61" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">u</e>
        <e type="function" args="1">f</e>
        <e type="operand">x</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">1</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="2" left="459" top="90" width="120" height="66" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>User range integral</p>
      </description>
      <input>
        <e type="operand">z</e>
        <e type="function" args="1">Φ</e>
        <e type="operand">u</e>
        <e type="function" args="1">f</e>
        <e type="operand">u</e>
        <e type="operand">0</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="4">int</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="3" left="459" top="189" width="578" height="97" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">1</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="operand">x</e>
        <e type="function" args="2">int</e>
        <e type="function" preserve="true" args="1">maple</e>
      </input>
      <result action="none">
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="1">-</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="1">-</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="operator" args="2">+</e>
      </result>
    </math>
  </region>
  <region id="4" left="459" top="288" width="226" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Indefinite integral</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">m</e>
        <e type="operand">x</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">1</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="operand">x</e>
        <e type="function" args="2">int</e>
        <e type="function" preserve="true" args="1">maple</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="5" left="459" top="378" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="11.6810048246265" scale_y="11.6810048246265" scale_z="11.6810048246265" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="0" transpose_y="0" transpose_z="0">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">Φ</e>
        <e type="operand">x</e>
        <e type="function" args="1">m</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
  </region>
  <region id="6" left="504" top="585" width="53" height="81" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">X</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="7" left="576" top="585" width="53" height="81" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Y</e>
        <e type="operand">4</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="8" left="504" top="675" width="181" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">g</e>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="3">cinterp</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="9" left="504" top="711" width="43" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
    <math>
      <input>
        <e type="operand">u</e>
        <e type="operand">π</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="10" left="207" top="738" width="280" height="99" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">g</e>
        <e type="operand">u</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x</e>
        <e type="operand">3</e>
        <e type="operator" args="1">-</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="4">solve</e>
      </input>
      <result action="numeric">
        <e type="operand">2.348</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.912</e>
        <e type="operand">2.685</e>
        <e type="operand">4.213</e>
        <e type="operand">6.184</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">mat</e>
      </result>
    </math>
  </region>
  <region id="11" left="495" top="738" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="1" scale_y="2.357947691" scale_z="2.357947691" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-51" transpose_y="-39" transpose_z="0">
      <input>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">x</e>
        <e type="function" args="1">g</e>
        <e type="operand">u</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </plot>
  </region>
</regions>