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</raw>
    </picture>
  </region>
  <region id="1" left="441" top="36" width="324" height="480" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">f</e>
        <e type="operand">x</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">4</e>
        <e type="operator" args="2">-</e>
        <e type="operand">2</e>
        <e type="operand">x</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">4</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operator" args="2">:</e>
        <e type="operand">n</e>
        <e type="operand">x</e>
        <e type="function" args="1">f</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">n</e>
        <e type="operator" args="2">≤</e>
        <e type="operand">j</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="operand">k</e>
        <e type="operand">n</e>
        <e type="operator" args="2">≤</e>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">m</e>
        <e type="operand">j</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">x</e>
        <e type="function" args="1">f</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" preserve="true" args="2">diff</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="4">for</e>
        <e type="function" preserve="true" args="4">for</e>
        <e type="operand">x</e>
        <e type="function" args="1">Jacob</e>
        <e type="operand">m</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">J</e>
        <e type="operand">x</e>
        <e type="function" args="1">Jacob</e>
        <e type="bracket">(</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operand">x</e>
        <e type="function" args="1">f</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">ans</e>
        <e type="operand">a</e>
        <e type="operand">a</e>
        <e type="function" args="1">J</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">a</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operator" args="2">:</e>
        <e type="operand">ε</e>
        <e type="operand">10</e>
        <e type="operand">4</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">:</e>
        <e type="operand">next</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="operand">steps</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">next</e>
        <e type="operand">t</e>
        <e type="operand">ans</e>
        <e type="operand">ans</e>
        <e type="function" args="1">J</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">t</e>
        <e type="operand">ans</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="1">min</e>
        <e type="operand">ε</e>
        <e type="operator" args="2">&lt;</e>
        <e type="bracket">(</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operand">t</e>
        <e type="operand">ans</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="1">max</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operand">ε</e>
        <e type="operator" args="2">&lt;</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">next</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">next</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operand">ans</e>
        <e type="operand">t</e>
        <e type="operator" args="2">:</e>
        <e type="operand">steps</e>
        <e type="operand">steps</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">line</e>
        <e type="function" preserve="true" args="2">while</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="12">line</e>
      </input>
    </math>
  </region>
  <region id="2" left="441" top="513" width="86" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">steps</e>
      </input>
      <result action="numeric">
        <e type="operand">4</e>
      </result>
    </math>
  </region>
  <region id="3" left="540" top="513" width="175" height="24" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <text lang="eng">
      <p>Number of iterations</p>
    </text>
  </region>
  <region id="4" left="441" top="540" width="89" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">ans</e>
      </input>
      <result action="numeric">
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="5" left="540" top="549" width="86" height="24" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <text lang="eng">
      <p>Solutions</p>
    </text>
  </region>
  <region id="6" left="441" top="585" width="202" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">ans</e>
        <e type="function" args="1">f</e>
      </input>
      <result action="numeric">
        <e type="operand">4</e>
        <e type="operand">10</e>
        <e type="operand">14</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3.3101</e>
        <e type="operand">10</e>
        <e type="operand">15</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="7" left="648" top="603" width="110" height="24" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <text lang="eng">
      <p>Sanity check</p>
    </text>
  </region>
  <region id="8" left="441" top="657" width="271" height="130" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">x</e>
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