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      <fractions>decimal</fractions>
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    <math>
      <input>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="operand">11</e>
        <e type="operator" args="1">-</e>
        <e type="operand">16</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">15</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">2</e>
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        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">12000</e>
        <e type="operand">0</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
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        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">4600</e>
        <e type="operand">0</e>
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        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2400</e>
        <e type="operand">4</e>
        <e type="operand">8</e>
        <e type="function" args="34">mat</e>
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    <math>
      <input>
        <e type="operand">n</e>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="function" args="2">row</e>
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        <e type="operator" args="2">:</e>
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    </math>
  </region>
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    <math>
      <input>
        <e type="operand">n</e>
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      <result action="numeric">
        <e type="operand">8</e>
      </result>
    </math>
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    <math>
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        <e type="operator" args="2">:</e>
      </input>
    </math>
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    <math>
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      <result action="numeric">
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    <math>
      <description active="true" position="Left" lang="eng">
        <p>Number of Variables</p>
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      <input>
        <e type="operand">NI</e>
        <e type="operand">3</e>
        <e type="operator" args="2">:</e>
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    </math>
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        <e type="operand">1</e>
        <e type="operand">n</e>
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        <e type="operand">A</e>
        <e type="operand">1.</e>
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        <e type="operand">A</e>
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        <e type="operand">Ind</e>
        <e type="operand">i</e>
        <e type="operator" args="2">:</e>
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        <e type="function" args="3">if</e>
        <e type="function" args="3">for</e>
        <e type="operand">Tem</e>
        <e type="operand">1</e>
        <e type="function" args="2">el</e>
        <e type="operand">100</e>
        <e type="operand">36</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
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        <e type="operand">A</e>
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        <e type="operand">Ind</e>
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        <e type="operand">0</e>
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        <e type="operand">A</e>
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        <e type="operand">n</e>
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        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="operand">Tem</e>
        <e type="operand">j</e>
        <e type="function" args="2">el</e>
        <e type="operand">100</e>
        <e type="operand">36</e>
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        <e type="operand">1</e>
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        <e type="function" args="3">if</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
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        <e type="operand">Men2</e>
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        <e type="operand">2</e>
        <e type="operand">m</e>
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        <e type="operand">Tem</e>
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        <e type="operand">Men2</e>
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        <e type="operand">Ind2</e>
        <e type="operand">j</e>
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        <e type="operand">1</e>
        <e type="operand">1</e>
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        <e type="function" args="3">for</e>
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        <e type="operand">Ind2</e>
        <e type="operand">Ind</e>
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        <e type="operator" args="2">:</e>
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        <e type="operand">1</e>
        <e type="operand">n</e>
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        <e type="function" args="3">el</e>
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        <e type="operand">m</e>
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        <e type="operand">Caj</e>
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        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" args="3">el</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" args="3">el</e>
        <e type="operand">Caj</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">j</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="function" args="3">for</e>
        <e type="operand">continue</e>
        <e type="function" args="3">if</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">line</e>
        <e type="function" args="3">for</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" args="10">line</e>
        <e type="function" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="8" left="72" top="531" width="260" height="631" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operand">NI</e>
        <e type="function" args="2">range</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">1.</e>
        <e type="operand">i</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="2">el</e>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="function" args="2">row</e>
        <e type="function" args="1">min</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">Ind</e>
        <e type="operand">i</e>
        <e type="operator" args="2">:</e>
        <e type="operand">continue</e>
        <e type="function" args="3">if</e>
        <e type="function" args="3">for</e>
        <e type="operand">Tem</e>
        <e type="operand">1</e>
        <e type="function" args="2">el</e>
        <e type="operand">100</e>
        <e type="operand">36</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="operand">m</e>
        <e type="function" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">j</e>
        <e type="operand">Ind</e>
        <e type="function" args="3">el</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≠</e>
        <e type="operand">Tem</e>
        <e type="operand">j</e>
        <e type="function" args="2">el</e>
        <e type="operand">A</e>
        <e type="operand">j</e>
        <e type="operand">n</e>
        <e type="function" args="3">el</e>
        <e type="operand">A</e>
        <e type="operand">j</e>
        <e type="operand">Ind</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="operand">Tem</e>
        <e type="operand">j</e>
        <e type="function" args="2">el</e>
        <e type="operand">100</e>
        <e type="operand">36</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="function" args="3">if</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="function" args="3">for</e>
        <e type="operand">Men2</e>
        <e type="operand">Tem</e>
        <e type="function" args="1">min</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="operand">m</e>
        <e type="function" args="2">range</e>
        <e type="operand">Tem</e>
        <e type="operand">j</e>
        <e type="function" args="2">el</e>
        <e type="operand">Men2</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">Ind2</e>
        <e type="operand">j</e>
        <e type="operator" args="2">:</e>
        <e type="operand">continue</e>
        <e type="function" args="3">if</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="function" args="3">for</e>
        <e type="operand">Piv</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">Ind</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">i</e>
        <e type="function" args="3">el</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">i</e>
        <e type="function" args="3">el</e>
        <e type="operand">Piv</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="function" args="3">for</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">m</e>
        <e type="function" args="2">range</e>
        <e type="operand">Caj</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="operand">Ind</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">Ind2</e>
        <e type="operator" args="2">≠</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" args="3">el</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" args="3">el</e>
        <e type="operand">Caj</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">j</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="function" args="3">for</e>
        <e type="operand">continue</e>
        <e type="function" args="3">if</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">line</e>
        <e type="function" args="3">for</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" args="10">line</e>
        <e type="function" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="9" left="81" top="1188" width="274" height="124" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="fraction">
      <input>
        <e type="operand">A</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">6</e>
        <e type="operand">3</e>
        <e type="operand">6</e>
        <e type="operand">1.002</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">5100</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">4</e>
        <e type="operand">4</e>
        <e type="operator" args="1">-</e>
        <e type="operand">800</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="operator" args="1">-</e>
        <e type="operand">6</e>
        <e type="operand">600</e>
        <e type="operand">4</e>
        <e type="operand">8</e>
        <e type="function" args="34">mat</e>
      </result>
    </math>
  </region>
  <region id="10" left="81" top="1188" width="274" height="124" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="fraction">
      <input>
        <e type="operand">A</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">6</e>
        <e type="operand">3</e>
        <e type="operand">6</e>
        <e type="operand">1.002</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">5100</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">4</e>
        <e type="operand">4</e>
        <e type="operator" args="1">-</e>
        <e type="operand">800</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="operator" args="1">-</e>
        <e type="operand">6</e>
        <e type="operand">600</e>
        <e type="operand">4</e>
        <e type="operand">8</e>
        <e type="function" args="34">mat</e>
      </result>
    </math>
  </region>
  <region id="11" left="369" top="1215" width="220" height="113" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Solution</e>
        <e type="operand">MaxProfit</e>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TypeA</e>
        <e type="operand">A</e>
        <e type="operand">4</e>
        <e type="operand">n</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TypeB</e>
        <e type="operand">A</e>
        <e type="operand">2</e>
        <e type="operand">n</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TypeC</e>
        <e type="operand">A</e>
        <e type="operand">3</e>
        <e type="operand">n</e>
        <e type="function" args="3">el</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="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="12" left="81" top="1332" width="186" height="90" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Solution</e>
      </input>
      <result action="numeric">
        <e type="operand">1.002</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">600</e>
        <e type="operand">5100</e>
        <e type="operand">800</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">sys</e>
      </result>
    </math>
  </region>
  <region id="13" left="81" top="1332" width="186" height="90" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Solution</e>
      </input>
      <result action="numeric">
        <e type="operand">1.002</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">600</e>
        <e type="operand">5100</e>
        <e type="operand">800</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">sys</e>
      </result>
    </math>
  </region>
  <region id="14" left="72" top="1440" width="456" height="99" color="#000000" bgColor="#ffffff">
    <picture>
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</raw>
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