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    </picture>
  </region>
  <region id="2" left="18" top="495" width="235" height="101" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">t</e>
        <e type="operand">X</e>
        <e type="function" args="2">f</e>
        <e type="operand">t</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">3.5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">^</e>
        <e type="operand">t</e>
        <e type="operand">X</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="bracket">(</e>
        <e type="operand">1</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t</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="operator" args="2">^</e>
        <e type="operand">t</e>
        <e type="operand">X</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="bracket">(</e>
        <e type="operand">0.25</e>
        <e type="operator" args="2">^</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>
      </input>
    </math>
  </region>
  <region id="3" left="396" top="495" width="80" height="33" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">ε</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>
      </input>
    </math>
  </region>
  <region id="4" left="279" top="513" width="79" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="6">
      <input>
        <e type="operand">t0</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">t2</e>
        <e type="operand">1.5</e>
        <e type="operator" args="2">:</e>
        <e type="operand">N</e>
        <e type="operand">250</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
      </input>
    </math>
  </region>
  <region id="5" left="396" top="522" width="61" height="45" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math decimalPlaces="6">
      <description active="true" position="Right" lang="eng">
        <p>Does NOT support '0'</p>
      </description>
      <input>
        <e type="operand">y0</e>
        <e type="operand">ε</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>
      </input>
    </math>
  </region>
  <region id="6" left="396" top="567" width="372" height="56" color="#000000" bgColor="#e1ffff" fontSize="10">
    <text lang="eng">
      <p bold="true">From recollection, one of the 17 Smath ODEsolves this difficult system ... Which one ?This example is 1/1 Mathcad 11 Valery.</p>
    </text>
  </region>
  <region id="7" left="18" top="594" width="258" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">sol</e>
        <e type="operand">y0</e>
        <e type="operand">t0</e>
        <e type="operand">t2</e>
        <e type="operand">N</e>
        <e type="operand">f</e>
        <e type="function" args="5">Vrkfixed</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="8" left="18" top="621" width="149" height="63" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>unest the system</p>
      </description>
      <input>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">sol</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operator" args="2">:</e>
        <e type="operand">U</e>
        <e type="operand">sol</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </math>
  </region>
  <region id="9" left="585" top="639" width="191" height="348" color="#000000" bgColor="#ffffff" fontSize="10">
    <math matrixOptions="0,0,2,8">
      <input>
        <e type="operand">sol</e>
      </input>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">1</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="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.006</e>
        <e type="operand">0.005</e>
        <e type="operand">1.005</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.012</e>
        <e type="operand">0.0111</e>
        <e type="operand">1.0111</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.018</e>
        <e type="operand">0.0172</e>
        <e type="operand">1.0172</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.024</e>
        <e type="operand">0.0233</e>
        <e type="operand">1.0233</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.03</e>
        <e type="operand">0.0294</e>
        <e type="operand">1.0294</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.036</e>
        <e type="operand">0.0356</e>
        <e type="operand">1.0356</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.042</e>
        <e type="operand">0.0418</e>
        <e type="operand">1.0418</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">8</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="18">mat</e>
      </result>
    </math>
  </region>
  <region id="10" left="18" top="693" width="171" height="58" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">sol</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">sol_1</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">U</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
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        <e type="operand">1</e>
        <e type="operand">sol</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">sol_2</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">U</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
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    <text lang="eng">
      <p bold="true">Explode2sols</p>
    </text>
  </region>
  <region id="14" left="891" top="711" width="125" height="465" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">U</e>
      </input>
      <result action="numeric">
        <e type="operand">1</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="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.005</e>
        <e type="operand">1.005</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.0111</e>
        <e type="operand">1.0111</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.0172</e>
        <e type="operand">1.0172</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.0233</e>
        <e type="operand">1.0233</e>
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        <e type="operand">1</e>
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        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
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        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.0418</e>
        <e type="operand">1.0418</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.048</e>
        <e type="operand">1.048</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
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        <e type="operand">0.0543</e>
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        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">0.0606</e>
        <e type="operand">1.0605</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="13">mat</e>
      </result>
    </math>
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    <math>
      <description active="true" position="Right" lang="eng">
        <p>Export system</p>
      </description>
      <input>
        <e type="operand">sol</e>
        <e type="operand">sol</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operand">sol_1</e>
        <e type="operand">sol_2</e>
        <e type="function" preserve="true" args="3">augment</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="16" left="18" top="783" width="286" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">plot</e>
        <e type="operand">sol</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operand">sol_1</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">sol</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operand">sol_2</e>
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        <e type="operand">2</e>
        <e type="operand">1</e>
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    <math matrixOptions="0,0,3,5">
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        <e type="operand">sol</e>
      </input>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">1</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="operand">1</e>
        <e type="operand">0.006</e>
        <e type="operand">0.005</e>
        <e type="operand">1.005</e>
        <e type="operand">0.012</e>
        <e type="operand">0.0111</e>
        <e type="operand">1.0111</e>
        <e type="operand">0.018</e>
        <e type="operand">0.0172</e>
        <e type="operand">1.0172</e>
        <e type="operand">0.024</e>
        <e type="operand">0.0233</e>
        <e type="operand">1.0233</e>
        <e type="operand">5</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="17">mat</e>
      </result>
    </math>
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      <input>
        <e type="operand">plot</e>
        <e type="operand">1.224</e>
        <e type="operand">2</e>
        <e type="operand">1.224</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
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    <math>
      <input>
        <e type="operand">plot</e>
        <e type="operand">2</e>
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        <e type="operand">plot</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">row</e>
      </input>
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        <e type="operand">1.224</e>
        <e type="operand">2.922</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="21" top="1062" color="#000000" bgColor="#ebebeb">
    <area collapsed="true">
      <title lang="eng">
        <p>     Mathcad Valery      </p>
      </title>
    </area>
    <region id="22" left="9" top="1089" width="678" height="786" color="#000000" bgColor="#0000ff">
      <picture>
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