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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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  <region id="0" top="27" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     Utilities     </p>
      </title>
    </area>
    <region id="1" left="18" top="54" width="467" height="55" color="#000000" bgColor="#ffff80" fontSize="10">
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          <e type="operand">M</e>
          <e type="operand">Low</e>
          <e type="operand">High</e>
          <e type="function" args="3">Scale</e>
          <e type="operand">High</e>
          <e type="operand">Low</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">M</e>
          <e type="operand">M</e>
          <e type="function" preserve="true" args="1">Min</e>
          <e type="operator" args="2">-</e>
          <e type="operand">M</e>
          <e type="function" preserve="true" args="1">Max</e>
          <e type="operand">M</e>
          <e type="function" preserve="true" args="1">Min</e>
          <e type="operator" args="2">-</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Low</e>
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          <e type="operator" args="2">:</e>
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      <math optimize="2">
        <description active="true" position="Top" lang="eng">
          <p>Generate the symmetric square [U,V] matrix</p>
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        <input>
          <e type="operand">x</e>
          <e type="operand">y</e>
          <e type="function" args="2">f</e>
          <e type="operand">U</e>
          <e type="operand">V</e>
          <e type="function" args="3">Sym</e>
          <e type="operand">r</e>
          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">U</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">c</e>
          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
          <e type="operand">j</e>
          <e type="operand">1</e>
          <e type="operand">V</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">M</e>
          <e type="operand">r</e>
          <e type="operand">c</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">U</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">V</e>
          <e type="operand">j</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="function" args="2">f</e>
          <e type="function" preserve="true" args="1">eval</e>
          <e type="operator" args="2">:</e>
          <e type="operand">c</e>
          <e type="operand">c</e>
          <e type="operand">1</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">line</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">r</e>
          <e type="operand">r</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</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>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">M</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="5">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
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    <region id="3" left="441" top="126" width="264" height="122" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
      <math optimize="2">
        <description active="true" position="Top" lang="eng">
          <p>Mesh U, V  within the bounds L, H</p>
        </description>
        <input>
          <e type="operand">L</e>
          <e type="operand">H</e>
          <e type="operand">N</e>
          <e type="function" args="3">xd</e>
          <e type="operand">U</e>
          <e type="operand">0</e>
          <e type="operator" args="2">:</e>
          <e type="operand">dx</e>
          <e type="operand">H</e>
          <e type="operand">L</e>
          <e type="operator" args="2">-</e>
          <e type="operand">N</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">N</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">U</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">L</e>
          <e type="operand">dx</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operand">dx</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">U</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">line</e>
          <e type="operator" args="2">:</e>
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      <math optimize="2" fractionType="auto" decimalPlaces="6">
        <description active="true" position="Top" lang="eng">
          <p>algo style function: elements wise function over data</p>
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        <input>
          <e type="operand">data</e>
          <e type="operand">algo</e>
          <e type="function" args="2">Vectorise</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">j</e>
          <e type="operand">1</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">cols</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">Fnct</e>
          <e type="operand">i</e>
          <e type="operand">j</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">data</e>
          <e type="operand">i</e>
          <e type="operand">j</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="function" args="1">algo</e>
          <e type="function" preserve="true" args="1">eval</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">Fnct</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
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      <area terminator="true" />
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  <region id="6" left="234" top="540" width="96" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">t0</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="1">time</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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  <region id="7" left="18" top="576" width="373" height="77" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a</e>
        <e type="operand">81</e>
        <e type="operand">6</e>
        <e type="operand">π</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">level</e>
        <e type="operand">0.005</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">x</e>
        <e type="operand">y</e>
        <e type="function" args="2">Φ</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3</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">y</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operand">2</e>
        <e type="operand">y</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</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="operator" args="2">+</e>
        <e type="operand">a</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">level</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">line</e>
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    </math>
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    <math>
      <input>
        <e type="operand">L</e>
        <e type="operand">15</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">H</e>
        <e type="operand">15</e>
        <e type="operator" args="2">:</e>
        <e type="operand">N</e>
        <e type="operand">96</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operand">U</e>
        <e type="operand">L</e>
        <e type="operand">H</e>
        <e type="operand">N</e>
        <e type="function" args="3">xd</e>
        <e type="operator" args="2">:</e>
        <e type="operand">V</e>
        <e type="operand">U</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">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
      </input>
    </math>
  </region>
  <region id="9" left="18" top="711" width="183" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">M</e>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" args="2">Φ</e>
        <e type="operand">U</e>
        <e type="operand">V</e>
        <e type="function" args="3">Sym</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M</e>
        <e type="operand">M</e>
        <e type="operand">0</e>
        <e type="operand">255</e>
        <e type="function" args="3">Scale</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
      </input>
    </math>
  </region>
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    <image>
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select_rotation="0°">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</imagefile>
      <input>
        <e type="operand">M</e>
      </input>
    </image>
  </region>
  <region id="11" left="234" top="765" width="149" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="0">
      <input>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="1">time</e>
        <e type="operand">t0</e>
        <e type="operator" args="2">-</e>
      </input>
      <result action="numeric">
        <e type="operand">64</e>
        <e type="operand" style="unit">s</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="12" left="153" top="846" width="43" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">M</e>
        <e type="operand">M</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="13" top="900" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     mapR(x), mapG(x), mapB(x)     </p>
      </title>
    </area>
    <region id="14" left="27" top="963" width="437" height="376" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">mapR</e>
          <e type="operand">0</e>
          <e type="operand">32</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">255</e>
          <e type="operand">255</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">0</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">32</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">32</e>
          <e type="operand">64</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">255</e>
          <e type="operand">255</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">32</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">64</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">64</e>
          <e type="operand">96</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">255</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">64</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">96</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">96</e>
          <e type="operand">128</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">96</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">128</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">128</e>
          <e type="operand">160</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">75</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">128</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">160</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">160</e>
          <e type="operand">192</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">75</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">160</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">192</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">192</e>
          <e type="operand">224</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">64</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">192</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">224</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">224</e>
          <e type="operand">256</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">64</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">224</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">256</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">0</e>
          <e type="function" preserve="true" args="17">cases</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="15" left="171" top="1341" width="446" height="376" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">mapG</e>
          <e type="operand">0</e>
          <e type="operand">32</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">128</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">0</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">32</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">32</e>
          <e type="operand">64</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">128</e>
          <e type="operand">255</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">32</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">64</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">64</e>
          <e type="operand">96</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">255</e>
          <e type="operand">255</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">64</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">96</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">96</e>
          <e type="operand">128</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">255</e>
          <e type="operand">200</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">96</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">128</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">128</e>
          <e type="operand">160</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">200</e>
          <e type="operand">75</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">128</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">160</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">160</e>
          <e type="operand">192</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">75</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">160</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">192</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">192</e>
          <e type="operand">224</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">192</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">224</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">224</e>
          <e type="operand">256</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">224</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">256</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">0</e>
          <e type="function" preserve="true" args="17">cases</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="16" left="351" top="1737" width="446" height="376" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">mapB</e>
          <e type="operand">0</e>
          <e type="operand">32</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">0</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">32</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">32</e>
          <e type="operand">64</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">32</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">64</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">64</e>
          <e type="operand">96</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">64</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">96</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">96</e>
          <e type="operand">128</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">0</e>
          <e type="operand">64</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">96</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">128</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">128</e>
          <e type="operand">160</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">64</e>
          <e type="operand">255</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">128</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">160</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">160</e>
          <e type="operand">192</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">255</e>
          <e type="operand">128</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">160</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">192</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">192</e>
          <e type="operand">224</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">128</e>
          <e type="operand">128</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">192</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">224</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">224</e>
          <e type="operand">256</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">128</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operand">x</e>
          <e type="function" preserve="true" args="3">linterp</e>
          <e type="function" preserve="true" args="1">Floor</e>
          <e type="operand">224</e>
          <e type="operand">x</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">256</e>
          <e type="operator" args="2">≤</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="operand">0</e>
          <e type="function" preserve="true" args="17">cases</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="17" top="2151" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="18" left="18" top="2187" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
    <plot type="2d" render="points" scale_x="0.0434624626545667" scale_y="0.0596192903354824" scale_z="0.0434624626545667" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-78" transpose_y="-44" transpose_z="0">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">mapB</e>
        <e type="operand">x</e>
        <e type="function" args="1">mapR</e>
        <e type="operand">x</e>
        <e type="function" args="1">mapG</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </plot>
  </region>
  <region id="19" left="270" top="2187" width="465" height="93" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math optimize="2" fractionType="auto" decimalPlaces="6">
      <description active="true" position="Top" lang="eng">
        <p>algo style function: elements wise function over data</p>
      </description>
      <input>
        <e type="operand">data</e>
        <e type="operand">algo</e>
        <e type="function" args="2">Vectorise</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="1">cols</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">Fnct</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">data</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="function" args="1">algo</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">Fnct</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="20" left="270" top="2304" width="414" height="55" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <input>
        <e type="operand">M</e>
        <e type="operand">lo</e>
        <e type="operand">hi</e>
        <e type="function" args="3">Scale</e>
        <e type="operand">hi</e>
        <e type="operand">lo</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">M</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">Min</e>
        <e type="operator" args="2">-</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">Min</e>
        <e type="operator" args="2">-</e>
        <e type="operand">10</e>
        <e type="operand">12</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">lo</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="21" left="18" top="2403" width="208" height="69" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">algo</e>
        <e type="operand">x</e>
        <e type="function" args="1">mapR</e>
        <e type="operator" args="2">:</e>
        <e type="operand">red</e>
        <e type="operand">M</e>
        <e type="operand">algo</e>
        <e type="function" args="2">Vectorise</e>
        <e type="operator" args="2">:</e>
        <e type="operand">red</e>
        <e type="operand">red</e>
        <e type="operand">0</e>
        <e type="operand">255</e>
        <e type="function" args="3">Scale</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
  <region id="22" left="234" top="2403" width="240" height="69" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">algo</e>
        <e type="operand">x</e>
        <e type="function" args="1">mapG</e>
        <e type="operator" args="2">:</e>
        <e type="operand">green</e>
        <e type="operand">M</e>
        <e type="operand">algo</e>
        <e type="function" args="2">Vectorise</e>
        <e type="operator" args="2">:</e>
        <e type="operand">green</e>
        <e type="operand">green</e>
        <e type="operand">0</e>
        <e type="operand">255</e>
        <e type="function" args="3">Scale</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
  <region id="23" left="486" top="2403" width="224" height="69" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">algo</e>
        <e type="operand">x</e>
        <e type="function" args="1">mapB</e>
        <e type="operator" args="2">:</e>
        <e type="operand">blue</e>
        <e type="operand">M</e>
        <e type="operand">algo</e>
        <e type="function" args="2">Vectorise</e>
        <e type="operator" args="2">:</e>
        <e type="operand">blue</e>
        <e type="operand">blue</e>
        <e type="operand">0</e>
        <e type="operand">255</e>
        <e type="function" args="3">Scale</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
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dwtj32j3v2OfhyxUSrSiIgzI3fscBmSdzMOY4IAGeQxqCiP8Ju8SQAuwiV+1u2uabn7atN3/Szr31SduACMfbR7a3957t7991EbpdisAo2HMfku3dIMDABRiPiRFwis40sfoYa6ox58l5yz0/zYxIPgynGCgnWCNNMC7WKn/rhZseBUUqkgBKQyQ/paFJr+JkRhFIOqOAxCfQ6FSmY52XhDg5mQoxQkgvHV+xzuAC7MLiBjb3Fh+40UOMD7sYmRkNL4LkRQ7EcTxgJFAwpSLOiDgVZRpCCmIEfAAx/iN2/wNw/wAq7SBMds7buR/+lF18/ads643PWPPWedt58Lbt7r4LEW7bwcEdiHDfjo4YBTvANBXR5iQCBUDadAFIPgFCIQJ7fW2C9dUEQrDXwxeSz9QzFvGcHda4j88oQv3XXoYIS2k8KKalcSxIUcAIoCGPE2AwOLAJjKzCwPpk5OD+5HRgQ6SjrotEMaYOtQbrttZ/BudhYQPDkhBjiIAe1xi5EK8oLcVBmRHPtQFTkcYCjgPPAC+a/RdEyb/H7jeOQcgDKPRgy86B/Evf+7xd+MHnbHh7Ytvbb9oDiLCzc8tFODq6b2PYWYW9Ndhdo/2AYZ+2DlwIRQHIdAES+QkVT0F15Mhapelph72efiXiKUDCOJe1xq9+NEUCyPe1QZGK0njA2VC9uwTi0iCbBDh00qMA/K4OgxiITNEstR9BzuhQD2L1IKIPcHCYy/5z/ZfxZRXED7BwRWpCr3mnc2SL6E2XQOhVph6KwKiQCKyU09LzAKOAaegFLMbQ8f8ddv8z10AYaImNH37WLn/nCy7C4e0d++CDH0KEH0GAd2zQe2At2EWtGViynfYSnICxeWIMPwdISRwLGAGJfNDv+Z8iYEyo1BCkS4bdguyirKd9jgmejpq//GpIRxDCIyGkI6SiEwzC5TQUBRjDoEh0FCKWcohgFqEYB8e71kd6Ys/iKvNC/+MevpwxDToYrGHsO4td7+gvgaEl+qxI4CKNlSsVcSzAOHAX0UAB/jXQR++3Dy7Z6hufsqvf/lm78qdfsJ3bt+zevR/Y/ftv2OH+bevADurIgKIAHGJkM+0kJAB1F4aMDgjBjQIk8pMA1WoVqFuz0klkAyzL+56OFr78qZtcRPnAnAUoZkVAFfPiNCilVMR0k1JRigSmGREtwyPx2ifx3I8iyLk+QvwAuZfhzbHhwuBV7zHdpW0btdEuFnH7SE1MS6+ScInAi8kYZ0VMRRwLkIZ+Ex3y32D3bawB7APMxN5+2a699nN29VtftO333rY7d74LEV5Hw3uuH8d0CsAoYHWE7GQEKAqiAOzz3EaIilOMCyS/WiX5BBa9NUxVUTZqqKVWyaRz+h3g0/ETiPBLn76ZZkYaExAFYUwY9gd5ME0Da0pFSYgRyCuTHslP4LznxFFDHmlgWoOJKRyszDh4il61g8GQoV2fLNj50ct2irS0v37LJijvdroYwE5tE94/w+4aRWCYMBVhLPgKfP632P0a1wP3L1v1zlN2/Rt/2UXYfecuBPhTu3v3e9ZB56GoFEFR0EHbNcx/ZWsdjSCzo+SthakA3ChCSkKMCKQZfEIBSP4UWD1XG9aott0Xkp7KvJ+FqLV/8bMpEvK4oGhgOqr3FkF816MgIYmgaMCwUyI8YoIJDHqxYbA2RA0wsAO4h0HZ70GcQIgqRGs4l3SS95MeYG7OrQ2K1iY3sITp2eHGLRA+steXD5y4SwihC1SbF1EQinDV7Ftg8zexyzQ0QQqiCJe/+SW7/s2/ZMdvntjt29+CAN+1VfReXsIAYhTUMe06sV2M+w+yvbSzC/sxcXBR6CdWwyBaEcBNQ7FnSKSl1Puxogb5tVqzKJs1yNvAeqKBcQQCRIzrmAB0fuGnCxGKWxY+OK/ZBINgWiE+LATTEMN1ngANN13ETwVIzmGqByQne3BqhF7I2EgOYlJnO709D+W1ydO2UF+246Ud6y9/AEdO7EH72HvvFhraUALH+uAN5JLfwi7Hgge7kOr+JVv/wWc9Cprfv+QC3LnzHVtBxFFICrAC+o4NawKgZ9uwc7ewUQKMYe3YFyVjyIAVcY4FCSARMO9BeFStXkenqlOAppdCpV5NIjT7NgZYKipqnZ//nE9RExQJKx4JvN3wsAhJiDpmBRRBQsSSxIv0KfkpApIIWCM4YAg+oaOLRUxAePTULmZN9XrLrow/YyeL+1jkvmOTVs92sIirICrIfRO57BQR8Q7K38cxV8Vf78MKzIRqd56xa9/8i3b1tS8WAjRPDj0CKEIbVh0apqRnCID5D4BB1Ckm1dwq8K9dEJ/IT+D+iIs12JxA8lUmjGD/aRPiughoI4tS9fvdDoQSpnN+HzzfD+dChNDSPJXoGehNzASkTFBuJ7kkmc7QTYnAaGCo09ljhD1Dv2sfAFgYgYgjuwNiTz0/M0WcYMrIqSPn8Jtvv4qV7avpphsGW94F5e1oPhPg8wGWPObn/J7n8Xxel9YA73h9rJf1sx22x3bZPu2gPbSL9iU7Y0dKHUidJ/orkA/yIo7ElziMvJJnv8mXua/qRhPvfaRbr+kLPoDhHDitCLkaTJVxBsO0oUGKoAECQ5g9XBjCNRo/hKtTYQilKoqClakLs+09nFmGODi46yvY1fdfAF6y2j7yTnfZ+r2OfQPf6xElSx7zc37P83g+r+P1rEd1sn62k0hHmvMISLbItkR4N9vNtDT1h/5FfyMP5GV6CyPxJv7Ip5NecJx5ByACLgX8jl8hRhIgYjyWEGNvLAqhY0zE8B+MgOkMZaYaYVYcCiNxkkASqYGrOXVlauMUuIfxgStxf8y4exkfIv8M2v56yo+At3PJY38wj+/9aRjO53W8nvWwPtbL+qcki2iRHQlnOpraT3/S+MBOeDYHkacyh+rszrPzTd59lOGAyMuxp9SnMm/TZTm3VKYr0iYDOKgyh07LRwGGOiiaSoQwHFUPY50Kb39wAmB1gw9r1oUZnGMJPPYnhPie5/F8Xct6WB/rTWSmtmL7tGe+nRFT/+Sztun+lKfEW9jyoXhOvLsIqWpu+eHPbO3YtBxPWypj9dwnkpxQuSgfBeRCB3JkUWJujb6qgY51pmke5lscyAAkVHx4aoswg4srgcf8nN+nwe+4uJb1aBBl/Wortk975tsZMfVPPmub7k95SryFLR+K58Q71lG8v01pprdaAZTTJXgCl+FajssAOiaycnX4j07BeQemahl1zCt4UyuBMyGik7Ho4L2WIa7mgpi3iBYWVq3TWbN2e816a3est/4+PoQQrWPeJPX7dFwks+QxP+f3PI/n8zpez3p034/1sx21ObUB0eOQja0Z+5N4SUD6eRYHkacyh3qO4Dw73+TdRUgfJPIRkgR7G44T+eghXgkrJtItZzVOsIcJs2QvuHMims63sCpIwIIQWMCMnQuzDiaPHUz49fyGWFm5CFyy/cuvA9+309VtdPlDW+j0DHMl+xjw0VzymJ/ze57H83kdr2c9qpP1sx22x3bZvmyRbVORJM7UH/oX/Y08JBHQCZ2zxJv4I5/+DKHgOPMOVP0LB3Ijwtnv7tWQN1Em0rkUZ1inZTjBVSEN4K0rgTc2Wdbd8E4gHGsOYMEJR6900kn4Jtw8D2zhzAvAJRBUw4Qw/WCj2dm0jY2nbHPzhj248Q3bfhrzn5VdYM/+LL7/aeDTwE/kksf8nN/zPJ7P63g962F9+pUQ22F7bJft044kyqbbl+ykKMn2qTAd9y/6K5CP6Wp5ypc4jLz6bW0+U8jc19p/7dM3/U2BIVTmU648qPE9muoQZJ9iZgCkR3kC7x7y/koa7DjoCUx3XFmmjRkURuCYd4vYk5pwmU7R0STEFo4ug5iGgT5MGNFjay27dOnDduXKR2z/5W/bex//b9a78W2z83ft+eVD+yWc8yXgJWQfHPoTzRU0yXTzNhZy/L3B5BRzGAzUvBG5dvi83zLfOdr229C0sY7/VvAf7Uups4V/GbnTTqSO1AydiemMT1cFtqmy3ugg9S0BOL+Fax3wFxi3hzZsHzhG7UOUmKEtYGHY6lqt9eVPQQTkP39jIAnBN8lYNk6WnPAyuCg5gVMcnsoCJFRh8AL+TQKkFNWeK0AdPe8QV7CXUoB9hPHFix9yAWrPD+wWBLj/ylfB9B2rnr9nv4ZzfhH4EC/gDwnIOPLMBkRYwjyU6eaP2sf+Pmy/0bUKOtR69zlr98+77dsQQhMRWtoG0QuwhAIkG88SYBUC8PbeVIAI5I1MPvzLZRRi1AHxnX0X4cRFACgCUGv+yqs3/c0xf3FJAIF8BXKIpQ3iLC1ASD5LrgSRtrAIGSIapsRPtzRI8ekSpVgMAqS0xLCvwMk+XFf6oQCHlboLcPnyK7ZyY91ufey/261P/JZNLrznIvzV+qn9Ks77LOekbwH8UQHv9zHZIz9cwDSphsUAfwL1/SaoGTWsu7DvL51tdT9mjdGSz9cfdHdAGtc0KY3wfm4L9nVgmzpKFGCCfwc4S4RzkI8lo6DZZASsYDKQREgRkQSoLmCyQQE6EABgWYiAiPAna/7u5AgzABdgus83yRojzrcT6XElyPIUgoyAKEAcqNK4wXjhTWEukxowuI7eWvG5ffzB3rCxaBcuvOhp6Ny163b7o7/tUTC89oYL8PHFbooCVsz32LlK489rPH8BTNLYnjmPaIBB70Kwu3yei/lgv45RAP5c7H3KauMmBsqKHfSPrM/bDLiG4OVcUYxh3yTbyl9RlMkX8RG1+kIWAJ3Mo0AlhWAUYDEIESSECwAwLY1aEKH211++6a/tAelFVgwmAN+AcBGG6F5jGJeX3wmpr3PjkyU+2OBRFEADFp1T3uRzeoKcUYRiEF48b1tbzyMKXrJzV27Y+x/5iotw9MxrGAfu2NrGA/sbOO9XgCUujQn+pIY/s6EIzEFsjBsGqUsbSeDXWn3rQ4RR7cSGAB8YXex/EtTCTwyW/dHQDvjCAc6VrbJXNgux90chKhi/2m1EtwuQyJcATEn1hbqdLO5lUAhGwjQdEbXa33wRIiTi+fZYIn96TMObpwzjRHNcBaZHehAInw2YrvDZWQLQcApAvhQFpxjI1tav2fnzz0KEF2z9yiW78+Hftfdf+R3be/7rEAAsA1+uTlyAl0g6f1rDKOB4wN87UUVWHERYWjRro++4EAtoGavoQbNrI8xEeLtg6+Qj6Ocdn8GAReuOBtaD/VEEkRwRhWDJgTgJgJlfiIQkQkpJw8UDG1CADhFS0kKOBopQ+fVnIQLmtryLGuB3Vb3E7AEhzPdp4pYESIs49irOi3krd4CoiALIIQlAGFLP4vIFTB2v27lzT0OE56xzZdHuvfj7EOFr9uCF/2127j5wzz7fPLFfxiVfYiX8WQ1vFL0L8IdmHA8YTmRFIuRbnFfP4WPsb0PAd+qwAn4cY3zgayfc1kcYrLFOSPf/W3AIAzmivctJB76PtpfB3p9IlwCKBBKvcsnGnQEE2C0iYYhI0OCsSBgtYHY0+Y2nbk5JB5mZ+PQqH4GFGsD3aPg+TVqJc/GGOZALMH2UR2dqMLCC/TFEOSXw/YQPNdBrWjB4eXnLVlcv2/r61bwOeBqMHdt9EH/3xT+wbQqwiS6+ed+eXTqyL6M1zoYWdZdOUaBUxLAiM+SWUzSKwDt1fPq2maLh7cbIdrlShR+99m5+BXFsS5OLtjy54nY3Gpg+NzEzarZhfxP212E7OhZ8GMOHCp8J4Hvme6WfWQGEFAWVzgTE79pgKYkwzJFw4qmIIqRB2SPBXwgm0SQ+32Jl6Z+RbL/RAeB/FIJz/bSCThGQBEgPLehIo4GZEIxNs4MV63R462HDlpY2XQCuYNfWKMI129i8bt3rP7LtZ79u95//Q3vw3P/BXBPde2PbOmu79gto+eeBF/gjY/6yjzMijgWKAqYihhbDjlmSpkoEdO7FZexigkchvtsa2JC+UIjOjgvBlwn4/Hdz8qI1MLg2m7Q/zevTzCalltTrE8kSIBFeFoBIAgyWdnIUEHFQVhRQjCMb8x6X/d1rN7l0nvZ6lPwP+1hTe49352g/zuN9FM6h0/JcEUAB1Jva7kSaGaR7P4uLG8A5CMAouAgRrlhl68R2r38bq9pv2gfP/LHtPPN/kSMw6V8H4+sP7EtII38Fzf4sezgjQAJwWspfffucFmAqkgiMBK4T+XgvP+q7gtlSF58zYF5v4mTvVOmVy1OuXPkWRGNgnSo6SfWS258iIomhAXY21UxFmcVySkEQ4AQRkKKAAjASQD4jgQI4UhTw2TlEuHITVrltRc93Q7mxxIyfBQRgCHtOrWESV1n0B9gpCrCmQE9SFCQBUq9JImwiEs4hEi5YbWNiR5fetb0r30siPPWa7T/1LTP0fFuDCKu79hNIHz+HJr8IrDL1MAVRAO5zWqoo4DRLqYgbl+8SgUNYxvJqEmEPwr4Pp9Wr+u09G+XXT/i815pj69TWbbG+VfiRokIiRDES6UKtXbPh0n4hQIqAPX93KqUhCsDVckpFHA+MbaIjpF/q0CjeTHLTkoEp9+MTlgxdCsCeo3sgHOzqmFXXFqxVX7GmC0CkUJ6KsG7NZeTY9WPrnb9t+xfftINLP0giXPuOHV3GaLua7vcQN9p9+wtokvgoSX4HiAIwNTEKOCBztOfoySkZt5CKXAC+kQGsQgTMtl2Ie1g/7PngTJ+h4QKIARn+9gNSw7DVs0kLq5kmpp6NNWs3112I1LEUFdxH7kdZaY9ttHgI4pF+SL5HQBqIHVmAuD5gKpo0kUdhC1Gzf3gxi4BFFYzzCWjF/wX56Ra3337Fd8VNKH99g4b3/eE1MUbOnSygl7VRcWdkkyXk4JVD66/dt+7Ge3Z07l072nrLDiDC/qUf2h7I72+B4WV0aWJl31axIPtzaJb4PNAi8UpBHAeYhjQjokDlVJRnRjMi5GjYWE8icAi5BfsH8hGuD1tdO+FDePrUOvb7OT6HB2GjdtfG7ROQDb9AuHXAA1LOqHOUCUfP1wAM8jUbYuoZzIwFFAAl6h1jRuQCoFNnES54OtLGnp7eoWcUpBTk4rgA+C6HbhIgieAG53sjHoLLD6y/sm3Hq/est37Hehu3rXvulh2df9sOt34EId6w0RqmN0tI6rwDtwRWlw/sc2j/zwC8I3qN6YZ/54DkE1wTUAAurzkWkE1GAfzwLY4HUQA+VEaJzmwVlNSOAfQWpr4pBxMT92cAotIbEBBiAZ0rC+H3ezDfL3o2iQ6Ep54PIZx8nYOSpIfBmLOhUwoAHjkWeAkhKva9V2ABuhAfDXoJjDBT4t1U/2WiwN9mJdT4g3K/4Tf9paK/HOARlcYNz7Me3uhl7BXoMf2V+zZYRXeGg9YGEMYOiPCJ2tgj4AvAnwfqHIg1IHNM4NqAEcGpKcWgEGSTHRrNOul8jY7vtORfa+qXOvqxyAjlV7DLn0x9FfgT/mgk/2jQkX/D3NrfsoWDLX8Pl+9g8WfAvLucfg6VZo5smJ1T2UEdk6+w8IU1h2cJLBIzOBNKETAVgGXFXv8Qf8GXBYglgEYT6by9TQF4qxvwG3zpVseMAG4Yx45sFAxh/qMIfUSHk+9PvyQCEgREeA69gr2fUfAzwDPs7SKfYwIFYGpSRGhmxEGZ4wE5YQRQBL7VxTe0+WOR8Js1ifGjNbOvYff3AL4m8wZ/seoiYImtH5L7CwOYZh9uJhH6GHjJQ+50/rC+8FdCpFcaT+sSIomRHrXCV46hTrpEmJYVe+OFCWqYEq99LNr0WYU39PKt7uIHcjECvGfQLgoAgzxl9T0KGIbGHgAD/eeY+RGkIdca8uql5tAfzHwGoBBMSRUSL/I5JigtKQooEvOKZkYwwUXgOy18PU/RQCGuAnxbO4sxAfiiGAXAqsTfW7oTf9Gf3+bwv/TCv2WBDug/I8s/EEy+g5vgc4wIzbQ8KgCm74J8/ljQy3yc9yv21rNTEaiwhIif+TG/w9pgRPL5Azn2CK4t2COYhtQrEAV1DNIwxPMe5uEO3lomKEAWYQ15+eO4+pPATwIUohgLRD4jgGlIfyCJUcBz0LkeigTmf77hpWjgm9pMS4wIiYHyFs6hAPxR+R8D3wT2+LctJAKhP6PDv1fhQIfLt/xTNIAT9z2Nn2nchAguBPxlL88TGi9FPuH7089q9s9XbxazIeeTA7LKDK8sVTgBsf5WMXr3KWcUGGgS0qAz9pSDaQsHPhHPY95IkwBAG9PAl9DMhwJ4XOFDGoJki3CmHpKOS514+DczIKNjPjQoU5B5Jb5fZvbBrqrjBGsXhIwKHuhz9DsTxoUd/GGKOUWUO+i7zw4BpCC+L5s6Hjtg7vl+bdjH+Bf3IcJymh2VieexG5KPgxCFmmqoABrH9M9TDyEhPA1BhCxGHcfPo/oXgFiukRmRz5TDqSjnlfxcPR9VuggwJdkIlEUQ4UxP3A8CEBWcN0bHZ5WwyEVglbsYNPlngGa4mBFDxAXIdz9mmff1GQdiwq/VeYS4pAj/YgmRUGq0vO+lDAGkJCvRaI9VbiEC8rwLUIwDQBajCuTJSgG+skLUSTrJV+8nogAEmikWZ7QbWcEFKC/SyhFQEqKFY1ZNEaQrPLE9+ANvU90uQPbdfQbcf/qc/Z/hoYR5nxG6LtdZs3/ZySJEqHGWbFgloYtzRa44BcigCC4GoyALwdLFOCkmK5qwCOfJBMmnECQ/RgCZogCo1pmCOb4xCqIImWAnW8QL+ozfQ6w6yhNcq5TE5ikEPLN9kkffuZU7YSEEy8xB5GPesZ/PMn+n6/N+zf5V++F0ROfmCRArjKDRZREYDR4VFAJu4jiOjxSDpcCh5KHeHwUgS2jGWYJJbmM5FREiO4qgfYmQhWBaUhOsPmp8SL+4V3ABFJyQg1wWxzjfkfeLz+IxQCFKYlQLNQtVQWTs2T7IBHjOJ0iuAJa8x88rB1aBAJwtcrLCmSNfUeHvvqc/1sCG04ucANucCXYMEc2erpQjMiPBPOY+v9e5vM5JBFgf62X9bAftsV22TztoD+2ifbST9tLu1IHO8E9+F8jclDkTl+I28o0SImR1XAAhXgAUYqjMmGk8GgPkVFTFWCHiRb5+qsQpPddX/n9xhapnUg2JY6pRT5cA6snlHi4hCAnB63g962F93Fg/20F7bJft0w7aQ7skhgSh/dGfWQS/Iy+RrzKXkWfyDv6r04OAeKIqekiAUD5kFL87sQbSlIgX+ex1dJrTeRLACUyRBxQB3NiDJYJ6tnq7QOKF+DnP0zUSgfVxixGBdtk+7aA9tIv2SQwJQj98xRv9iz5HPgoE3iKfc7hOkaC8FU/0fVWQK5wRA6VmRGWBgAXUKdJjz6ezTANYnxad95EClAddIpJfRjyP18VomCOEqqM9tEtiKDJkP/0p+1j47TwELiJfkceCVwF1eiREVeJJWmIXxGfoGCtDh38+W/IX+Mq1ZfLV+8VXS4QQ3DQOlKNAqagcBeW1gCKhPDZIBKWl3CbblxCKirIY8oN+zfN3hot5fM3wyf1Z5DEhIn+pC3RRcZwrjo3ksgZlV+EkjRfxIl+9PwpAfpwMRUBZgPJYEMkXa7EUykKUoyGOD2ifp0QhFBUSQ4K4T7iWfka/Z7hwzOMtHzvEdUJ1dhGWT1Cpi1RBbKBA+ox/n0iEq2SvIiL55Cdy40QQJIYgUQS/LIswT4gyJEBZBEJ1q63cdmxG1UsM+RD9Ykl/o/+zwGeRN8c8fgHwHyJBX4QTy/CK1WgqmzCGhgkyeh75kRd1zBkBYhQQ8wQoizAvCtRYucFyNGQh1GRsTs2UxSCiv/Q/8jEjQBnzeAYgAipRNBRRwRPmwCvDRTinBQdkHMsIGi6IF/HBXicuyEGx8YAfEuqaQmRGiMQL8fsogFCOhrypadrFU+YJIZR9lf/kg7wUk5x5/DkCz15OrOq2oYKaVzKxCkUJ4DE/rwNNnEPDolERMjjyIS7Eh0QoUjP/UQSICbHBC8SIIGbOghoVyg0TaisbIRPKzapp+cLqo5/zwPPIE/l6FJ/km7yzrWpsTFCjsfEnha6R/0TkgL7TaQJmTQ8khJh4FBuCGowNC/MMiEaoFwC0Q2ZEEx4lxpMimkSwHkF1eyQI+lCNllGusNyIztP1LOV/2Xc6jmCcei6cxYBQbrxcEvF81VE2RED7tENClPuCzFBVqlZNlZsWdF6ETJE5QiGCvognzqvorEZ0vq5lXfK5LAA3ieCPa6Pn0ftoECuPXhLzBBDKxpxhkD84xK5HJbayENGcaIrKiNh0GbqWUF0yayYSiHhyRLmycsWE6qDRQvDXoY2OY5jyW0Z+gryOF0ejZAARvY1lmYHHGQWwfdrhUZk32fo4kyLUnPbjcRmqQ6iWG4gNEeUL4/G8ClVX8NNRFuAhEXiBEI1Qg4I8JET8PPIjonGxHbQbRSgLEe2XWdE0QU2UmysfE7pedREzIhDxgsdB5+vakn8OOqMUxE1pSAJgsZ9S0lmeyhMiEv04xOuiwTIU7bFdth+FUFriFlOTzBOimdHcJ4GuFaqxwkehXEG5smigjKYDUQQ6OE+EATBTQWyEiITOI7yMeH7Z8NAO250ngoSQCI8TQqbG/Xj8KLAeF6FcabmBedA58XriLAG4zRPgJGPEk1WpIG+ISCzxOPKJeH2sF+2wPbX9JNFAzBNCJqt8FOI58foZEYR4QSzPgowrk18WgKCjUQQJwV7J9828QjYYCSyT++Mg1pMdYTtsTwJEEQjZqk2+lMUgZPI8PCmP1cdV9ChEY4jHCcBeFiOBkAB8zktMaGlEJHEeyWchXhfqY/1qS0LIFtolG38cIYh5/DwJnDftlKHPzyrLkHFniSDyowCKgigE337wiAjEOSKp80gX4nmlOlgv648CEIoECSExHiUCMY+Hs/hSWUbdzP4f/dCBdqpa45wAAAAASUVORK5CYII=</imagefile>
      <input>
        <e type="operand">red</e>
        <e type="operand">green</e>
        <e type="operand">blue</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
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</imagefile>
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      <input>
        <e type="operand">red</e>
        <e type="operand">blue</e>
        <e type="operand">green</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
      </input>
    </image>
  </region>
  <region id="27" left="18" top="2646" width="572" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>https://www.ncl.ucar.edu/Document/Graphics/color_table_gallery.shtml</p>
    </text>
  </region>
  <region id="28" top="2763" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     W     </p>
      </title>
    </area>
    <region id="29" left="45" top="2808" width="3639" height="891" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
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