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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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        <p>Does NOT support "break" statement in program .</p>
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        <e type="operand">Lo</e>
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        <e type="operand">M</e>
        <e type="operand">M</e>
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        <e type="operand">M</e>
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        <e type="operand">12</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">x2</e>
        <e type="operand">0.5</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">y1</e>
        <e type="operand">1.5</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">y2</e>
        <e type="operand">1.5</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">iter</e>
        <e type="operand">48</e>
        <e type="operator" args="2">:</e>
        <e type="operand">w</e>
        <e type="operand">128</e>
        <e type="operator" args="2">:</e>
        <e type="operand">h</e>
        <e type="operand">128</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">3</e>
        <e type="operand">1</e>
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    <text lang="eng">
      <p bold="true">All modules NUMERIC</p>
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        <e type="operand">1</e>
        <e type="function" preserve="true" args="1">time</e>
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        <e type="operand">1</e>
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    <text lang="eng">
      <p>'iterate' =&gt; sets the contrastexternal to the black inner hub.'iterate' 48 renders well MCD ...not so much effective in Smath </p>
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        <e type="operand">C</e>
        <e type="operator" args="2">:</e>
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    <math>
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        <e type="operand">Z</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">w</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">h</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">Z</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">0</e>
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        <e type="operand">k</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">k</e>
        <e type="operand">iter</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">Z</e>
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        <e type="operand">j</e>
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        <e type="operand">Z</e>
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        <e type="function" preserve="true" args="3">el</e>
        <e type="bracket">(</e>
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        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">+</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
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        <e type="operand">break</e>
        <e type="operand">Z</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operand">2</e>
        <e type="operator" args="2">&gt;</e>
        <e type="operand" style="string">N/A</e>
        <e type="function" preserve="true" args="3">cases</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="2">while</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="function" preserve="true" args="3">for</e>
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        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">k</e>
        <e type="operand">255</e>
        <e type="operand">iter</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">k</e>
        <e type="operand">iter</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">0</e>
        <e type="function" args="3">If</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
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        <e type="operand">Z</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">Mandelbrot</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Ω</e>
        <e type="operand">Mandelbrot</e>
        <e type="operand">0</e>
        <e type="operand">455</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">line</e>
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    <math>
      <input>
        <e type="operand">48</e>
        <e type="operand">32</e>
        <e type="operand">1</e>
        <e type="operand">min</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">64</e>
        <e type="operand">5</e>
        <e type="operand">min</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">128</e>
        <e type="operand">22</e>
        <e type="operand">min</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">mat</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
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</imagefile>
      <input>
        <e type="operand">1</e>
        <e type="operand">Ω</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand">Ω</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0.75</e>
        <e type="operator" args="1">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</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>
      </input>
    </image>
  </region>
  <region id="13" left="162" top="585" width="171" height="26" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math decimalPlaces="1">
      <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>
      <contract>
        <e type="operand" style="unit">min</e>
      </contract>
      <result action="numeric">
        <e type="operand">24.7</e>
      </result>
    </math>
  </region>
  <region id="14" left="18" top="639" width="336" height="312" color="#000000" bgColor="#0000ff">
    <picture>
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</raw>
    </picture>
  </region>
  <region id="15" left="378" top="639" width="199" height="83" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Alternately reversibleother style image</p>
      </description>
      <input>
        <e type="operand">k</e>
        <e type="operand">255</e>
        <e type="operand">iter</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">k</e>
        <e type="operand">iter</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">0</e>
        <e type="function" args="3">If</e>
        <e type="operand">k</e>
        <e type="operand">iter</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">k</e>
        <e type="operand">255</e>
        <e type="operand">iter</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="function" args="3">If</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </math>
  </region>
</regions>