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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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      <p bold="true">Deterministic cahos 4150</p>
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        <e type="operand">Xseed</e>
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        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
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        <e type="operand">1</e>
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        <e type="operator" args="2">&amp;</e>
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        <e type="bracket">(</e>
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        <e type="operand">Y</e>
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        <e type="operand">X</e>
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        <e type="operand">Y</e>
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        <e type="operand">X</e>
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        <e type="operand">Y</e>
        <e type="operand">1</e>
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        <e type="operand">Y</e>
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        <e type="operand">X</e>
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        <e type="operand">0</e>
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        <e type="operand">XY</e>
        <e type="operand">k</e>
        <e type="operand">2</e>
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        <e type="operand">Y</e>
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        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
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        <e type="operand">kk</e>
        <e type="operand">kk</e>
        <e type="operand">1</e>
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        <e type="operand">distance</e>
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        <e type="operand">X</e>
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        <e type="operand">Yseed</e>
        <e type="operand">Y</e>
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        <e type="operand">XY</e>
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        <e type="operand">1.6</e>
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        <p>timing 'Map'</p>
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        <e type="operand">150</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
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        <e type="operand">1.5</e>
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        <e type="operand">20000</e>
        <e type="operand">200</e>
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        <e type="operand">2</e>
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        <e type="operand">20000</e>
        <e type="operand">300</e>
        <e type="operand">1</e>
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        <e type="operand">35000</e>
        <e type="operand">500</e>
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        <e type="operand">2</e>
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        <e type="operand">13.1</e>
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        <e type="operand">4</e>
        <e type="operand">1</e>
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        <p>start timing RGB</p>
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      <p>RGB takes ~ 3 times 'Map'Total timing ~ 4 'Map'</p>
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        <e type="operand">Size</e>
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        <e type="operand" style="string">height of image</e>
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        <e type="operand">n</e>
        <e type="operand">Map</e>
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        <e type="bracket">(</e>
        <e type="operand" style="string">N'r colored pix</e>
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        <e type="operand">2</e>
        <e type="operand">1</e>
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        <e type="operand">j</e>
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        <e type="operand">Size</e>
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        <e type="operand">Map</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
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        <e type="operand">R</e>
        <e type="operand">i</e>
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        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">255</e>
        <e type="operand">1.75</e>
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        <e type="operand">k</e>
        <e type="operand">n</e>
        <e type="operator" args="2">/</e>
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        <e type="function" preserve="true" args="1">cos</e>
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        <e type="operand">G</e>
        <e type="operand">i</e>
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        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">255</e>
        <e type="operand">π</e>
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        <e type="operand">n</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">sin</e>
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        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
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        <e type="operand">B</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">255</e>
        <e type="operand">1.4</e>
        <e type="operand">π</e>
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        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">k</e>
        <e type="operand">n</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="bracket">(</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">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">R</e>
        <e type="operand">G</e>
        <e type="operand">B</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</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>
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</imagefile>
      <input>
        <e type="operand">RGB</e>
      </input>
    </image>
  </region>
  <region id="11" left="576" top="1053" width="163" height="26" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math decimalPlaces="1" trailingZeros="true">
      <description active="true" position="Top" lang="eng">
        <p>timing RGB</p>
      </description>
      <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">5.3</e>
      </result>
    </math>
  </region>
  <region id="12" left="18" top="1323" width="515" height="265" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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</raw>
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  </region>
  <region id="13" left="18" top="1602" width="678" height="128" border="true" color="#000000" bgColor="#ffffe1">
    <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Arrays R, G,B are defined that contain the amount of red, green and blue to be displayed at each pixel location.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">The<strong><span style="color: Blue"> ceil</span></strong> functions in the program loops find which pixel location [<span style="color: Red">i,j</span>] corresponds to the  x, y location in </span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt"><span style="color: Red">Map </span></span><sub><span style="font-size: 14pt"><span style="color: Red">k,1</span></span></sub><span style="font-size: 11pt"> and in <span style="color: Red">Map </span></span><sub><span style="font-size: 14pt"><span style="color: Red">k,2</span></span></sub><span style="font-size: 11pt"> . After the pixel is found, the sine and cosine functions assign the R, G, B values based</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">on the line number k in the matrix Map. This method assigns about the same color to pixels created about the </span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">same time. The color functions change the colors gradually from red, to green, to blue, to magenta. </span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Pixels not in the Map are black because undefined elements matrix are zero by default.</span></span></div></span>]]></writer>
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      <p>Mathcad: [70000, 1000 =&gt; 4.6 sec]Reference: S.N Rasband                      Cahotic dynamics of nonlinear systems                     Wiley, New York, 1990 [section 8.5]  </p>
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