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    <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: 14pt"><strong><span style="color: Blue">Fourier Quantum</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Adapted from Mathcad 11, <strong><span style="color: Red">mathengjmg</span></strong> [web site].</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Written permission from <strong><span style="color: #993366">Frank Rioux.</span></strong></span></span></div>
<div><a href="http://www.users.csbsju.edu/~frioux/workinprogress.html"><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt"><span style="text-decoration: underline"><span style="color: DarkBlue">http://www.users.csbsju.edu/~frioux/workinprogress.html</span></span></span></span></a></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt"><strong>spirals:</strong> are the mask pattern in preparation for diffraction.</span></span></div></span>]]></writer>
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        <p>     x, y     isolated vectors     </p>
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        <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Splines" linecolor="Red" linethickness="1" linepattern="Dot" symbolsize="3" symboltype="Circle" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
      </traces>
      <input>
        <e type="operand">xy</e>
        <e type="operand">uv</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </xyplot>
  </region>
  <region id="15" left="36" top="1458" width="96" height="26" color="#000000" bgColor="#ffff7f" fontSize="10">
    <math decimalPlaces="2">
      <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>
  </region>
  <region id="16" left="36" top="1494" width="262" height="81" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <description active="true" position="Top" lang="eng">
        <p>Display Diffraction</p>
      </description>
      <input>
        <e type="operand">m</e>
        <e type="operand">1</e>
        <e type="operand">N</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">N</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">M</e>
        <e type="operand">m</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">px</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">py</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="2">Φ</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="bracket">(</e>
        <e type="operand">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="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="17" left="324" top="1494" width="178" height="26" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">DNA</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>
      </input>
    </math>
  </region>
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    <image>
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      <input>
        <e type="operand">DNA</e>
      </input>
    </image>
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  <region id="19" left="36" top="1611" width="171" height="26" color="#000000" bgColor="#ffff7f" 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">10.6</e>
      </result>
    </math>
  </region>
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</raw>
    </picture>
  </region>
  <region id="21" left="36" top="1656" width="259" height="104" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <text lang="eng">
      <p>The spirals are a bit trickyto construct. Once done, thevectors 'x,y' are isolated in the collapsed area tominimize possible interaction.Spirals are set to "spline".</p>
    </text>
  </region>
  <region id="22" left="549" top="1827" width="210" height="327" color="#000000" bgColor="#ffffff">
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