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        <e type="operand">1</e>
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        <e type="operand">2</e>
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        <e type="operand">1.4142</e>
        <e type="operand">0.6931</e>
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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">M</e>
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        <e type="operand">10</e>
        <e type="operand">12</e>
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        <e type="operand">n</e>
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        <e type="operand">m</e>
        <e type="operand">2</e>
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        <e type="operand">M</e>
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        <e type="operand">η</e>
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        <e type="operand">M</e>
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        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
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        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">6</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="38">mat</e>
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    <text lang="eng">
      <p>How it works:1. 'n' sets the size of the square2.  Zoom(M,h,v)... h, v set theindividual rectangularity of the dots.</p>
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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><strong><span style="color: Red">MCD</span></strong> code</div>
<div><sub><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt">M</span></span></sub><sup><span style="font-size: 14pt"><span style="font-family: 'Times New Roman'">&lt; j &gt;</span></span></sup><sub><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt">=col(M,j)</span></span></sub></div></span>]]></writer>
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        <e type="operand">10</e>
        <e type="operand">10</e>
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        <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>
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        <p>Damier</p>
      </description>
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        <e type="operand">D</e>
        <e type="operand">0.</e>
        <e type="operand">D</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operand">D</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="function" preserve="true" args="1">transpose</e>
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        <e type="operand">0.</e>
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        <e type="operand">D</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>
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      <p bold="true">Mathcad code below</p>
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