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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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        <p>     Connect, Coord     </p>
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        <p>Matlab/Mathcad/Smath Buckyball C60</p>
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      <p>Carbon 60 lattice NOT done </p>
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        <p>The adjacency matrix</p>
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</raw>
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  </region>
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    <math decimalPlaces="15">
      <input>
        <e type="operand">XY</e>
        <e type="operand">Coord</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operand">Coord</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
        <e type="operand">a</e>
        <e type="operand">b</e>
        <e type="operand">c</e>
        <e type="function" args="3">spec</e>
        <e type="operand" style="string">.</e>
        <e type="operand">14</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Bucky</e>
        <e type="operand">XY</e>
        <e type="operand">a</e>
        <e type="operand">b</e>
        <e type="operand">c</e>
        <e type="function" args="3">spec</e>
        <e type="function" args="2">pts</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>
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    <math decimalPlaces="15">
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        <e type="operand">Coord</e>
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        <e type="function" preserve="true" args="2">col</e>
        <e type="function" preserve="true" args="2">augment</e>
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        <e type="operand">c</e>
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