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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
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      <title lang="eng">
        <p>     Some data     </p>
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    <area collapsed="true">
      <title lang="eng">
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</raw>
      </picture>
    </region>
    <region id="6" left="63" top="4032" width="543" height="344" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
      <text lang="eng">
        <p>% Get the adjacency list and convert it to a Matlab sparse matrixADJ = spconvert([in0 ones(180,1)])% Get the XYZ coordinates of carbon atoms in the C60 moleculeXYZ = in1% We'll draw the two "halfs" of the molecule separately% (and in different colors). The sparse matrix hADJ%  corresponds to one half of the molecule.hADJ = sparse(60,60);n = 31:60;hADJ(n,n) = ADJ(n,n);% We'll construct the plot using two calls to Matlab's gplot% function - each call drawing one half of the molecule.gplot(hADJ,XYZ,'m-');axis('equal','off')title('Rotating Buckyball')hold ongplot(ADJ-hADJ,XYZ,'c-');hold off</p>
      </text>
    </region>
    <region id="7" top="4392" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="8" top="4419" color="#000000" bgColor="#ffff80">
    <area collapsed="true">
      <title lang="eng">
        <p>     from Some data      </p>
      </title>
    </area>
    <region id="9" left="45" top="4437" width="346" height="94" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <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">2</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">Nest</e>
          <e type="operand">XY</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="operand">30</e>
          <e type="function" args="4">NestRow</e>
          <e type="operator" args="2">:</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">sys</e>
        </input>
      </math>
    </region>
    <region id="10" left="432" top="4464" width="43" height="24" color="#000000" bgColor="#ebebeb" fontSize="10">
      <math fractionType="auto" decimalPlaces="6">
        <input>
          <e type="operand">n</e>
          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="11" left="45" top="4536" width="476" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Coord</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">2</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="3">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="12" left="45" top="4572" width="378" height="335" color="#000000" bgColor="#ffffff" fontSize="10">
      <plot type="2d" render="lines" scale_x="19.6794196677876" scale_y="20.9026389778991" scale_z="411.351804610331" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="0" transpose_y="0" transpose_z="0">
        <input>
          <e type="operand">Nest</e>
          <e type="operand">n</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">XY</e>
          <e type="operand">Bucky</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="5">sys</e>
        </input>
      </plot>
    </region>
    <region id="13" left="477" top="4581" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
      <plot type="3d" render="lines" scale_x="51.5589357398664" scale_y="51.5589357398664" scale_z="51.5589357398664" rotate_x="-100" rotate_y="10" rotate_z="-2" transpose_x="0" transpose_y="0" transpose_z="0">
        <input>
          <e type="operand">Coord</e>
        </input>
      </plot>
    </region>
    <region id="14" top="4977" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="15" top="5013" color="#000000" bgColor="#ffff80">
    <area collapsed="true">
      <title lang="eng">
        <p>     Buckyball Mathcad     </p>
      </title>
    </area>
    <region id="16" left="99" top="5040" width="453" height="664" border="true" color="#000000" bgColor="#ffffff">
      <picture>
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</raw>
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    </region>
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    </region>
  </region>
  <region id="18" left="36" top="5751" width="164" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">The Buckyball</p>
    </text>
  </region>
  <region id="19" left="243" top="5751" width="331" height="24" color="#ff0000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true">Copy this section, paste in blank sheet</p>
    </text>
  </region>
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    <math fractionType="fraction" decimalPlaces="6">
      <input>
        <e type="operand">data</e>
        <e type="operand">spec</e>
        <e type="function" args="2">pts</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">p</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</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="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">v</e>
        <e type="operand">p</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">Unest 'p' </e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="operand">p</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">v</e>
        <e type="operand">v</e>
        <e type="operand">p</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" preserve="true" args="2">stack</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">data</e>
        <e type="operand">v</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
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    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">data</e>
        <e type="operand">r</e>
        <e type="operand">s</e>
        <e type="operand">k</e>
        <e type="function" args="4">NestRow</e>
        <e type="operand">r</e>
        <e type="operand">k</e>
        <e type="operator" args="2">*</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operator" args="2">≤</e>
        <e type="operand" style="string">memo</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">k</e>
        <e type="operand">s</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">r</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="1">cols</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">M</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">data</e>
        <e type="operand">i</e>
        <e type="operand">r</e>
        <e type="operand">k</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">r</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</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>
        <e type="operand">Q</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M</e>
        <e type="operator" args="2">:</e>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operand">1</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">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">Q</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="22" top="5994" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     Connect, Coord     </p>
      </title>
    </area>
    <region id="23" left="27" top="6021" width="135" height="3249" color="#000000" bgColor="#ffffff" fontSize="10">
      <math fractionType="auto" decimalPlaces="6">
        <input>
          <e type="operand">Connect</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="operand">5</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operand">11</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="operand">3</e>
          <e type="operand">4</e>
          <e type="operand">3</e>
          <e type="operand">16</e>
          <e type="operand">3</e>
          <e type="operand">3</e>
          <e type="operand">4</e>
          <e type="operand">5</e>
          <e type="operand">4</e>
          <e type="operand">21</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="operand">5</e>
          <e type="operand">4</e>
          <e type="operand">5</e>
          <e type="operand">26</e>
          <e type="operand">5</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="operand">7</e>
          <e type="operand">6</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operand">6</e>
          <e type="operand">7</e>
          <e type="operand">8</e>
          <e type="operand">7</e>
          <e type="operand">30</e>
          <e type="operand">7</e>
          <e type="operand">7</e>
          <e type="operand">8</e>
          <e type="operand">9</e>
          <e type="operand">8</e>
          <e type="operand">42</e>
          <e type="operand">8</e>
          <e type="operand">8</e>
          <e type="operand">9</e>
          <e type="operand">10</e>
          <e type="operand">9</e>
          <e type="operand">38</e>
          <e type="operand">9</e>
          <e type="operand">6</e>
          <e type="operand">10</e>
          <e type="operand">9</e>
          <e type="operand">10</e>
          <e type="operand">12</e>
          <e type="operand">10</e>
          <e type="operand">2</e>
          <e type="operand">11</e>
          <e type="operand">12</e>
          <e type="operand">11</e>
          <e type="operand">15</e>
          <e type="operand">11</e>
          <e type="operand">10</e>
          <e type="operand">12</e>
          <e type="operand">11</e>
          <e type="operand">12</e>
          <e type="operand">13</e>
          <e type="operand">12</e>
          <e type="operand">12</e>
          <e type="operand">13</e>
          <e type="operand">14</e>
          <e type="operand">13</e>
          <e type="operand">37</e>
          <e type="operand">13</e>
          <e type="operand">13</e>
          <e type="operand">14</e>
          <e type="operand">15</e>
          <e type="operand">14</e>
          <e type="operand">33</e>
          <e type="operand">14</e>
          <e type="operand">11</e>
          <e type="operand">15</e>
          <e type="operand">14</e>
          <e type="operand">15</e>
          <e type="operand">17</e>
          <e type="operand">15</e>
          <e type="operand">3</e>
          <e type="operand">16</e>
          <e type="operand">17</e>
          <e type="operand">16</e>
          <e type="operand">20</e>
          <e type="operand">16</e>
          <e type="operand">15</e>
          <e type="operand">17</e>
          <e type="operand">16</e>
          <e type="operand">17</e>
          <e type="operand">18</e>
          <e type="operand">17</e>
          <e type="operand">17</e>
          <e type="operand">18</e>
          <e type="operand">19</e>
          <e type="operand">18</e>
          <e type="operand">32</e>
          <e type="operand">18</e>
          <e type="operand">18</e>
          <e type="operand">19</e>
          <e type="operand">20</e>
          <e type="operand">19</e>
          <e type="operand">53</e>
          <e type="operand">19</e>
          <e type="operand">16</e>
          <e type="operand">20</e>
          <e type="operand">19</e>
          <e type="operand">20</e>
          <e type="operand">22</e>
          <e type="operand">20</e>
          <e type="operand">4</e>
          <e type="operand">21</e>
          <e type="operand">22</e>
          <e type="operand">21</e>
          <e type="operand">25</e>
          <e type="operand">21</e>
          <e type="operand">20</e>
          <e type="operand">22</e>
          <e type="operand">21</e>
          <e type="operand">22</e>
          <e type="operand">23</e>
          <e type="operand">22</e>
          <e type="operand">22</e>
          <e type="operand">23</e>
          <e type="operand">24</e>
          <e type="operand">23</e>
          <e type="operand">52</e>
          <e type="operand">23</e>
          <e type="operand">23</e>
          <e type="operand">24</e>
          <e type="operand">25</e>
          <e type="operand">24</e>
          <e type="operand">48</e>
          <e type="operand">24</e>
          <e type="operand">21</e>
          <e type="operand">25</e>
          <e type="operand">24</e>
          <e type="operand">25</e>
          <e type="operand">27</e>
          <e type="operand">25</e>
          <e type="operand">5</e>
          <e type="operand">26</e>
          <e type="operand">27</e>
          <e type="operand">26</e>
          <e type="operand">30</e>
          <e type="operand">26</e>
          <e type="operand">25</e>
          <e type="operand">27</e>
          <e type="operand">26</e>
          <e type="operand">27</e>
          <e type="operand">28</e>
          <e type="operand">27</e>
          <e type="operand">27</e>
          <e type="operand">28</e>
          <e type="operand">29</e>
          <e type="operand">28</e>
          <e type="operand">47</e>
          <e type="operand">28</e>
          <e type="operand">28</e>
          <e type="operand">29</e>
          <e type="operand">30</e>
          <e type="operand">29</e>
          <e type="operand">43</e>
          <e type="operand">29</e>
          <e type="operand">7</e>
          <e type="operand">30</e>
          <e type="operand">26</e>
          <e type="operand">30</e>
          <e type="operand">29</e>
          <e type="operand">30</e>
          <e type="operand">32</e>
          <e type="operand">31</e>
          <e type="operand">35</e>
          <e type="operand">31</e>
          <e type="operand">54</e>
          <e type="operand">31</e>
          <e type="operand">18</e>
          <e type="operand">32</e>
          <e type="operand">31</e>
          <e type="operand">32</e>
          <e type="operand">33</e>
          <e type="operand">32</e>
          <e type="operand">14</e>
          <e type="operand">33</e>
          <e type="operand">32</e>
          <e type="operand">33</e>
          <e type="operand">34</e>
          <e type="operand">33</e>
          <e type="operand">33</e>
          <e type="operand">34</e>
          <e type="operand">35</e>
          <e type="operand">34</e>
          <e type="operand">36</e>
          <e type="operand">34</e>
          <e type="operand">31</e>
          <e type="operand">35</e>
          <e type="operand">34</e>
          <e type="operand">35</e>
          <e type="operand">56</e>
          <e type="operand">35</e>
          <e type="operand">34</e>
          <e type="operand">36</e>
          <e type="operand">37</e>
          <e type="operand">36</e>
          <e type="operand">40</e>
          <e type="operand">36</e>
          <e type="operand">13</e>
          <e type="operand">37</e>
          <e type="operand">36</e>
          <e type="operand">37</e>
          <e type="operand">38</e>
          <e type="operand">37</e>
          <e type="operand">9</e>
          <e type="operand">38</e>
          <e type="operand">37</e>
          <e type="operand">38</e>
          <e type="operand">39</e>
          <e type="operand">38</e>
          <e type="operand">38</e>
          <e type="operand">39</e>
          <e type="operand">40</e>
          <e type="operand">39</e>
          <e type="operand">41</e>
          <e type="operand">39</e>
          <e type="operand">36</e>
          <e type="operand">40</e>
          <e type="operand">39</e>
          <e type="operand">40</e>
          <e type="operand">57</e>
          <e type="operand">40</e>
          <e type="operand">39</e>
          <e type="operand">41</e>
          <e type="operand">42</e>
          <e type="operand">41</e>
          <e type="operand">45</e>
          <e type="operand">41</e>
          <e type="operand">8</e>
          <e type="operand">42</e>
          <e type="operand">41</e>
          <e type="operand">42</e>
          <e type="operand">43</e>
          <e type="operand">42</e>
          <e type="operand">29</e>
          <e type="operand">43</e>
          <e type="operand">42</e>
          <e type="operand">43</e>
          <e type="operand">44</e>
          <e type="operand">43</e>
          <e type="operand">43</e>
          <e type="operand">44</e>
          <e type="operand">45</e>
          <e type="operand">44</e>
          <e type="operand">46</e>
          <e type="operand">44</e>
          <e type="operand">41</e>
          <e type="operand">45</e>
          <e type="operand">44</e>
          <e type="operand">45</e>
          <e type="operand">58</e>
          <e type="operand">45</e>
          <e type="operand">44</e>
          <e type="operand">46</e>
          <e type="operand">47</e>
          <e type="operand">46</e>
          <e type="operand">50</e>
          <e type="operand">46</e>
          <e type="operand">28</e>
          <e type="operand">47</e>
          <e type="operand">46</e>
          <e type="operand">47</e>
          <e type="operand">48</e>
          <e type="operand">47</e>
          <e type="operand">24</e>
          <e type="operand">48</e>
          <e type="operand">47</e>
          <e type="operand">48</e>
          <e type="operand">49</e>
          <e type="operand">48</e>
          <e type="operand">48</e>
          <e type="operand">49</e>
          <e type="operand">50</e>
          <e type="operand">49</e>
          <e type="operand">51</e>
          <e type="operand">49</e>
          <e type="operand">46</e>
          <e type="operand">50</e>
          <e type="operand">49</e>
          <e type="operand">50</e>
          <e type="operand">59</e>
          <e type="operand">50</e>
          <e type="operand">49</e>
          <e type="operand">51</e>
          <e type="operand">52</e>
          <e type="operand">51</e>
          <e type="operand">55</e>
          <e type="operand">51</e>
          <e type="operand">23</e>
          <e type="operand">52</e>
          <e type="operand">51</e>
          <e type="operand">52</e>
          <e type="operand">53</e>
          <e type="operand">52</e>
          <e type="operand">19</e>
          <e type="operand">53</e>
          <e type="operand">52</e>
          <e type="operand">53</e>
          <e type="operand">54</e>
          <e type="operand">53</e>
          <e type="operand">31</e>
          <e type="operand">54</e>
          <e type="operand">53</e>
          <e type="operand">54</e>
          <e type="operand">55</e>
          <e type="operand">54</e>
          <e type="operand">51</e>
          <e type="operand">55</e>
          <e type="operand">54</e>
          <e type="operand">55</e>
          <e type="operand">60</e>
          <e type="operand">55</e>
          <e type="operand">35</e>
          <e type="operand">56</e>
          <e type="operand">57</e>
          <e type="operand">56</e>
          <e type="operand">60</e>
          <e type="operand">56</e>
          <e type="operand">40</e>
          <e type="operand">57</e>
          <e type="operand">56</e>
          <e type="operand">57</e>
          <e type="operand">58</e>
          <e type="operand">57</e>
          <e type="operand">45</e>
          <e type="operand">58</e>
          <e type="operand">57</e>
          <e type="operand">58</e>
          <e type="operand">59</e>
          <e type="operand">58</e>
          <e type="operand">50</e>
          <e type="operand">59</e>
          <e type="operand">58</e>
          <e type="operand">59</e>
          <e type="operand">60</e>
          <e type="operand">59</e>
          <e type="operand">55</e>
          <e type="operand">60</e>
          <e type="operand">56</e>
          <e type="operand">60</e>
          <e type="operand">59</e>
          <e type="operand">60</e>
          <e type="operand">180</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="362">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="24" left="252" top="6021" width="277" height="2223" color="#000000" bgColor="#ffffff" fontSize="10">
      <math fractionType="auto" decimalPlaces="6">
        <input>
          <e type="operand">Coord</e>
          <e type="operand">0</e>
          <e type="operand">0.343</e>
          <e type="operand">0</e>
          <e type="operand">0.939</e>
          <e type="operand">1</e>
          <e type="operand">0.106</e>
          <e type="operand">0.327</e>
          <e type="operand">0.939</e>
          <e type="operand">2</e>
          <e type="operand">0.278</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.202</e>
          <e type="operand">0.939</e>
          <e type="operand">3</e>
          <e type="operand">0.278</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.202</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.939</e>
          <e type="operand">4</e>
          <e type="operand">0.106</e>
          <e type="operand">0.327</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.939</e>
          <e type="operand">5</e>
          <e type="operand">0.343</e>
          <e type="operand">0</e>
          <e type="operand">0.939</e>
          <e type="operand">6</e>
          <e type="operand">0.687</e>
          <e type="operand">0</e>
          <e type="operand">0.727</e>
          <e type="operand">7</e>
          <e type="operand">0.793</e>
          <e type="operand">0.327</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.515</e>
          <e type="operand">8</e>
          <e type="operand">0.555</e>
          <e type="operand">0.653</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.515</e>
          <e type="operand">9</e>
          <e type="operand">0.212</e>
          <e type="operand">0.653</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.727</e>
          <e type="operand">10</e>
          <e type="operand">0.106</e>
          <e type="operand">0.327</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.939</e>
          <e type="operand">11</e>
          <e type="operand">0.278</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.202</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.939</e>
          <e type="operand">12</e>
          <e type="operand">0.555</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.404</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.727</e>
          <e type="operand">13</e>
          <e type="operand">0.833</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.202</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.515</e>
          <e type="operand">14</e>
          <e type="operand">0.833</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.202</e>
          <e type="operand">0.515</e>
          <e type="operand">15</e>
          <e type="operand">0.555</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.404</e>
          <e type="operand">0.727</e>
          <e type="operand">16</e>
          <e type="operand">0.278</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.202</e>
          <e type="operand">0.939</e>
          <e type="operand">17</e>
          <e type="operand">0.106</e>
          <e type="operand">0.327</e>
          <e type="operand">0.939</e>
          <e type="operand">18</e>
          <e type="operand">0.212</e>
          <e type="operand">0.653</e>
          <e type="operand">0.727</e>
          <e type="operand">19</e>
          <e type="operand">0.555</e>
          <e type="operand">0.653</e>
          <e type="operand">0.515</e>
          <e type="operand">20</e>
          <e type="operand">0.793</e>
          <e type="operand">0.327</e>
          <e type="operand">0.515</e>
          <e type="operand">21</e>
          <e type="operand">0.687</e>
          <e type="operand">0</e>
          <e type="operand">0.727</e>
          <e type="operand">22</e>
          <e type="operand">0.793</e>
          <e type="operand">0.327</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.515</e>
          <e type="operand">23</e>
          <e type="operand">0.964</e>
          <e type="operand">0.202</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.172</e>
          <e type="operand">24</e>
          <e type="operand">0.899</e>
          <e type="operand">0.404</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.172</e>
          <e type="operator" args="1">-</e>
          <e type="operand">25</e>
          <e type="operand">0.661</e>
          <e type="operand">0.73</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.172</e>
          <e type="operator" args="1">-</e>
          <e type="operand">26</e>
          <e type="operand">0.49</e>
          <e type="operand">0.855</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.172</e>
          <e type="operand">27</e>
          <e type="operand">0.555</e>
          <e type="operand">0.653</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.515</e>
          <e type="operand">28</e>
          <e type="operand">0.212</e>
          <e type="operand">0.653</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.727</e>
          <e type="operand">29</e>
          <e type="operand">0.066</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.855</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.515</e>
          <e type="operand">30</e>
          <e type="operand">0.449</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.73</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.515</e>
          <e type="operand">31</e>
          <e type="operand">0.555</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.404</e>
          <e type="operator" args="1">-</e>
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          <e type="operand">123</e>
          <e type="operand">4</e>
          <e type="function" preserve="true" args="494">mat</e>
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        <e type="operand">k</e>
        <e type="operand">122</e>
        <e type="operator" args="2">:</e>
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        <e type="function" preserve="true" args="1">rows</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
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        <e type="function" preserve="true" args="4">mat</e>
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        <e type="bracket">(</e>
        <e type="function" preserve="true" args="2">row</e>
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        <e type="operand">0.343</e>
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        <e type="operand">0</e>
        <e type="operand">0.939</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="6">mat</e>
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        <e type="operand">Coord</e>
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        <e type="operand">Coord</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operand">Coord</e>
        <e type="operand">4</e>
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        <e type="operand" style="unit">°</e>
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        <e type="operand">0</e>
        <e type="operand" style="unit">°</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">zoom</e>
        <e type="operand">10</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Rot</e>
        <e type="operand">θ</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operand">θ</e>
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        <e type="operand">φ</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
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        <e type="function" preserve="true" args="1">cos</e>
        <e type="operand">φ</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operand">φ</e>
        <e type="function" preserve="true" args="1">cos</e>
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        <e type="operand">3</e>
        <e type="function" preserve="true" args="11">mat</e>
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        <e type="operand">4</e>
        <e type="operand">1</e>
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        <e type="operand">c</e>
        <e type="function" args="3">spec</e>
        <e type="operand" style="string">+</e>
        <e type="operand">5</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>
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    <plot grid="false" axes="false" type="3d" render="lines" scale_x="17.1854291018112" scale_y="17.1854291018112" scale_z="17.1854291018112" rotate_x="-1077" rotate_y="-1138" rotate_z="-2" transpose_x="0" transpose_y="0" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>Matlab/Mathcad Buckyball C60</p>
      </description>
      <input>
        <e type="operand">Coord</e>
        <e type="operand">Rot</e>
        <e type="operator" args="2">*</e>
        <e type="operand">zoom</e>
        <e type="operator" args="2">*</e>
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    </plot>
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  <region id="32" left="36" top="9603" width="264" height="28" color="#000000" bgColor="#fff5ff" fontSize="10">
    <math fractionType="fraction" decimalPlaces="6">
      <input>
        <e type="operand">pts</e>
        <e type="operand">Connect</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>
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      </input>
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  </region>
  <region id="33" left="36" top="9648" width="327" height="178" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="0.191903989666763" scale_y="0.372154575925649" scale_z="0.0714179478928744" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-116" transpose_y="-59" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>The adjacency matrix</p>
      </description>
      <input>
        <e type="operand">pts</e>
      </input>
    </plot>
  </region>
  <region id="34" left="36" top="9927" width="346" height="94" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
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        <e type="operand">XY</e>
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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>
        <e type="operator" args="2">:</e>
        <e type="operand">a</e>
        <e type="operand">b</e>
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        <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">Nest</e>
        <e type="operand">XY</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="operand">61</e>
        <e type="function" args="4">NestRow</e>
        <e type="operator" args="2">:</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">sys</e>
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  <region id="35" left="387" top="9927" width="43" height="24" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">n</e>
        <e type="operand">6</e>
        <e type="operator" args="2">:</e>
      </input>
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    <math>
      <description active="true" position="Top" lang="eng">
        <p>Plot</p>
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        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">XY</e>
        <e type="operand">Bucky</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
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        <e type="operand">Nest</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
      </input>
      <result action="numeric">
        <e type="operand">0.106</e>
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        <e type="operand">0.939</e>
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        <e type="operand">2</e>
        <e type="function" preserve="true" args="6">mat</e>
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  <region id="38" left="486" top="10026" width="270" height="24" color="#000000" bgColor="#ffffe1" fontSize="10">
    <text lang="eng">
      <p>Can't produce Carbon 60 lattice </p>
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        <e type="operand">Bucky</e>
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        <e type="function" preserve="true" args="5">sys</e>
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