%clemsonphd: The list of figures pages.  This is set up in a tabular
%clemsonphd: format, using the \fill, so that the stupid dots will
%clemsonphd: line up.  The \twltt is a 12pt typewriter font for the
%clemsonphd: dots.  This gives an approved amount of space between
%clemsonphd: the dots.  Robert Reynolds is the one who figured out
%clemsonphd: how to do this.
%clemsonphd: 
%clemsonphd: One thing about this file and toc and lot.  The width
%clemsonphd: of the page is determined by the longest text,dots pair.
%clemsonphd: So, if your text runs off the right, you must find the
%clemsonphd: line with the longest text,dot pair and remove some dots.
%clemsonphd: You must then put enough dots on all the other lines so
%clemsonphd: that they look ok.
%clemsonphd: 
%clemsonphd: Last thing.  Remember that latex will generate a lof in
%clemsonphd: your actual document.  You must transfer the info (titles
%clemsonphd: and page numbers) from that document to this one by hand.
%clemsonphd: My was two pages long, yours may not be.  Be sure the page
%clemsonphd: numbers at the beginning of the toc are correct.
%clemsonphd: 

\documentstyle[11pt]{article}
\textwidth=6in
\textheight=11in
\evensidemargin=0.5in
\oddsidemargin=0.5in
\topmargin=0.0in
\topskip=0pt
\pagestyle{empty}
\parindent=0em
\begin{document}

\begin{center}
LIST OF FIGURES
\end{center}
\begin{table}[h]
\begin{tabular}{rlr}
\multicolumn{2}{l}{Figure} &Page\\
\\
1.& AP + CP = PX \hspace*{\fill} {\twltt .............................................} & 3\\
\\
2.& Simulated Annealing algorithm \hspace*{\fill} {\twltt ................................} & 8\\
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3.& Spanning tree for 6 point problem \hspace*{\fill} {\twltt ..............................} &9\\
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4.& 6 point solution \hspace*{\fill} {\twltt ............................................}  &9\\
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5.& Spanning tree \hspace*{\fill} {\twltt ..............................................}  &10\\
\\
6.& Simulated Annealing solution \hspace*{\fill} {\twltt ..................................}  &12\\
\\
7.& Exact solution \hspace*{\fill} {\twltt .............................................}  &13\\
\\
8.&The Convex Hull for a random set of points \hspace*{\fill} {\twltt .......................} &15\\
\\
9.& An illustration of the Double Wedge \hspace*{\fill} {\twltt ............................} &16\\
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10.& The Steiner Hull algorithm \hspace*{\fill} {\twltt ....................................} &17\\
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11.& The Steiner Hull for a random set of 100 points \hspace*{\fill} {\twltt ....................} &18\\
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12.& An illustration of the Steiner Hull decomposition \hspace*{\fill} {\twltt ...................} &20\\
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13.& An illustration of the Steiner Hull extension  \hspace*{\fill} {\twltt ......................} &21\\
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14.& A parallel Steiner Hull algorithm \hspace*{\fill} {\twltt ...............................} &23\\
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15.& An illustration of Winter's pushing \hspace*{\fill} {\twltt .............................} &25\\
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16.& Step 1 of Winter's algorithm \hspace*{\fill} {\twltt ..................................} &26\\
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17.& Steps 2 through 7 of Winter's algorithm \hspace*{\fill} {\twltt .........................} &27\\
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18.& Definitions for terms in Winter's algorithm \hspace*{\fill} {\twltt .......................} &28\\
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19.& Initialization code \hspace*{\fill} {\twltt ...........................................} &29\\
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20.& The main loop properly structured \hspace*{\fill} {\twltt ..............................} &30\\
\end{tabular}
\end{table}
\newpage
\textheight=4in
\topmargin=-0.875in
%clemsonphd:
%clemsonphd: Note the page cheat here (ix).
%clemsonphd:
\hspace*{5.75in} ix\\
\\
\vspace*{11pt}
List of Figures (Continued)
\\
\begin{table}[h]
\begin{tabular}{rlr}
\multicolumn{2}{l}{Figure} &Page\\
\\
21.& Function a\_before\_b() \hspace*{\fill} {\twltt .........................................} &31\\
\\
22.&  Function mate() \hspace*{\fill} {\twltt .............................................} &32\\
\\
23.& T\_list for a random set of points \hspace*{\fill} {\twltt ................................} &37\\
\\
24.& SMT extracted from T\_list for a random set of points \hspace*{\fill} {\twltt ................} &38\\
\\
25.& Clearer presentation of a section of code \hspace*{\fill} {\twltt ..........................} &46\\
\\
26.& T\_list  with more than 1 cycle  \hspace*{\fill} {\twltt ...................................} &49\\
\\
27.& Building block ${\cal I}$  \hspace*{\fill} {\twltt ............................................} &51\\
\\
28.&  Building block ${\cal Y}$  \hspace*{\fill} {\twltt ............................................} &51\\
\\
29.&  Building block ${\cal X}$  \hspace*{\fill} {\twltt ............................................} &52\\
\\
30.&  Building block ${\cal S}$  \hspace*{\fill} {\twltt ............................................} &52\\
\\
31.&  SMT for a 2 x 4 grid \hspace*{\fill} {\twltt .........................................} &53\\
\\
32.& SMT for a 3 x 3 grid \hspace*{\fill} {\twltt .........................................} &54\\
\\
33.& SMT for a 3 x 5 grid \hspace*{\fill} {\twltt .........................................} &55\\
\\
34.& 4 x m pattern A \hspace*{\fill} {\twltt .............................................} &56\\
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35.& 4 x m pattern B \hspace*{\fill} {\twltt .............................................} &56\\
\\
36.& 4 x m pattern C \hspace*{\fill} {\twltt .............................................} &57\\
\\
37.& 4 x m pattern D \hspace*{\fill} {\twltt .............................................} &57\\
\\
38.& Theta graph \hspace*{\fill} {\twltt ................................................} &61\\
\end{tabular}
\end{table}

\end{document}
