\section{lib/pack/ccomps.c File Reference}
\label{ccomps_8c}\index{lib/pack/ccomps.\-c@{lib/pack/ccomps.\-c}}
{\ttfamily \#include $<$ctype.\-h$>$}\\*
{\ttfamily \#include $<$setjmp.\-h$>$}\\*
{\ttfamily \#include \char`\"{}render.\-h\char`\"{}}\\*
{\ttfamily \#include \char`\"{}pack.\-h\char`\"{}}\\*
Include dependency graph for ccomps.\-c\-:\nopagebreak
\begin{figure}[H]
\begin{center}
\leavevmode
\includegraphics[width=350pt]{ccomps_8c__incl}
\end{center}
\end{figure}
\subsection*{Data Structures}
\begin{DoxyCompactItemize}
\item 
struct {\bf blk\-\_\-t}
\item 
struct {\bf stk\-\_\-t}
\item 
struct {\bf ccgraphinfo\-\_\-t}
\item 
struct {\bf ccgnodeinfo\-\_\-t}
\item 
struct {\bf orig\-\_\-t}
\end{DoxyCompactItemize}
\subsection*{Macros}
\begin{DoxyCompactItemize}
\item 
\#define {\bf M\-A\-R\-K\-E\-D}(stk, n)~((stk)-\/$>$markfn(n,-\/1))
\item 
\#define {\bf M\-A\-R\-K}(stk, n)~((stk)-\/$>$markfn(n,1))
\item 
\#define {\bf U\-N\-M\-A\-R\-K}(stk, n)~((stk)-\/$>$markfn(n,0))
\item 
\#define {\bf I\-N\-I\-T\-B\-U\-F}~1024
\item 
\#define {\bf B\-I\-G\-B\-U\-F}~1000000
\item 
\#define {\bf G\-R\-E\-C\-N\-A\-M\-E}~\char`\"{}ccgraphinfo\char`\"{}
\item 
\#define {\bf N\-R\-E\-C\-N\-A\-M\-E}~\char`\"{}ccgnodeinfo\char`\"{}
\item 
\#define {\bf G\-D\-\_\-cc\-\_\-subg}(g)~((({\bf ccgraphinfo\-\_\-t}$\ast$){\bf aggetrec}(g, {\bf G\-R\-E\-C\-N\-A\-M\-E}, {\bf F\-A\-L\-S\-E}))-\/$>$cc\-\_\-subg)
\item 
\#define {\bf dnode\-Of}(v)~((({\bf ccgnodeinfo\-\_\-t}$\ast$){\bf aggetrec}(v, {\bf N\-R\-E\-C\-N\-A\-M\-E}, {\bf F\-A\-L\-S\-E}))-\/$>$ptr.\-n)
\item 
\#define {\bf dnode\-Set}(v, w)~((({\bf ccgnodeinfo\-\_\-t}$\ast$){\bf aggetrec}(v, {\bf N\-R\-E\-C\-N\-A\-M\-E}, {\bf F\-A\-L\-S\-E}))-\/$>$ptr.\-n=w)
\item 
\#define {\bf ptr\-Of}(np)~((({\bf ccgnodeinfo\-\_\-t}$\ast$)((np)-\/$>$base.\-data))-\/$>$ptr.\-v)
\item 
\#define {\bf node\-Of}(np)~((({\bf ccgnodeinfo\-\_\-t}$\ast$)((np)-\/$>$base.\-data))-\/$>$ptr.\-n)
\item 
\#define {\bf clust\-Of}(np)~((({\bf ccgnodeinfo\-\_\-t}$\ast$)((np)-\/$>$base.\-data))-\/$>$ptr.\-g)
\item 
\#define {\bf cl\-Mark}(n)~((({\bf ccgnodeinfo\-\_\-t}$\ast$)(n-\/$>$base.\-data))-\/$>$mark)
\item 
\#define {\bf is\-Cluster}(g)~(strncmp({\bf agnameof}(g), \char`\"{}cluster\char`\"{}, 7) == 0)
\item 
\#define {\bf O\-R\-I\-G\-\_\-\-R\-E\-C}~\char`\"{}orig\char`\"{}
\end{DoxyCompactItemize}
\subsection*{Typedefs}
\begin{DoxyCompactItemize}
\item 
typedef struct {\bf blk\-\_\-t} {\bf blk\-\_\-t}
\end{DoxyCompactItemize}
\subsection*{Functions}
\begin{DoxyCompactItemize}
\item 
{\bf Agraph\-\_\-t} $\ast$$\ast$ {\bf pccomps} ({\bf Agraph\-\_\-t} $\ast$g, {\bf int} $\ast$ncc, char $\ast$pfx, {\bf boolean} $\ast$pinned)
\item 
{\bf Agraph\-\_\-t} $\ast$$\ast$ {\bf ccomps} ({\bf Agraph\-\_\-t} $\ast$g, {\bf int} $\ast$ncc, char $\ast$pfx)
\item 
{\bf int} {\bf node\-\_\-induce} ({\bf Agraph\-\_\-t} $\ast$g, {\bf Agraph\-\_\-t} $\ast$eg)
\item 
{\bf Agraph\-\_\-t} $\ast$ {\bf map\-Clust} ({\bf Agraph\-\_\-t} $\ast$cl)
\item 
{\bf Agraph\-\_\-t} $\ast$$\ast$ {\bf cccomps} ({\bf Agraph\-\_\-t} $\ast$g, {\bf int} $\ast$ncc, char $\ast$pfx)
\item 
{\bf int} {\bf is\-Connected} ({\bf Agraph\-\_\-t} $\ast$g)
\item 
{\bf int} {\bf node\-Induce} ({\bf Agraph\-\_\-t} $\ast$g)
\end{DoxyCompactItemize}


\subsection{Macro Definition Documentation}
\index{ccomps.\-c@{ccomps.\-c}!B\-I\-G\-B\-U\-F@{B\-I\-G\-B\-U\-F}}
\index{B\-I\-G\-B\-U\-F@{B\-I\-G\-B\-U\-F}!ccomps.c@{ccomps.\-c}}
\subsubsection[{B\-I\-G\-B\-U\-F}]{\setlength{\rightskip}{0pt plus 5cm}\#define B\-I\-G\-B\-U\-F~1000000}\label{ccomps_8c_a68b2918a3e521d9f275b6e371138fb6f}


Definition at line 42 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!cl\-Mark@{cl\-Mark}}
\index{cl\-Mark@{cl\-Mark}!ccomps.c@{ccomps.\-c}}
\subsubsection[{cl\-Mark}]{\setlength{\rightskip}{0pt plus 5cm}\#define cl\-Mark(
\begin{DoxyParamCaption}
\item[{}]{n}
\end{DoxyParamCaption}
)~((({\bf ccgnodeinfo\-\_\-t}$\ast$)(n-\/$>$base.\-data))-\/$>$mark)}\label{ccomps_8c_a207af0dd2e3c321431339b328a376234}


Definition at line 384 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!clust\-Of@{clust\-Of}}
\index{clust\-Of@{clust\-Of}!ccomps.c@{ccomps.\-c}}
\subsubsection[{clust\-Of}]{\setlength{\rightskip}{0pt plus 5cm}\#define clust\-Of(
\begin{DoxyParamCaption}
\item[{}]{np}
\end{DoxyParamCaption}
)~((({\bf ccgnodeinfo\-\_\-t}$\ast$)((np)-\/$>$base.\-data))-\/$>$ptr.\-g)}\label{ccomps_8c_ab05f236d5109c7decc98dab22d3890bf}


Definition at line 383 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!dnode\-Of@{dnode\-Of}}
\index{dnode\-Of@{dnode\-Of}!ccomps.c@{ccomps.\-c}}
\subsubsection[{dnode\-Of}]{\setlength{\rightskip}{0pt plus 5cm}\#define dnode\-Of(
\begin{DoxyParamCaption}
\item[{}]{v}
\end{DoxyParamCaption}
)~((({\bf ccgnodeinfo\-\_\-t}$\ast$){\bf aggetrec}(v, {\bf N\-R\-E\-C\-N\-A\-M\-E}, {\bf F\-A\-L\-S\-E}))-\/$>$ptr.\-n)}\label{ccomps_8c_a46cd20d160e0041afe9c9f53780ba1f5}


Definition at line 377 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!dnode\-Set@{dnode\-Set}}
\index{dnode\-Set@{dnode\-Set}!ccomps.c@{ccomps.\-c}}
\subsubsection[{dnode\-Set}]{\setlength{\rightskip}{0pt plus 5cm}\#define dnode\-Set(
\begin{DoxyParamCaption}
\item[{}]{v, }
\item[{}]{w}
\end{DoxyParamCaption}
)~((({\bf ccgnodeinfo\-\_\-t}$\ast$){\bf aggetrec}(v, {\bf N\-R\-E\-C\-N\-A\-M\-E}, {\bf F\-A\-L\-S\-E}))-\/$>$ptr.\-n=w)}\label{ccomps_8c_ad6af4203ee53eee1150f67c4c938139d}


Definition at line 378 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!G\-D\-\_\-cc\-\_\-subg@{G\-D\-\_\-cc\-\_\-subg}}
\index{G\-D\-\_\-cc\-\_\-subg@{G\-D\-\_\-cc\-\_\-subg}!ccomps.c@{ccomps.\-c}}
\subsubsection[{G\-D\-\_\-cc\-\_\-subg}]{\setlength{\rightskip}{0pt plus 5cm}\#define G\-D\-\_\-cc\-\_\-subg(
\begin{DoxyParamCaption}
\item[{}]{g}
\end{DoxyParamCaption}
)~((({\bf ccgraphinfo\-\_\-t}$\ast$){\bf aggetrec}(g, {\bf G\-R\-E\-C\-N\-A\-M\-E}, {\bf F\-A\-L\-S\-E}))-\/$>$cc\-\_\-subg)}\label{ccomps_8c_afc8e34eddfe0d3ab148358a8e613d784}


Definition at line 360 of file ccomps.\-c.



Referenced by cccomps().

\index{ccomps.\-c@{ccomps.\-c}!G\-R\-E\-C\-N\-A\-M\-E@{G\-R\-E\-C\-N\-A\-M\-E}}
\index{G\-R\-E\-C\-N\-A\-M\-E@{G\-R\-E\-C\-N\-A\-M\-E}!ccomps.c@{ccomps.\-c}}
\subsubsection[{G\-R\-E\-C\-N\-A\-M\-E}]{\setlength{\rightskip}{0pt plus 5cm}\#define G\-R\-E\-C\-N\-A\-M\-E~\char`\"{}ccgraphinfo\char`\"{}}\label{ccomps_8c_a7e9237e14818fb2782e740dd121177d8}


Definition at line 358 of file ccomps.\-c.



Referenced by cccomps().

\index{ccomps.\-c@{ccomps.\-c}!I\-N\-I\-T\-B\-U\-F@{I\-N\-I\-T\-B\-U\-F}}
\index{I\-N\-I\-T\-B\-U\-F@{I\-N\-I\-T\-B\-U\-F}!ccomps.c@{ccomps.\-c}}
\subsubsection[{I\-N\-I\-T\-B\-U\-F}]{\setlength{\rightskip}{0pt plus 5cm}\#define I\-N\-I\-T\-B\-U\-F~1024}\label{ccomps_8c_acafa1456b91510f12ba885c3fffe4c5b}


Definition at line 41 of file ccomps.\-c.



Referenced by cccomps(), ccomps(), is\-Connected(), and pccomps().

\index{ccomps.\-c@{ccomps.\-c}!is\-Cluster@{is\-Cluster}}
\index{is\-Cluster@{is\-Cluster}!ccomps.c@{ccomps.\-c}}
\subsubsection[{is\-Cluster}]{\setlength{\rightskip}{0pt plus 5cm}\#define is\-Cluster(
\begin{DoxyParamCaption}
\item[{}]{g}
\end{DoxyParamCaption}
)~(strncmp({\bf agnameof}(g), \char`\"{}cluster\char`\"{}, 7) == 0)}\label{ccomps_8c_a10610a280880d9cdad59566d1645992f}


Definition at line 389 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!M\-A\-R\-K@{M\-A\-R\-K}}
\index{M\-A\-R\-K@{M\-A\-R\-K}!ccomps.c@{ccomps.\-c}}
\subsubsection[{M\-A\-R\-K}]{\setlength{\rightskip}{0pt plus 5cm}\#define M\-A\-R\-K(
\begin{DoxyParamCaption}
\item[{}]{stk, }
\item[{}]{n}
\end{DoxyParamCaption}
)~((stk)-\/$>$markfn(n,1))}\label{ccomps_8c_a5490152441aa99ea902b01846706fd29}


Definition at line 23 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!M\-A\-R\-K\-E\-D@{M\-A\-R\-K\-E\-D}}
\index{M\-A\-R\-K\-E\-D@{M\-A\-R\-K\-E\-D}!ccomps.c@{ccomps.\-c}}
\subsubsection[{M\-A\-R\-K\-E\-D}]{\setlength{\rightskip}{0pt plus 5cm}\#define M\-A\-R\-K\-E\-D(
\begin{DoxyParamCaption}
\item[{}]{stk, }
\item[{}]{n}
\end{DoxyParamCaption}
)~((stk)-\/$>$markfn(n,-\/1))}\label{ccomps_8c_a0033d65bf153cfd8cd0d7b16f524c826}


Definition at line 22 of file ccomps.\-c.



Referenced by cccomps(), ccomps(), and pccomps().

\index{ccomps.\-c@{ccomps.\-c}!node\-Of@{node\-Of}}
\index{node\-Of@{node\-Of}!ccomps.c@{ccomps.\-c}}
\subsubsection[{node\-Of}]{\setlength{\rightskip}{0pt plus 5cm}\#define node\-Of(
\begin{DoxyParamCaption}
\item[{}]{np}
\end{DoxyParamCaption}
)~((({\bf ccgnodeinfo\-\_\-t}$\ast$)((np)-\/$>$base.\-data))-\/$>$ptr.\-n)}\label{ccomps_8c_a82a24e9e84205519f40bca7e9756339d}


Definition at line 382 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!N\-R\-E\-C\-N\-A\-M\-E@{N\-R\-E\-C\-N\-A\-M\-E}}
\index{N\-R\-E\-C\-N\-A\-M\-E@{N\-R\-E\-C\-N\-A\-M\-E}!ccomps.c@{ccomps.\-c}}
\subsubsection[{N\-R\-E\-C\-N\-A\-M\-E}]{\setlength{\rightskip}{0pt plus 5cm}\#define N\-R\-E\-C\-N\-A\-M\-E~\char`\"{}ccgnodeinfo\char`\"{}}\label{ccomps_8c_add41b67b264dbce676db64bf06d85ff6}


Definition at line 359 of file ccomps.\-c.



Referenced by cccomps().

\index{ccomps.\-c@{ccomps.\-c}!O\-R\-I\-G\-\_\-\-R\-E\-C@{O\-R\-I\-G\-\_\-\-R\-E\-C}}
\index{O\-R\-I\-G\-\_\-\-R\-E\-C@{O\-R\-I\-G\-\_\-\-R\-E\-C}!ccomps.c@{ccomps.\-c}}
\subsubsection[{O\-R\-I\-G\-\_\-\-R\-E\-C}]{\setlength{\rightskip}{0pt plus 5cm}\#define O\-R\-I\-G\-\_\-\-R\-E\-C~\char`\"{}orig\char`\"{}}\label{ccomps_8c_a871a246b1095f31bce1a0966b030fb31}


Definition at line 523 of file ccomps.\-c.



Referenced by map\-Clust().

\index{ccomps.\-c@{ccomps.\-c}!ptr\-Of@{ptr\-Of}}
\index{ptr\-Of@{ptr\-Of}!ccomps.c@{ccomps.\-c}}
\subsubsection[{ptr\-Of}]{\setlength{\rightskip}{0pt plus 5cm}\#define ptr\-Of(
\begin{DoxyParamCaption}
\item[{}]{np}
\end{DoxyParamCaption}
)~((({\bf ccgnodeinfo\-\_\-t}$\ast$)((np)-\/$>$base.\-data))-\/$>$ptr.\-v)}\label{ccomps_8c_aeb139ed2b7fb33f660b9295b1c934ab3}


Definition at line 381 of file ccomps.\-c.

\index{ccomps.\-c@{ccomps.\-c}!U\-N\-M\-A\-R\-K@{U\-N\-M\-A\-R\-K}}
\index{U\-N\-M\-A\-R\-K@{U\-N\-M\-A\-R\-K}!ccomps.c@{ccomps.\-c}}
\subsubsection[{U\-N\-M\-A\-R\-K}]{\setlength{\rightskip}{0pt plus 5cm}\#define U\-N\-M\-A\-R\-K(
\begin{DoxyParamCaption}
\item[{}]{stk, }
\item[{}]{n}
\end{DoxyParamCaption}
)~((stk)-\/$>$markfn(n,0))}\label{ccomps_8c_abe4927de255c0c49c2d14de4c20a86d1}


Definition at line 24 of file ccomps.\-c.



Referenced by ccomps(), is\-Connected(), and pccomps().



\subsection{Typedef Documentation}
\index{ccomps.\-c@{ccomps.\-c}!blk\-\_\-t@{blk\-\_\-t}}
\index{blk\-\_\-t@{blk\-\_\-t}!ccomps.c@{ccomps.\-c}}
\subsubsection[{blk\-\_\-t}]{\setlength{\rightskip}{0pt plus 5cm}typedef struct {\bf blk\-\_\-t}  {\bf blk\-\_\-t}}\label{ccomps_8c_aa54f8f9cf512d3f287c023933481a7b2}


\subsection{Function Documentation}
\index{ccomps.\-c@{ccomps.\-c}!cccomps@{cccomps}}
\index{cccomps@{cccomps}!ccomps.c@{ccomps.\-c}}
\subsubsection[{cccomps}]{\setlength{\rightskip}{0pt plus 5cm}{\bf Agraph\-\_\-t}$\ast$$\ast$ cccomps (
\begin{DoxyParamCaption}
\item[{{\bf Agraph\-\_\-t} $\ast$}]{g, }
\item[{{\bf int} $\ast$}]{ncc, }
\item[{char $\ast$}]{pfx}
\end{DoxyParamCaption}
)}\label{ccomps_8c_a9583fdd844032fa1d41b2754ad74a2ad}


Definition at line 608 of file ccomps.\-c.



References agbindrec(), agclean(), agclose(), agdelete(), agfstnode(), aginit(), agnameof(), agnedges(), agnnodes(), A\-G\-N\-O\-D\-E, agnxtnode(), A\-G\-R\-A\-P\-H, agsubg(), F\-A\-L\-S\-E, G\-D\-\_\-cc\-\_\-subg, G\-R\-E\-C\-N\-A\-M\-E, I\-N\-I\-T\-B\-U\-F, M\-A\-R\-K\-E\-D, N\-\_\-\-G\-N\-E\-W, node\-Induce(), N\-R\-E\-C\-N\-A\-M\-E, R\-A\-L\-L\-O\-C, S\-M\-A\-L\-L\-B\-U\-F, and Verbose.

\index{ccomps.\-c@{ccomps.\-c}!ccomps@{ccomps}}
\index{ccomps@{ccomps}!ccomps.c@{ccomps.\-c}}
\subsubsection[{ccomps}]{\setlength{\rightskip}{0pt plus 5cm}{\bf Agraph\-\_\-t}$\ast$$\ast$ ccomps (
\begin{DoxyParamCaption}
\item[{{\bf Agraph\-\_\-t} $\ast$}]{g, }
\item[{{\bf int} $\ast$}]{ncc, }
\item[{char $\ast$}]{pfx}
\end{DoxyParamCaption}
)}\label{ccomps_8c_af014bbacca85d1cc84b66b51fd86543b}


Definition at line 288 of file ccomps.\-c.



References agbindrec(), agfstnode(), agnnodes(), agnxtnode(), agsubg(), I\-N\-I\-T\-B\-U\-F, M\-A\-R\-K\-E\-D, N\-\_\-\-G\-N\-E\-W, N\-U\-L\-L, R\-A\-L\-L\-O\-C, S\-M\-A\-L\-L\-B\-U\-F, T\-R\-U\-E, and U\-N\-M\-A\-R\-K.



Referenced by circomps(), main(), sfdp\-\_\-layout(), and twopi\-\_\-layout().

\index{ccomps.\-c@{ccomps.\-c}!is\-Connected@{is\-Connected}}
\index{is\-Connected@{is\-Connected}!ccomps.c@{ccomps.\-c}}
\subsubsection[{is\-Connected}]{\setlength{\rightskip}{0pt plus 5cm}{\bf int} is\-Connected (
\begin{DoxyParamCaption}
\item[{{\bf Agraph\-\_\-t} $\ast$}]{g}
\end{DoxyParamCaption}
)}\label{ccomps_8c_aa5b9c11d553a8af7cfbb475bfdd4f654}


Definition at line 682 of file ccomps.\-c.



References agfstnode(), agnnodes(), agnxtnode(), I\-N\-I\-T\-B\-U\-F, N\-U\-L\-L, and U\-N\-M\-A\-R\-K.



Referenced by main().

\index{ccomps.\-c@{ccomps.\-c}!map\-Clust@{map\-Clust}}
\index{map\-Clust@{map\-Clust}!ccomps.c@{ccomps.\-c}}
\subsubsection[{map\-Clust}]{\setlength{\rightskip}{0pt plus 5cm}{\bf Agraph\-\_\-t}$\ast$ map\-Clust (
\begin{DoxyParamCaption}
\item[{{\bf Agraph\-\_\-t} $\ast$}]{cl}
\end{DoxyParamCaption}
)}\label{ccomps_8c_a793cc93e8c0793e7ab1df7dcdef685cb}


Definition at line 526 of file ccomps.\-c.



References aggetrec(), assert, orig\-\_\-t\-::orig, and O\-R\-I\-G\-\_\-\-R\-E\-C.

\index{ccomps.\-c@{ccomps.\-c}!node\-\_\-induce@{node\-\_\-induce}}
\index{node\-\_\-induce@{node\-\_\-induce}!ccomps.c@{ccomps.\-c}}
\subsubsection[{node\-\_\-induce}]{\setlength{\rightskip}{0pt plus 5cm}{\bf int} node\-\_\-induce (
\begin{DoxyParamCaption}
\item[{{\bf Agraph\-\_\-t} $\ast$}]{g, }
\item[{{\bf Agraph\-\_\-t} $\ast$}]{eg}
\end{DoxyParamCaption}
)}\label{ccomps_8c_ab22876377939856659938d35ad696190}


Definition at line 500 of file ccomps.\-c.



References agfstnode(), agfstout(), aghead(), agnxtnode(), agnxtout(), agsubedge(), and agsubnode().



Referenced by node\-Induce().

\index{ccomps.\-c@{ccomps.\-c}!node\-Induce@{node\-Induce}}
\index{node\-Induce@{node\-Induce}!ccomps.c@{ccomps.\-c}}
\subsubsection[{node\-Induce}]{\setlength{\rightskip}{0pt plus 5cm}{\bf int} node\-Induce (
\begin{DoxyParamCaption}
\item[{{\bf Agraph\-\_\-t} $\ast$}]{g}
\end{DoxyParamCaption}
)}\label{ccomps_8c_ac8adb64e4f77095db689d850aa4aa98f}


Definition at line 718 of file ccomps.\-c.



References node\-\_\-induce(), and Agraph\-\_\-s\-::root.



Referenced by cccomps(), find\-C\-Comp(), neato\-\_\-layout(), sfdp\-\_\-layout(), and twopi\-\_\-layout().

\index{ccomps.\-c@{ccomps.\-c}!pccomps@{pccomps}}
\index{pccomps@{pccomps}!ccomps.c@{ccomps.\-c}}
\subsubsection[{pccomps}]{\setlength{\rightskip}{0pt plus 5cm}{\bf Agraph\-\_\-t}$\ast$$\ast$ pccomps (
\begin{DoxyParamCaption}
\item[{{\bf Agraph\-\_\-t} $\ast$}]{g, }
\item[{{\bf int} $\ast$}]{ncc, }
\item[{char $\ast$}]{pfx, }
\item[{{\bf boolean} $\ast$}]{pinned}
\end{DoxyParamCaption}
)}\label{ccomps_8c_a87dbd4bef123c453c4830b7078fb0f02}


Definition at line 196 of file ccomps.\-c.



References agbindrec(), agclose(), agfstnode(), agnnodes(), agnxtnode(), agsubg(), F\-A\-L\-S\-E, I\-N\-I\-T\-B\-U\-F, is\-Pinned, M\-A\-R\-K\-E\-D, N\-\_\-\-G\-N\-E\-W, N\-U\-L\-L, R\-A\-L\-L\-O\-C, S\-M\-A\-L\-L\-B\-U\-F, T\-R\-U\-E, and U\-N\-M\-A\-R\-K.



Referenced by neato\-\_\-layout().

