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@ -149,10 +149,12 @@ The diagram in figure \ref{fig:eulerg_enc} can now be represented as a graph thu
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\pagebreak[0]
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\pagebreak[0]
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\section{The {\pic}}
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\section{The {\pic}}
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In graph theory a node is said to be reachable from another node
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if you can start at the one node, travel via the edges
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and arrive at the other.
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Contours may be connected via `pure intersection' relationships to form
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Contours may be connected via `pure intersection' relationships to form
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`chains' of contours reachable by pure intersection.
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`chains' of contours reachable by pure intersection.
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These are termed {\pic}s.
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Figure \ref{fig:eulerg_pic} shows a {\pic} consisting of contours $M,N,O,P$ and $Q$.
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Figure \ref{fig:eulerg_pic} shows a {\pic} consisting of contours $M,N,O,P$ and $Q$.
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\begin{figure}[h]
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\begin{figure}[h]
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