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@ -26,3 +26,9 @@ are *vertices*. The set of vertices and edges is the *boundary*.
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:The boundary $\partial P$ of a polygon $P$ partitions the plane into
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two parts. In particular, the two components of $\Bbb{R}^2\setminus
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\partial P$ are the bounded interior and the unbounded exterior.
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A point $x$ is *interior* if a ray through it in a fixed direction not
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parallel to an edge passes through an odd number of edges.
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A point $x$ is *exterior$ if a ray through it ... etc ... through an
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even number of edges.
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