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\title{Euler's Polyhedron Formula}

\section{Introduction}

Euler's polyhedron formula asserts for a polyhedron $p$ that
\startformula
V - E + F = 2,
\stopformula
where $V$, $E$, and $F$ are, respectively, the numbers of vertices,
edges, and faces of $p$.  Euler stated his result in
\cite[euler1758a], but admitted that he didn't have a proof.

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