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<p>the other vertices, but is otherwise arbitrary. This construction determines the combinatorial structure of the vertex figure, similar to a set of connected vertices (see below), but not its precise geometry; it may be generalized to <a href="page.php?w=convex_polytope">convex polytope</a>s in any dimension. However, for non-convex polyhedra, there may not exist a plane near the vertex that cuts all of the faces incident to the vertex.</p>

<p><big>As a spherical polygon</big></p>
<p>Cromwell (1999) forms the vertex figure by intersecting the polyhedron</p><p>
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