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...rent colors. However, the coloring is consistent with a depiction of the [[polyhedral compound]] of three flattened octahedra. In [[geometry]], the '''first stellation of the rhombic dodecahedron''' is a self-intersecting [[polyhedron]] with 1 ...

|bgcolor=#e7dcc3 colspan=3 align=center|'''[[Stellation]]''' ...enter|[[File:Great triambic icosahedron stellation facets.svg|240px]]<BR>[[Stellation diagram]] ...

|bgcolor=#e7dcc3|Type||[[Stellation]] of [[rhombic triacontahedron]] In [[geometry]], a '''rhombic hexecontahedron''' is a [[stellation]] of the [[rhombic triacontahedron]]. It is nonconvex with 60 [[golden rhom ...

![[Stellation diagram]]!![[Stellation]] core||[[Convex hull]] |[[File:Small triambic icosahedron stellation facets.svg|100px]] ...

...al than others. The best known is the ([[convex polyhedron|convex]], non-[[stellation|stellated]]) [[regular icosahedron]]—one of the [[Platonic solid]]s—whose f [[Stellation]] is the process of extending the faces or edges of a polyhedron until they ...

...for all 4-polytopes is zero, we have the 4-dimensional analogue of Euler's polyhedral formula: #'''[[stellation]]''' – replaces edges with longer edges in same lines. (Example: a [[pentag ...

==Polyhedral models== ...al Stellation'', {{isbn|1-899618-61-9}}. ''Advanced Polyhedra 2: The Sixth Stellation'', {{isbn|1-899618-62-7}}. ''Advanced Polyhedra 3: The Compound of Five Cub ...

...hedra]] and the [[Möbius strip]]. [[Magnus Wenninger]] creates colourful [[stellation|stellated polyhedra]], originally as models for teaching. Mathematical conc ...ürer is also the first to introduce in text the idea of [[Net (polyhedron)|polyhedral nets]], polyhedra unfolded to lie flat for printing.<ref>{{cite web |last=H ...