File:Academ Periodic tiling by star dodecagons and equilateral triangles.png

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This vector image was created with Inkscape, and then manually edited
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English: Is evoked a complete covering of an Euclidean plane by an infinity of regular polygons of two kinds: equilateral triangles and star dodecagons.  Every element of tiling which is not convex is a stellation of a regular dodecagon with stripes, that is not an element of the tiling.  Two elements of the same kind are congruent.  Any side of any triangular element is at the same time either a side of another triangular element, or a segment included in a side of a star dodecagon.
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Author Yves Baelde

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Date/TimeThumbnailDimensionsUserComment
current19:42, 16 January 2018Thumbnail for version as of 19:42, 16 January 2018750 × 750 (435 KB)JoKalliauer (talk | contribs)

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