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Tiling
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Demonstrations 101  120 of 207
A Regular Polygon with an Even Number of Sides Is the Union of Rhombuses
Polyform Explorer
Robinson Tiling
Ancient Aleppo Tiling
Reflecting a Regular Polygon across Its Sides in the Hyperbolic Plane
Minimally Squared Rectangles
Regular Tilings
Design a Tile for the p3 Wallpaper Group
Tiling the Hyperbolic Plane with Regular Polygons
Folding a Trapezoid into Two Different Rectangles
Mazes Made with Random Characters
Lemaire's Second Dissection of the Maltese Cross to a Square
Dudeney's Proof of the Pythagorean Theorem
Lemaire's Dissection of the Maltese Cross to a Square
Another OctagramToSquare Dissection
Multiwavelet Sets in the Plane
Loyd's Dissection of a Clipped Rectangle to a Square
Hinged Tessellations
Number of Horizontal Rhombuses
BSpline Curves from Voronoi Polygon Vertices
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