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Tiling
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Demonstrations 161 - 180 of 375
Freese's Dissection of a Regular Hexagon into a Square and an Equilateral Triangle
Voronoi Diagrams in 3D
Three-Dimensional Voronoi Mesh
Freese's Dissection of a Hexagram into Three Congruent Hexagrams
Freese's Dissection of a Dodecagram into a Hexagram
Freese's Dissection of a Regular Octagon to Eight Congruent Regular Octagons
Rep-Tiles
Tiling Polyominoes Game
Constructing Voronoi Diagrams with Expanding Cells
Dissection of a Regular Enneagon into Four Congruent Regular Enneagons
Dissecting a Regular Hexagon into Five Congruent Regular Hexagons
Varsady's Dissection of a Regular Pentagon into Six Congruent Regular Pentagons
Dissection of an Equilateral Triangle into Five Equilateral Triangles
Frederickson's Dissection of a Regular Dodecagon into Two Congruent Regular Dodecagons
Theobald's Dissection of One Regular Octagon into Two
Frederickson's Second Dissection of an Octagon to Five Octagons
Frederickson's Hinged Dissection of Five Decagons to One
Lindgren's Symmetrical Decompositions of Regular 2n-Gons
Frederickson's Dissection of an Octagon to Five Octagons
Olympic Logos Based on Hanegraaf's Dissection of a Dodecagon to Five Dodecagons
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Note: To run this Demonstration you need Mathematica 7+ or the free Mathematica Player 7EX
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