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Tiling
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Demonstrations 1  20 of 299
Labyrinth Tiling from Quasiperiodic Octonacci Chains
Updated this month
Minimally Squared Rectangles
Freese's Dissection of a Regular Dodecagon into 12
Freese's Dissection of a Regular Hexagon into Seven Hexagons
Rauzy Fractals as Stepped Surfaces
Tiling Constructor, TileDragging Variant
Freese's Dissection of a Regular Dodecagon into Six Squares
Filling Space with Tetrahedra and HalfSize Octahedra
Freese's Dissection of a Regular Pentadecagon into Two
Freese's Dissection of a Regular Dodecagon into a Regular Hexagon and the Reverse
Variant of Freese's Nonagonal Double Ring Expansion
Freese's Dissection of a Regular Decagon into Five
Freese's Dissection of a Regular Dodecagon into Three Congruent Squares
Freese's Dissection of a Regular Dodecagon into Two Equilateral Triangles
Freese's Dissection of Three Squares into Four Regular Dodecagons
Freese's Dissection of a Regular Nonagon into Two
Freese's Dissection of a Regular Octagon into Nine
Freese's Dissection of a Regular Pentagon to a Square
Freese's Dissection of Two Regular Pentagons into a Square
Freese's Dissection of a Regular Octagon into Four
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