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Geometric Transformations
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Demonstrations 1  20 of 201
Any Triangle Can Tile
Reflecting a Lattice of Points
Folding Cosine in the Complex Plane
Apollonian Circle Packings via Möbius Transformations of Hyperbolic Polygons
Substitution Tilings
The Complex Unit Circle
SelfAffine Variants of the Sierpinski Carpet
Constructions by Reflecting in a Line
Rotating a Lattice of Points
Spherical Mirror Anamorphosis of Regular Polygons
Coordinates of a Point Relative to a Basis in 2D
Counting Necklaces
Border Patterns
The Fix of an Element of a Group Acting on a TwoColored Figure
Rotational Symmetries of Colored Platonic Solids
Polyhedra, Spheres, and Cylinders
Insphere and Four Exspheres of a Tetrahedron
Music Box with Rotating Ballerina
Board Inversion
Möbius Transformations on the Complex Plane and Riemann Sphere
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