Wolfram Demonstrations Project
Recreational Mathematics
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Demonstrations 121 - 140 of 1301
Path of an Ant on the Diameter of a Rolling CircleRauzy Fractals as Stepped SurfacesBad Fraction SimplificationPath of an Ant on the Diameter of a Circle Rotating on the Unit CircleDice Transitivity
Path of an Ant on the Diameter of a Rolling Circle
Rauzy Fractals as Stepped Surfaces
Bad Fraction Simplification
Path of an Ant on the Diameter of a Circle Rotating on the Unit Circle
Dice Transitivity
A Grill for Secret WritingDissecting One Isonona Triangle into TwoIsonona TrianglesAll 11 Folding Nets of the Regular OctahedronHow Many Socks Do Two Feet Wear Out?
A Grill for Secret Writing
Dissecting One Isonona Triangle into Two
Isonona Triangles
All 11 Folding Nets of the Regular Octahedron
How Many Socks Do Two Feet Wear Out?
Tri: A Variant of Hex Played on a SphereFour-Point ParabolasRoses from Rolling CirclesShephard's Algorithm for Two Convex Polyhedra with a Common NetCircle of Lamps
Tri: A Variant of Hex Played on a Sphere
Four-Point Parabolas
Roses from Rolling Circles
Shephard's Algorithm for Two Convex Polyhedra with a Common Net
Circle of Lamps
Conway's Toroid with 36 Equilateral Triangular FacesMulti-Bug Problem with Variable Speeds and GapsPseudorandom Walks with Generalized Gauss SumsMagic Squares from Latin SquaresVoronoi Polygons in an Archimedean Spiral
Conway's Toroid with 36 Equilateral Triangular Faces
Multi-Bug Problem with Variable Speeds and Gaps
Pseudorandom Walks with Generalized Gauss Sums
Magic Squares from Latin Squares
Voronoi Polygons in an Archimedean Spiral

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