Wolfram Demonstrations Project
Izidor Hafner
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Demonstrations 21 - 40 of 1300
Penrose Rhombus Tilings by Projecting Golden Rhombi 2A Grill for Secret WritingIso-n TrianglesDissecting One Isonona Triangle into TwoIsonona Triangles for 3D Printing
Penrose Rhombus Tilings by Projecting Golden Rhombi 2
A Grill for Secret Writing
Iso-n Triangles
Dissecting One Isonona Triangle into Two
Isonona Triangles for 3D Printing
Isonona TrianglesAll 11 Folding Nets of the Regular OctahedronIsopenta TrianglesIsohepta TrianglesShephard's Algorithm for Two Convex Polyhedra with a Common Net
Isonona Triangles
All 11 Folding Nets of the Regular Octahedron
Isopenta Triangles
Isohepta Triangles
Shephard's Algorithm for Two Convex Polyhedra with a Common Net
Conway's Toroid with 36 Equilateral Triangular Faces3D Printer Templates for Mazes on a Cube3D Printer Templates for Two Wang Tiles3D Printer Templates for Aperiodic Wang TilesMaking 3D Op Art Motifs
Conway's Toroid with 36 Equilateral Triangular Faces
3D Printer Templates for Mazes on a Cube
3D Printer Templates for Two Wang Tiles
3D Printer Templates for Aperiodic Wang Tiles
Making 3D Op Art Motifs
3D Printer Templates for Wang TilesEuclidean Algorithm in the Ring of Algebraic Integers Generated by the Square Root of FiveDivision in the Ring of Algebraic Integers Generated by the Square Root of Five2. Extending the Rationals with the Square Root of FivePrismatic Dominoes for the Blind
3D Printer Templates for Wang Tiles
Euclidean Algorithm in the Ring of Algebraic Integers Generated by the Square Root of Five
Division in the Ring of Algebraic Integers Generated by the Square Root of Five
2. Extending the Rationals with the Square Root of Five
Prismatic Dominoes for the Blind

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