| The Twisty Puzzles Catalogue type descriptions on all Rubik-type puzzles, including display of many member collections. | |
| Jaap's Puzzle Page Systematic descriptions of all Rubik's type and similar puzzles including solutions. | |
| The Twisty Megasite Huge discussion and information center on Rubik's type puzzles. | |
| Hendrik Haak's Puzzle Museum Very interesting display of many rare old puzzles. |
| Ton Dennenbroek's Speedcubing and Puzzle Building Page Detailed descriptions on how to build custom designed twisty puzzles. | |
| Puzzles designed and made by Jürgen Brandt Extremely nice shape variations, hand made from commercial puzzles, and completely new Rubik's type puzzle creations. |
| KB Toys Search function for a popular USA toy shop appearing in many malls. | |
| Rubiks.com A shop managed by Hessport with many comercial Rubik's type puzzles. |
| Herbert Kociemba's Cube Explorer The very best program to solve the standard Rubik's Cube. Extremely fast and efficient algorithm. | |
| Ken Suganawa's Hezzlon Program Freeware program simulating 54 different twisty puzzles. | |
| Noel Dillabough's Puzzler Program Program simulating 44 twisty puzzles. You can only play the Dino if you are not registered. |
| Joshua Bell's Magic Polyhedra Patents . | |
| Georges Helm's Virtual Cube Book Library Extensive list of all languages books, magazines, and newspapers on Rubik's type puzzles. |
| Stella Program The visualisation program for Polyhedra and their duals. Very nice freeware version available. | ||
| The Uniform Polyhedra Learn about Polyhedra and their properties. Including a visual index. | ||
| Symmetry, Crystals, and Polyhedra See especially Polyhedra section. | ||
| George Hart's Polyhedron Page Encyclopedia of Polyhedra including stellations, and really lovely geometric sculptures. See for example Disk Combobulation or Just Two Cavities. | ||
| Polyhedra Art Polyhedra art of the Benedictine monk Fr. Magnus Wenninger | ||
| Polyhedra
plaited with paper strips Polyeder aus Flechtstreifen Platonische Körper falten Fold Polyhedra from paper without adhesive. |
| updated: 16.01.2006 | ||