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Systematics of twisty puzzles

I started to collect twisty puzzles in August 2007. Here you can see what came out of this. My collection of puzzles contains 192 different items. They are arranged in some ordered way, mainly based by the turning axis (face-turning cube, edge-turning tetrahedron, etc.). 2 System of twisty puzzles that have shape of platonic solids. 3 Solutions to all puzzles. I have not started. In principle I would like to count what is the minimum number of algorithms needed to solve ALL single cut platonic solids.

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Systematics of twisty puzzles | deep-cut.net Reviews

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I started to collect twisty puzzles in August 2007. Here you can see what came out of this. My collection of puzzles contains 192 different items. They are arranged in some ordered way, mainly based by the turning axis (face-turning cube, edge-turning tetrahedron, etc.). 2 System of twisty puzzles that have shape of platonic solids. 3 Solutions to all puzzles. I have not started. In principle I would like to count what is the minimum number of algorithms needed to solve ALL single cut platonic solids.

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Systematics of twisty puzzles | deep-cut.net Reviews

https://deep-cut.net

I started to collect twisty puzzles in August 2007. Here you can see what came out of this. My collection of puzzles contains 192 different items. They are arranged in some ordered way, mainly based by the turning axis (face-turning cube, edge-turning tetrahedron, etc.). 2 System of twisty puzzles that have shape of platonic solids. 3 Solutions to all puzzles. I have not started. In principle I would like to count what is the minimum number of algorithms needed to solve ALL single cut platonic solids.

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Systematics of Twisty Puzzles

http://www.deep-cut.net/system/system.htm

System of twisty puzzles. These pages shows all main types of twisty puzzles. Only 5 platonic solids. Tetrahedrons, cubes, octahedrons, dodecahedrons and icosahedrons) are shown and only cuts that allow twisting without shape change are shown. I have classified the main types here by the number of cuts. Deep cut twisty puzzles. First table contains so called deep cut. Puzzles. They have a single cut in the middle. Of the cube and thus all of them have only 2 layers. Single cut twisty puzzles.

2

Systematics of twisty puzzles - my collection

http://www.deep-cut.net/collection/collection_index.htm

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Single Cut Twisty Puzzles

http://www.deep-cut.net/system/single_cut.htm

System of twisty puzzles. These pages shows all main types of twisty puzzles. Only 5 platonic solids. Tetrahedrons, cubes, octahedrons, dodecahedrons and icosahedrons) are shown and only cuts that allow twisting without shape change are shown. I have classified the main types here by the number of cuts. Deep cut twisty puzzles. First table contains so called deep cut. Puzzles. They have a single cut in the middle. Of the cube and thus all of them have only 2 layers. Single cut twisty puzzles. This is an ...

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Systematics of twisty puzzles

I started to collect twisty puzzles in August 2007. Here you can see what came out of this. My collection of puzzles contains 192 different items. They are arranged in some ordered way, mainly based by the turning axis (face-turning cube, edge-turning tetrahedron, etc.). 2 System of twisty puzzles that have shape of platonic solids. 3 Solutions to all puzzles. I have not started. In principle I would like to count what is the minimum number of algorithms needed to solve ALL single cut platonic solids.

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