Anything is possible, unless it's not

Wednesday, May 12, 2010


Hello world,

Three days ago, my friend Indra Samala brought me a new piece of ***s*i* [1]: it's called Megaminx.

Megaminx is one of the twisty puzzles, like Rubik's Cube, but Megaminx is dodecahedron-shaped. It has twelve pentagonal sides. There are 100,669,616,553,523,347, 122,516,032,313,645,505,168,688,116,411,019,768,627,200,000,000,000
possible arrangements of colors in a Megaminx, while a 3x3x3 Rubik's Cube has 43,252,003,274,489,856,000 combinations. Although the number of combinations is much greater than Rubik's Cube, and the shape is different, the solving principles are the same.

After Samala gave an example solve in front of me, I could solve it in 15 minutes. Because most of the algorithms are adapted from the 3x3 Rubik's Cube algorithms.

[1] plastic

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