Oh and btw, if you're still into cubing. It was proven that there is
" [..] a sequence of quarter-turn moves that would (in theory) put a Rubik's cube through all of its 43,252,003,274,489,856,000 positions without repeating any of them, and then one more move restores the cube to the starting position."
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still here. RSS ftw ;)
Oh and btw, if you're still into cubing. It was proven that there is
" [..] a sequence of quarter-turn moves that would (in theory) put a Rubik's cube through all of its 43,252,003,274,489,856,000 positions without repeating any of them, and then one more move restores the cube to the starting position."
Source:
http://bruce.cubing.net/ham333/rubikhamiltonexplanation.html
haha good to know
i haven't been looking into rubik's cube for quite some time, although i still play it once in a while
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