--- In [email protected], "Jasmine Lee" <[EMAIL 
PROTECTED]> 
wrote:
>
> Today a friend showed me a passage in her Sudoku book which claimed that
> the Rubik's Cube is NOT a puzzle. Their claim is that anything which has
> more than one solved state is not a puzzle. Their reason is that because
> the centres on a standard Rubik's Cube can have various different
> orientations and we still consider it 'solved', then it isn't a puzzle.
> By this definition only supercubes are puzzles.
> 

That's just a matter of semantics but anyway by this definition you can just 
say you're 
solving a puzzle on the quotient space of the supercube group. :  )
(Then two cubes would be identified if they only differed in centre orientation 
so it would 
be a puzzle in that sense, albeit only for the 2x2x2 and 3x3x3.)

I agree to a large extent with what Tyson said (about it not being a puzzle, at 
least for 
most of the people here). At least in the sense it is not a puzzle to solve it 
- but in the 
sense of the of the theory behind it, there's still a lot to know. Maybe that's 
not a puzzle 
though.

> I thought the book sounded pretty crap. My friend didn't necessarily
> believe it either, but had told me about it because she knew I'd be
> interested in anything that mentioned cubes. Maybe the author was just
> trying to convince sudoku solvers that they are cooler than cubers?? ;)
> 
> What does everyone else think?
> 
> BTW, I consulted Wikipedia to see what it had to say on the matter:
> http://en.wikipedia.org/wiki/Puzzle (You'll see that the cube is almost
> the definition of puzzle in Wikipedia! Well, not quite, but you'll see
> what I mean if you follow this link.)
> 
> Jasmine
> http://speedcuber.blogspot.com
> 
> -- 
> http://www.fastmail.fm - Access all of your messages and folders
>                           wherever you are
>






 
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