Message #247
From: Don Hatch <hatch@plunk.org>
Subject: Re: [MC4D] MC5D solution posted
Date: Tue, 16 May 2006 14:02:10 -0700
Hey Roice,
Good job :-)
Any surprises?
What did your macros look like?
Here are some average solution lengths
given by my solve program on a 100-twist scramble…
this might give some idea of the relative difficulty of the 3^6.
Each new dimension seems to multiply the solution length
by roughly 6 (using this program’s algorithm, it may be different
for other algorithms).
3^3: 251<br>
3^4: 1738<br>
3^5: 10108<br>
3^6: 60896<br>
3^7: 360000<br>
3^8: crashes my java VM
However, the ideas are recursive–
so, assuming you can make macros out of other macros,
I bet the 3^6 would really not be significantly
harder than the 3^5, once you get the user interface going :-)
I don’t think there are any conceptual surprises after 5 dimensions.
Don
On Tue, May 16, 2006 at 02:38:09AM -0500, Roice Nelson wrote:
> Hey guys. I finished my MC5D solution tonight and went ahead and
> posted it. It ended up taking a little over 6000 moves, so it takes
> forever to play back. But it is kind of fun to play with the
> projection parameters while it is doing so :)
–
Don Hatch
hatch@plunk.org
http://www.plunk.org/~hatch/