Recent posts

type	title	author	last post
Forum topic	Optimal parity fix maneuvers on the 4x4x4 cube	Bruce Norskog	03/14/2011 - 21:09
Forum topic	One Million Random Twenty-Four Puzzle Instances in the STM metric	stannic	10/07/2012 - 07:56
Personal blog entry	Old Domain Names now restored canonical URL is cubezzz.dyndns.org/drupal by cubex	cubex	06/03/2014 - 02:25
Forum topic	Old cube programs wanted (new ones also welcome)	cubex	10/29/2010 - 08:32
Forum topic	Odd Permutations of the Cube Shape of Square-1 Correction: by Mike G	Mike G	06/17/2010 - 22:42
Forum topic	NxNxN cubes in GAP Yikes by secondmouse Symmetry Actions by B MacKenzie B MacKenzie, thanks for the i by Bruce Norskog The two formulas give the sam by Bruce Norskog Thanks for providing the link by secondmouse Confirmation by B MacKenzie Group size with parity restrictions by jaap Ignore the symmetry group comment please by secondmouse well, I made no attempt to wr by Bruce Norskog Factor of 2 explanation by Bruce Norskog Ah so ... I am very much mistaken by secondmouse Why the positions do not form a group by Bruce Norskog Not true by secondmouse 2x2x2x2 group by secondmouse Oops, in my previous post, of by Bruce Norskog Indeed by brac37 The number of elements in the by Bruce Norskog Works well for the 2x2x2 and by secondmouse	Bruce Norskog	06/01/2012 - 02:36
Forum topic	Numerical formula 4 or 1+1+1+1 by mdlazreg Rereading your First Post by Jerry Bryan Some things to check with your program by Jerry Bryan Thoughts about the recurrent formula by mdlazreg Numerical formula versus Mathematical formula by mdlazreg Reposted by rokicki A Further Clarification by Jerry Bryan The Funny Fudge Factors by Jerry Bryan	mdlazreg	10/29/2010 - 07:30
Forum topic	Number of maneuvers for Rubik's Cube Complication is in the eye of the beholder by Mike G Boundary Conditions by Jerry Bryan Cube Lovers Bounds by Jerry Bryan You are right, I overlooked t by Herbert Kociemba A little explanation by jaap Sorry, should be Round[(3+r)( by Herbert Kociemba	Herbert Kociemba	10/29/2010 - 07:55
Forum topic	Number of canonical move sequences for nxnxn Rubik's cube in q-w metric This is amazing! Can you plea by mdlazreg Non recursive formula by kociemba	kociemba	04/25/2012 - 03:22
Forum topic	Number of canonical move sequences for nxnxn Rubik's cube in h-w metric Generating Function by kociemba Lower bounds in h-w metric by kociemba Formula for number of move seqences by kociemba	kociemba	12/10/2011 - 13:11
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