Recent posts

type	title	author	last post
Forum topic	Rubik's cube can be solved in 38 quarter turns max confirmation of 38 quarter turns as an upper bound by Bruce Norskog a confirmation of 39 quarter turns as an upper bound by Bruce Norskog	Bruce Norskog	10/29/2010 - 08:21
Forum topic	Square One God's Algorithm Computed > perhaps minor variations on by jaap > the extra factor of 2 (real by Mike G 10 moves max by masonjones God's algorithm counts by masonjones Of course, 7 flips is best for parity fix for Square One by masonjones Great to see this follow-up t by Mike G	masonjones	10/29/2010 - 08:21
Story	Solving Rubik's cube in 28 face turns	silviu	10/29/2010 - 08:21
Forum topic	Partial Permutations	Jerry Bryan	10/29/2010 - 08:21
Forum topic	Some more interesting groups There is also a notational co by Jerry Bryan Reid's position is U2 D2 by silviu explain please by WarrenSmith Here's the results for the co by rokicki Thanks! I'm doing the quarte by rokicki Congratulations to this work! by silviu	rokicki	10/29/2010 - 08:21
Story	44 million cubes I believe there is a strong c by rokicki > I am sure you do not mean c by Mike G Maybe I expressed not clear e by Herbert Kociemba Certainly in the restricted t by rokicki Tendency to antisymmetry for 20f-positions by Herbert Kociemba To clarify just one thing: by Mike G Antisymmetry by Herbert Kociemba > Do you mean that if a posit by Mike G I'm not sure I understand the by Jerry Bryan I'd be interested to see the by Mike G 20 move positions with symmetries by Herbert Kociemba Here's the distribution of sy by rokicki symmetry and deep positions by Bruce Norskog Random quarter turn positions by rokicki Have you ever done a similar by Jerry Bryan Very interesting!!! I wonder by silviu	rokicki	10/29/2010 - 08:21
Forum topic	Symmetric Cube Positions with more than 4 symmetries I've done an analysis of your by rokicki Symmetry reductions by Herbert Kociemba Symmetric search actually is by rokicki I think you mean less or equa by Herbert Kociemba Dan Hoey (a frequent contribu by Jerry Bryan Naming symmetries by rokicki Nice work!!! Are you going to by silviu	Herbert Kociemba	10/29/2010 - 08:21
Story	Another four interesting cosets Same calculation differently? by mdlazreg Nice work!!! Do you have ge by silviu	rokicki	10/29/2010 - 08:17
Forum topic	Permutations of the corners and edges: FTM FTM/QTM Grid by Bruce Norskog For me it is very interesting by Herbert Kociemba I am probably saying the same by Jerry Bryan Symmetry- and antisymmetry-reduced numbers by Bruce Norskog More info on the FTM antipodes by Bruce Norskog Congratulations Bruce. I have by silviu	Bruce Norskog	10/29/2010 - 08:17
Forum topic	39 cubes with 20f moves in a class with 4 symmetries I recommend to take a look at by Herbert Kociemba May I also have a copy of that? by xintax Queastion regarding the Process by xintax Email by rokicki Please give me your email add by Herbert Kociemba Is it possible for me to get by rokicki That's still stunningly fast; by rokicki The first 26 are selfinverse, by Herbert Kociemba It is the time for the whole by Herbert Kociemba Hmm, all these positions are by rokicki Wow, that's great! I'm jus by rokicki	Herbert Kociemba	10/29/2010 - 08:17
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