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Try Again on an computer code for a complete counting of God's Algorithm
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Try Again on an computer code for a complete counting of God's Algorithm
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Recent posts
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title
author
last post
Story
Solving Rubik's cube in 28 face turns
silviu
10/29/2010 - 08:21
Story
Confirmation of Results for Edges Only Cube, Face Turn Metric, Reduced by Symmetry
Quarter turn edges
by
Pangaia
Same screenshot for face turn
by
Jerry Bryan
I didn't have time to work fu
by
Jerry Bryan
Thanks, Jerry!
by
rokicki
I thought I would provide a f
by
Jerry Bryan
I can now report that I have
by
Jerry Bryan
Jerry Bryan
10/09/2017 - 06:38
Story
Optimal solutions for two important subgroups
When Herbert asked me for opt
by
silviu
They are all the positions re
by
rokicki
Ok, now i have corrected the
by
silviu
Are those all the positions r
by
silviu
The new solver is available o
by
Herbert Kociemba
Very huge optimal solver
by
Herbert Kociemba
Cubes that require 20f
by
rokicki
I've proved that the three se
by
rokicki
Cube Lovers adopted the conve
by
Jerry Bryan
I've been using a slightly di
by
rokicki
I haven't really played with
by
Jerry Bryan
With my silly algorithm, it t
by
rokicki
Hello, Nice to see
by
silviu
I confirm all those numbers:
by
rokicki
Re:
by
silviu
Wow, 2minutes is fast. How l
by
rokicki
RE:
by
silviu
Re:
by
silviu
I'm working on the other dept
by
rokicki
Re:Error in calculations
by
silviu
We agree up to 17f; I haven't
by
rokicki
Re:
by
silviu
I still am not sure of the nu
by
rokicki
Re:Wrong numbers
by
silviu
At least one number wrong
by
rokicki
Re:FTM
by
silviu
Re.FTM results for fixed edges
by
Herbert Kociemba
Re:FTM results for fixed edges
by
silviu
FTM results for fixed edges
by
Herbert Kociemba
Time to compute the tables
by
silviu
Optimal Solutions in Half Turn Metric?
by
Herbert Kociemba
Re: 42q
by
silviu
Re: "Group that fixes edges" is c
by
Bruce Norskog
"Group that fixes edges" is c
by
Jerry Bryan
silviu
06/17/2010 - 23:02
Story
Another four interesting cosets
Same calculation differently?
by
mdlazreg
Nice work!!! Do you have ge
by
silviu
rokicki
10/29/2010 - 08:17
Story
Rubik can be solved in 27f
It is perfect. Thanks a lot.
by
silviu
Is this better?
by
cubex
Mark I tried to separate the
by
silviu
silviu
10/29/2010 - 08:16
Story
How to Compute Optimal Solutions for All 164,604,041,664 Symmetric Positions of Rubik's Cube
Some more information
by
Herbert Kociemba
silviu
10/29/2010 - 08:11
Story
Solving Rubik's cube in 40 quarter turns
Verification of my "Data file"
by
silviu
Re: Congratulations to you both
by
Bruce Norskog
Congratulations to you both -
by
Mike G
Claim that 39 quarter turns are sufficient
by
Bruce Norskog
I hope you are going to do th
by
silviu
Re: Solving Rubik's cube in 40 quarter turns
by
Bruce Norskog
silviu
10/29/2010 - 08:25
Story
Results of two more cosets of the H group, this time face turn metric.
Not a single coset has requir
by
rokicki
Did not you mean ....not a si
by
Herbert Kociemba
Still no 21s
by
rokicki
I ran the first phase at incr
by
rokicki
Up to which depth you ran the
by
Herbert Kociemba
I've been running some additi
by
rokicki
It's definitely worth a try!
by
rokicki
I will try to compute another
by
Herbert Kociemba
Yeah, a random coset will def
by
rokicki
The four cosets you computed
by
Herbert Kociemba
The flip4 coset finally compl
by
rokicki
Unfortunately, because of my
by
rokicki
Very nice result. How many 20
by
Herbert Kociemba
superflip coset finished
by
rokicki
The identity coset took 14 ho
by
rokicki
I would like to do this too..
by
Herbert Kociemba
rokicki
06/01/2012 - 02:39
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God's Algorithm Calculations
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