I found and tried this method in www.speedcubing.com in the links section in
the page http://www.geocities.com/abcmcfarren/math/rp/RubPro1.htm
In my opinion, it may not be as fast as converting into 3*3*3. I learnt the
method but did not master it as my initial feeling was that "it is not so fast
as the normal 3*3*3 method". When I find time I will try my best.
How long it takes you in both the method? Plz share your views.
J.Bernett Orlando
Craig Bouchard <[EMAIL PROTECTED]> wrote:
Well,
Lately I've been solving the bigger cubes (biggest so far is 10x10) I
started on thursday I think with 7x7, then friday 8x8, saturday 9x9,
and sunday 10x10 (I did a 6x6 too) And I am trying to find the most
efficient way of doing these, and I think it can apply to 5x5 as well.
Ok, here goes...
1: Solve all Centers
2: using the (Ll) F' L F (Ll)' Solve the white edges and put them in place
3: Put in first layer (white) corners
4: Solve the "middle" edges (like the cage) so it solves them
directly, and you won't have to solve as 3x3 at the end.
5: Solve LL corners
6: Solve LL edges (using 3 cycles, or commutators or whatever you want)
I haven't tried it yet, but I woke up this morning and this was the
first thing that came to my mind. It solves all the pieces directly,
so you don't have to do anything extra at the end. I'll try it today
sometime hopefully.
Craig
PS - This post is long for me...
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