A Collection of Algorithms

hey. i kinda dont like the standard V perm (im learning it actually right now) all those x,y, or the d'
i was wondering if there is an alg which combines an already know alg.
for e.g. for the F i found this: Keep the bar on the left: R' U' F' then T perm without the final F' and then U R.
there are similar combinations of J for N and so on as all know.
So is there something similarly "easy" for the V?? or shall i learn it the hard way altogether??
again i dont the the original F which from which the V is easy to do :P
 
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F (R U R' U')x3 F' Y plus one of those 4 corner orientation algs above= E perm. Lengthy, but still...
 
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Easy P OLL alg + Opposite edges flip OLL alg => R U x' U' R U R2' x U' M' U R U' r'

(Kinda nice alg for OLL 18)

EDIT: Fixed, thanks for noticing the mistake
 
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Hey, can someone give me a hand?

I'm looking for the fastest G-perm out there. The ones I'm currently using (those erik akkerdijk uses) are quite slow, can't usually get less than 2'5 sec with them, and I usually perform PLL algorithms in 1-1'5 sec. So, any idea which are the most efficient G-perms?

In the speedsolving wiki there's just too many algs and I don't feel confident in just trying them.

For example, the N-perm I used before (R' U R U' R' F' U' F R U R' F R' F' R U' R) seemed fast and simple, but then tried (z D' R U' R2' D R' U D' R U' R2' D R' U) and man... that's fast xd

So thanks in advance =]

(Sorry about any grammar mistakes, don't usually write in english).
 
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Recently, I was in the same predicament, not confortable with the "standard" G perms, they use to take me much longer than the rest. So I changed to:

Gc = L' R' U2 L R y L U' R U2 L' U R'

What is "fast" for someone, is slow for someone else. In my case, I'm very slow with (u) turns. This new algorithm is much more natural for me. I am sort of ambidextrous but many people is faster with <R,U> algorithms. Some people don't like M turns, others have lock ups with F' thumb moves etc.

The best you can do is try the ones in the wiki. Not all, but the ones that seem most confortable to you.
 
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