2GLL algorithms

You can find some here spitfire:
http://www.speedsolving.com/forum/showthread.php?t=16047

Though that list misses out some cases (the recognition isn't in regard the corners, so sometimes you will end up with a H (X) Perm).
If I understand you correctly, you are trying to learn a subset of ZBLL?
You can find ZBLL algs on Jason Baum's page, and on Chris Hardwicks speedcubing.com page.
Or you can find ZZLL algorithms here:
http://www.emsee.110mb.com/Speedcubing/ZZLL/

I'm not sure whether I am answering your question correctly though.

If you are actually looking for <R, U> Generator PLLs, it's impossible. Only Edge Permutation cases can be solved using <R, U> generator.

You might find some nice PLLs here though, if you are looking for algorithms within <R, U, D> or <R, U, F>:
http://www.opticubes.com/cubing/pll/
 
I had a feeling Id get responses like this.
2GLL is when corners have already been permuted so you permute edges and twist corners.
Ill take a look at that list Rowan.
Yes A subset of ZBLL and jason only has up his T set so Ill learn those
At least the 2GLL ones
 
I have all of the algs. :p

It would be a pain to type and I wouldn't get anything in return, so I don't feel like sharing them. =/


You can find all of them on bernard helmstetters list.
You can find T set on baums site, U set on hardwicks page, and L set on dan harris' OLD page.
 
Are yours 2 Gen??
I can deal with 3 gen but 4 gen Is just unacceptable

What's so unacceptable about 4 gen? As long as my fingers like an alg I don't care how many faces I turn.

Because Its 2GLL 2G stands for 2 gen.
why should I turn 4 faces if I only have to turn 2 just some extra moves?
Im sure Chris can sub 3 all his since they all seem pretty fast.
4 gen algs just dont work for me(my V perm is 4 gen and my best execution for it is 2.99)
 
Optimal AND 2-gen.

But like I said, It's a lot of work to share, and Bernard Helmstetter's list is also optimal and 2-gen.

EDIT: I should explain why I made my own list if one already exists.
Bernard Helmstetter's list recognizes from different angles than I'm used to, also, the list is long and confusing to read. I don't understand how he ordered the algorithms, and it's just too much work for me. I also don't like some of the algorithms, even though he lists 3+ for each case. The font isn't also that friendly either.

If you need an optimal+2gen list of 2GLL, thats your best option, after the other ones I've noted.
 
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Here's a compilation of the 2GLL algorithms l use, if you have better algs please share :-)

https://www.youtube.com/watch?v=rfybq5rYvME
Really useful video. Just two things: Firstly, at 0:53, [y2] R U2 R' U' R U R' U' R U' R' (double antisune) is probably better. Also, you've repeated some of the H set because four of them (U perms) are just rotations of the other four.
 
Really useful video. Just two things: Firstly, at 0:53, [y2] R U2 R' U' R U R' U' R U' R' (double antisune) is probably better. Also, you've repeated some of the H set because four of them (U perms) are just rotations of the other four.

They are still cases which you need to deal with...

I think most recognise the OCLL first, (then AUF), then deduce what ZBLL case they have. For H cases, it's difficult to tell what case you have immediately and it's a bit annoying to have to do U2 or y2 before you do the algorithm. That's mainly why I use a mixture of <RU> and <LU> algs for that COLL subset of ZBLL.
 
They are still cases which you need to deal with...

I think most recognise the OCLL first, (then AUF), then deduce what ZBLL case they have. For H cases, it's difficult to tell what case you have immediately and it's a bit annoying to have to do U2 or y2 before you do the algorithm. That's mainly why I use a mixture of <RU> and <LU> algs for that COLL subset of ZBLL.
True. Personally, I'd prefer (and find it faster) to do a U2 than to do an <L,U> alg, but... different people prefer different things.
 
For the Pi case l use the 2gen alg because it flows smoothly (it's also OH friendly) and l tend to lock up with the other alg. the reason l don't do a U2 to get a previous alg especially for the H set is purely because l don't mind the <L,U> algorithms and also as Robert-Y said it tends to be a bit annoying.
 
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