Miro
Regular
- Joined
- Dec 29, 2015
- Messages
- 33
It is transition between 2-look an 1-look OLL. Maybe it is obvious, but it is not well known, I think.
Most used algorithms for doing first step in 2-look OLL orient edges, but corners too. (F R U R' U' F', F U R U' R' F', F R U R' U' F' f R U R' U' f'). So predict second step in 2-look OLL is hard.
Instead these algorithms you can use those which orient ONLY edges:
- if you have line, you can use one algorithm from this link (R U R' U' M' U R U' r'): http://algdb.net/Set/OLL/OLL 57
- if you have L-shape, you can use one algorithm from this link (r U R' U' M U R U' R'): http://algdb.net/Set/OLL/OLL 28
- if you have dot, you can use one algorithm from this link (M U R U R' U' M2 U R U' r'): http://algdb.net/Set/OLL/OLL 20
So, after F2L stage:
- look for edges orientation (line, L-shape, dot)
- look for corners orientation too (sune, antisune, U, T, Pi, H, L)
- now you know both algorithms for 2-look OLL
- execute algorithm for edges orientation + AUF (adjust U face)
- execute algorithm for corners orientation.
I was inspired from this video:
Most used algorithms for doing first step in 2-look OLL orient edges, but corners too. (F R U R' U' F', F U R U' R' F', F R U R' U' F' f R U R' U' f'). So predict second step in 2-look OLL is hard.
Instead these algorithms you can use those which orient ONLY edges:
- if you have line, you can use one algorithm from this link (R U R' U' M' U R U' r'): http://algdb.net/Set/OLL/OLL 57
- if you have L-shape, you can use one algorithm from this link (r U R' U' M U R U' R'): http://algdb.net/Set/OLL/OLL 28
- if you have dot, you can use one algorithm from this link (M U R U R' U' M2 U R U' r'): http://algdb.net/Set/OLL/OLL 20
So, after F2L stage:
- look for edges orientation (line, L-shape, dot)
- look for corners orientation too (sune, antisune, U, T, Pi, H, L)
- now you know both algorithms for 2-look OLL
- execute algorithm for edges orientation + AUF (adjust U face)
- execute algorithm for corners orientation.
I was inspired from this video: