*This page is about the OLLCP method substep. For the algs, see OLLCP (few algs).*

**Orientation of Last Layer and Corner Permutation**
**OLLCP** is an experimental LL method which both orients the last layer and solves the corners. Thus after this step only EPLL remains. The price to get there however is a high algorithm count (300+). Only a very few number of people use the full set, but a number of people use the subsets COLL and CLLEF. Several people came up with the idea, some of them after they wanted to re-learn some OLL algorithms and noticed the new algorithms had a different effect on the corners. By 'recycling' the old OLL algorithms it is sometimes very easy and fast to be able to avoid an N perm and get higher chances of PLL-skips. Because some OLLCP algorithms are really slow and because of the high number of algorithms, it is advisable to only learn the nice and fast algorithms. A slow OLLCP plus a U perm is probably slower than a fast 'normal' OLL algorithm leaving any other PLL.

## See also

- OLLCP (few algs)
- OLLCP-A. The subset in which all corners are already oriented.
- COLL. The subset in which all edges are already oriented.
- CLLEF. The subset in which none of the edges are already oriented.
- CxLL. Various subsets which solve the Corners of the Last Layer
- EPLL. Edge Permutation of the Last Layer which follows OLLCP

## External links