elrog
Member
I'm looking for a pretty specific kind of alg, so I'm not sure that anyone will have one. I need a PBL alg for the 3x3, that swaps two corners diagnolly in one face, while keeping the other faces corners in place in relation to eachother. It also needs to keep the middle layer edges in the middle layer, preserves edge orientation, and swaps middle edges an odd number of times. It does not matter how it permutes the top or bottom 4 edges. (Keep in mind that a PBL alg means that it preserves corner orientation) I would really an optimal algorithms for this that is not more than 12 moves. I have been using CubeSolver to search for one, but I have not found one yet.