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Ok, I got another bad idea:

F2L Pairs - Solve the corner-edge f2l pairs, but not the cross. The middle layer should now be finished, as well as the bottom corners.
CLL - Solve the corners on the last layer with one alg
Orient all edges - Orient the remaining 8 edges with 1 alg
Permute all edges - Permute the 8 edges with 1 alg

Probably not very practical, and I'd be willing to bet that OAE and PAE would take a lot of algs.
 
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Ok, I got another bad idea:

F2L Pairs - Solve the corner-edge f2l pairs, but not the cross. The middle layer should now be finished, as well as the bottom corners.
CLL - Solve the corners on the last layer with one alg
Orient all edges - Orient the remaining 8 edges with 1 alg
Permute all edges - Permute the 8 edges with 1 alg

Probably not very practical, and I'd be willing to bet that OAE and PAE would take a lot of algs.
That's basically PCMS.
I don't think EO would be too many algorithms, but EP would be a ton.
 
Ok, I got another bad idea:

F2L Pairs - Solve the corner-edge f2l pairs, but not the cross. The middle layer should now be finished, as well as the bottom corners.
CLL - Solve the corners on the last layer with one alg
Orient all edges - Orient the remaining 8 edges with 1 alg
Permute all edges - Permute the 8 edges with 1 alg

Probably not very practical, and I'd be willing to bet that OAE and PAE would take a lot of algs.

Also, look at my signature :)
 
OK, ProStar's post was PCMS, wich already exists, but it made me think of something : How many algorithms would it be to solve the cube after EO ?
 
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