PLL attack to initial state

How about a more interesting challenge. Can anyone find a PLL attack order that starts from solved, ends solved, but never achieves the solved state at any point before the end of the execution?

Chris
 
How about a more interesting challenge. Can anyone find a PLL attack order that starts from solved, ends solved, but never achieves the solved state at any point before the end of the execution?

Chris
Most identity-PLL-attack order will probably have cyclic permutation that doesn't solve the cube in the middle (e.g. move the first PLL to the end).
 
Can't come up with one that is like that (Chris or Lucas), but my order solves itself, and it is alphabetically ordered. The E is use is sideways, The R' U2 R' d'...F (Pochmann?), Erik's J, and I have to AUF before and after my Z. It flows pretty well, except from U to V.
 
How about a more interesting challenge. Can anyone find a PLL attack order that starts from solved, ends solved, but never achieves the solved state at any point before the end of the execution?

Chris
Most identity-PLL-attack order will probably have cyclic permutation that doesn't solve the cube in the middle (e.g. move the first PLL to the end).

I'm not sure entirely if this isn't cyclic, but here's a way to do it, and it's still alphabetical :D E...until the Z. Instead of performing the Z, I would do the A's, then my Z.
 
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