Garf
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- Sep 4, 2020
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If you memo Corners, then edges, then solve edges, then corners, and also have parity: at the end of your memo, you will have an odd number of corners and an even number of edges.You have to solve edges before corners if you want to do the trick. If you do the corners first and also supply the trick I mentioned, you will end up swapping the A/Q and D/E edges. In the end, 3 pieces will always be swapped if you use your method.
If you don't want to switch, I supplied the RUF Ra-Perm that swaps without doing an AUF first.