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One interesting method is called Tudor. The steps are 2x2x3 > Corners > Edges. I have developed iterative EO for the edges step. The idea is to iteratively orient all edges, similar to Roux LSE, while attempting to permute an edge or two. Then finish the solve by permuting all remaining edges. If a single edge is solved after the edge orientation step, there are 93 algorithms to permute the remaining six edges for each ending type. Additional algorithm sets can be learned if an edge wasn't able to be solved and instead an opposite, or even adjacent, edge was placed instead.
Developed completed on November 4 2024.
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