Sean introduces edge orientation as a key FMC technique, teaching how to spot bad edges, reduce any case to four, and fix them with one 90° turn.
In this video, Sean introduces Edge Orientation (EO) as the foundation of a new “meta” for fewest-move solving, leading into techniques like domino reduction and half-turn reduction. He explains that orienting edges means making all edges solvable without a 90° turn on a chosen axis, eliminating cube rotations and simplifying pair building for FMC. The tutorial covers how to spot bad edges using color rules, emphasizes that the number of misoriented edges is always even, and teaches a simple strategy: reduce any case to four bad edges, place them on the front or back face, and fix them with one 90° turn. He also notes that EO can be done on multiple axes, but recommends aiming for 4–5 move solutions and sticking to one axis in normal solves, saving multi-axis work for domino reduction. Finally, he suggests practicing with tools like Nissi and VFMC and testing EO by scrambling, orienting edges, and completing a full solve.
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