How To Solve a 6x6x6 V-Cube 6 – Part 3 – Edge Pairing

Link to Part 4 – Parity Errors and Final Solve as 3×3 www.youtube.com This Part 3 will cover the method for solving the edge pieces of the 6x6x6 V-Cube 6. I will teach a type of beginner method, which works by starting from the inside edges and working your way out pairing one edge at a time. I believe it is easier and more intuitive for the beginner to visualize the cube edges as a 4×4 and then a 5×5. Pairing the inner edges of the 6×6 cube is the same exact concept as solving the edge pieces of a 4×4 cube. Once you have paired as many edges as you can, you will either have all 12 edge pairs complete, or you will have 2 edge pairs left. If two pairs are left, this indicates you have a parity error. The algorithm for fixing the inner edge parity error is: 3d RF’ UR’ F 3d’ Once you have paired all the inner edges and fixed parity, you will have effectively reduced the 6×6 edges to 5×5 edges. You can therefore pair up the remaining edges as you would on a 5×5 cube. There are 3 main types of last edge pair cases I go over in the video. These are all equivalent cases to the 5×5 cube last edges and can be solved similarly. The first edge parity case is one where you have a flipped inner edge group. To fix this case, we will place this group on the top layer directly in front of you. We then perform the following algorithm. r2 B2 U2 l U2 r’ U2 r U2 F2 r F2 l’ B2 r2 The second type of parity error is one where we have two outer wing edges which are switched. To fix this case, we
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