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Some have changed the shape completely from a cube to a cuboid (and various other shapes), some have only seen simple sticker modifications. To put those last numbers into perspective, some scientists believe that there's "only" about 10 Note: The r2 notation refers to the Inner-R layer ONLY (an R move would be the outer R layer, and a Rw would be both the outer and inner layers). There are no parities on odd layered cubes due to their defined centres (in the same way a 3x3 doesn’t have parities), so there is nothing different about the 3x3 stage on a 5x5 and a normal 3x3 Rubik’s Cube (other than of course the size).

You should be able to apply your knowledge from the first two centres to build two adjacent centres without disturbing your original two. Pictures have been provided regardless of the similarity in case confusion arises regarding how 3 edge pieces form one “edge” equivalent on the large 3x3.After performing the flipping algorithm, the piece has swapped places with the “location”, meaning it’s now in place. The first step involves building two opposite centres; these are normally white and yellow as these are the top and bottom faces for most people who know how to solve a 3x3.

The first centre can be made by connecting two pieces together (in fact, most of the time there will already be one of these 1x2 “bars” solved on your cube due to the limited amount of possible centre combinations). Using only outer layer moves, the 4x4 can be solved just like a normal 3x3 cube – Building the cross, then pairing corners and edges to insert them (F2L), orienting the last layer pieces ( OLL) and permuting them to finish ( PLL).In the same way to the 4x4, you can solve two adjacent edges fairly intuitively whilst preserving your white and yellow centres that are on the left and right.