This would put them on opposite sides of that edge. But on the four by four, the edges consist of two pieces, which can also be split.
Short answer: it's not possible to solve, and you can't get to that configuration from a standard Rubik's Cube in the first place. Now if I were to solve these two corners then the red-yellow part would be on the same edge of the cube. And then if you notice the edges on a three by three, its one piece. I would post this as a comment, but I don't have enough rep to do so yet :P.
#4x4 rubics cube flip two edges how to
Where y and z indicate rotations of the entire cube (and thus do not count as moves). In this video, I explain edge parity and how to place the last edge pieces on the last layer. Disclaimer: Possible duplicate of ( Swap the edges in a solved Rubik's cube ). U R2 F B R B2 R U2 L B2 R U' D' R2 F R' L B2 U2 F2 The superflip or 12-flip is a Rubiks Cube configuration in which all 20 of the movable subcubes (or cubies) are in the correct permutation, and the eight. This is one possible sequence of moves to generate the Superflip (starting from a solved Rubik's cube), recorded in Singmaster notation It consists of the minimal 20 moves under HTM, though it requires 28 quarter-turns:
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