Now I have to do 2 pairs, which are the 2 pairs with the color shown in Fig. 1. All the turns of this step only rotate R, U faces.
First use the R face rotation to rotate the edge to the opposite side of the R face as the starting point, that is, the B side, the corner is rotated to the B side of the R, U layer overlap, that is, at URB position and will do U R sequence. If the corner is twisted to the orientation that can be combined with the edge, but the edge is not yet rotated to the destination RF, first rotate the corner with the U face roration and turn away from the R, U layer overlap, so that the corner will not be twisted again, and wait until the edge is rotated to the destination RF with the R face rotation, and then use the U face rotation to turn the corner to the edge for combination, as in Example 1 below.
You can also observe that the corner must be twisted once to combine the edge. Therefore, the edge is first rotated to the DR position that is rotated 1/4 circle from the destination, and the corner is rotated to the URB position and will do U R squence, so that the corner is twisted to the orientation that can be combined with the edge, and the edge is also just arrived at the destination RF, it just happens to be combined. As example 2 below
For the convenience of the subsequent steps, this move method is called "RU combine pair move"
Because you can't destroy the first pair that has just been combined, when you use the RU combine pair move to combine the second pair, you must first turn the pair that has been combined to the U face and connect it with the edge you want to combine. Then, the edge of the new pair is rotated on the U face to the F side as the starting point, and then the RU combine pair move is performed, as in the following Example 3.
In the case of Example 4, the corner must be twisted once to combine the edge. Therefore, first turn the edge to the position UL that needs to be rotated 1/4 circle from the destination, and then perform the RU combine pair move.
next: Reducing to the group of retaining 3 pairs The RUP Method
This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.