@JustinCubing any zbll with corners that are twisted in its place is solvable with just r and u moves, so yes doing multiple sunes would work for any of the cases he showed if you do it right.
normally when there are 2 corners twisted in the last layer, they can be flipped with an algorithm its only when there is one twisted corner you have to twist them back
The easiest algorithm to solve that is (D F D' F') (2 times) U (F D F' D') (2 times) U' Now do x2 rotation and y rotation and do that again to see what it actually is😂😂😂
These aren't twisted corners. Only 1 corner can be twisted. You can never have two twisted corners. There are 7 orientations for any pair of 4 corners on a cube. This is one of those orientations. A twisted corner is a corner that cannot be solved. And at most you can only ever have 1. Cause if you have 2, then 1 is correct. If you have 3, 2 are correct.
Вы серьёзно думаете, что у меня будет собрал PLL и мне останется сделать только OLL? Такой шанс выпадает примерно раз в 200-300 сборок. (У меня лично). Лучше выучить несколько формул, чтобы сразу вставлять углы.
I'm always baffled when I read comments like this. Have you lost your manners? You just demanded someone makes a video and messages you back with the link. Really?