Master the Last Layer of the Rubik's Cube with 21 Advanced Algorithms

🔑The final step in solving the Rubik's Cube is solving the last layer, which involves 21 different algorithms.

🧩Instead of memorizing all 21 algorithms, you can use a method called PLL (Permutation of the Last Layer) to recognize different cases.

🔄One common case is the diagonal corner swap, where two diagonal corners need to be swapped. This requires a specific algorithm to solve.

🔀Another case is the adjacent corner swap, where two corners next to each other need to be swapped. This also has its own algorithm.

🏁After solving all the corners, the edges of the last layer can be solved using specific algorithms for different cases.

How many algorithms do I need to solve the last layer of the Rubik's Cube?

—There are 21 algorithms that you can learn to solve the last layer efficiently.

What is PLL?

—PLL stands for Permutation of the Last Layer. It is a method to recognize different cases in the last layer and apply specific algorithms to solve them.

What is the diagonal corner swap?

—The diagonal corner swap is a case where two diagonal corners in the last layer of the Rubik's Cube need to be swapped. It requires a specific algorithm to solve.

What is the adjacent corner swap?

—The adjacent corner swap is a case where two corners next to each other in the last layer of the Rubik's Cube need to be swapped. It also has its own algorithm.

What do I do after solving all the corners?

—After solving all the corners, you can use specific algorithms to solve the edges of the last layer.

00:00The final step in solving the Rubik's Cube is solving the last layer, which involves 21 different algorithms.

00:09Instead of memorizing all 21 algorithms, you can use a method called PLL (Permutation of the Last Layer) to recognize different cases.

00:27One common case is the diagonal corner swap, where two diagonal corners need to be swapped. This requires a specific algorithm to solve.

01:18Another case is the adjacent corner swap, where two corners next to each other need to be swapped. This also has its own algorithm.

02:06After solving all the corners, the edges of the last layer can be solved using specific algorithms for different cases.

02:09If one of the edges is already solved, hold it in the back and follow specific algorithms for different cases.

02:27If there are two stickers that need to swap, use specific algorithms to move them to the opposite sides.

03:46If there are no edges already solved, use specific algorithms to swap the pairs of edges.