1x1x1 Rubik's Cube

The 1x1x1 Rubik's Cube is an interesting puzzle design that takes a new approach to the world of Rubik’s Cubes and twisty puzzles that we have never seen before. It has revolutionized the way we see the world of puzzling and has made an impact only comparable to that of the original Rubik’s Cube.

Invention
Invented in the late 1800’s, the 1x1x1 Rubik’s Cube was actually the predecessor of the original Rubik’s branded cube. Some people have criticized Ernő Rubik himself for stealing the idea, even though he insists that the inventions were entirely independent. “I came up with the idea for the Rubik’s Cube as a tool to help aid my teaching as a university lecturer. This puzzle, although vastly superior to mine, was only part of my inspiration. I looked upon it and thought “Hey, what if I made a cube out of those cubes” and then my puzzle took form.” The 1x1 puzzle consists of six different colored uniform faces, and uses a unique mechanism that has been described by many as “way beyond its time”. The puzzle is not solved by making turns, but rather rotating the entire puzzle to find the solved state, something that no puzzles since have been able to accomplish.

Facts
The current unofficial World Record for the 1x1x1 Rubik's Cube is 8 minutes 59 seconds.

The 1x1x1 Rubik's Cube has 6 sides.

There is only 1 possible combination.

Notation

 * x –  Rotates the entire puzzle by bringing the top face to the front.
 * x’ –  Rotates the entire puzzle by bringing the top face to the back.
 * y –  Brings the face on the right to the front.
 * y’ –  Brings the face on the left to the front.
 * z –  Brings the front face down to the right.
 * z’ –  Brings the front face down to the left.

How To Solve
To rotate the cube properly, you must let go of the puzzle with one hand and turn the puzzle with the wrist of the other hand. This technique takes a while to get used to, but you should get the hang of it eventually. Once the puzzle is rotated, you can place the other hand back on it and regrip it with the other hand.

The following algorithm can be used to solve the puzzle:

x’ y2 z’ z x’ y y’ y y y x’ z y x’ y’ z z’