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Can the computer calculate the minimum step solution of reducing the Rubik's cube?
I believe everyone has played the Rubik's Cube, and few people can spell all six sides of the Rubik's Cube successfully. This is a game to test IQ and thinking. I used to like playing Rubik's cube for a while, but no matter how I spell it, I can only spell out three identical faces at most. Finally, I really wanted to spell out six faces, so I went to the computer to watch those videos of Baidu. Oh, that's how six faces come out. Then one of my roommates saw me playing that all day and didn't spell it. He took down my Rubik's cube and spelled out all six faces directly. Like many famous mathematicians in the world, they are studying this Rubik's Cube.

If the perturbation formula of the Rubik's cube is not solved, the computer can also calculate the minimum steps to restore the Rubik's cube. The reduction step of Rubik's cube belongs to a mathematical probability analysis. It's just that he is a powerful probability analysis, unlike the simple probability analysis that we usually study mathematics. Computers are programmed, so computers are very good at this kind of probability analysis. Like the Rubik's Cube that we play most often, it is generally composed of 26 small pieces, and these 26 small pieces of Rubik's Cube are like a coordinate system, so the computer will analyze the coordinates of each small piece and its trajectory, so that he can accurately calculate every possibility.

So which formula can the computer itself work out? (8! * 38 *12 * 212)/3 * 2 * 2 = 43, 252, 003, 274, 489, 856, 000 third-order Rubik's Cube, one * *, and there are so many possibilities. And there is only one possibility among these possibilities. It's exactly the same to be able to turn to six faces. So the amount of calculation is quite large. Generally speaking, only people with clear thinking and quick brain rotation can quickly spell out this Rubik's cube.