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rubik's commercial

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  • 3 billion? There are over 50 quintillion combinations. I would have thought that they could figure that out but I guess not..

  • @ubercuber96 43 quintillion i think:o:p

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  • @MrSingingPizza i shot my pants(just kidding) reading this reply XD

  • @ArcCuber Touche

  • @MrSingingPizza well, if you think about it, a center piece doesn't move, so if it "moves" it's moving the edge pieces too, and the other center pieces can't change. But it doesn't matter if there is 1, 4, or 24 solutions, it's a really little amount compared to the 42 quientillions xD.

  • @ArcCuber Sure, I know that. BUT, not only one center can be oriented 4 ways, all the other centers can too, which adds up to a lot more than 4 solved states.

  • @ubercuber96 well 50 quintillion is still over 3 billion!

  • @MrSingingPizza He is talking about the 4 possibilites that one center piece has to move araoung to the other 4 faces next to it. I mean, i white center pice can move in 4 directions to the other 4 faces that are next to it (usually only blue red orange and green, not yellow)

  • @topher0421 There are more methods, but what he is talking about, is that the 1 solution is the 6 faces with their own color. So the only solution possible is the state of the cube where each face has 1 color. Do you get it? I know my english is not the best but i'm trying my best x_x

  • @ubercuber96 You know, the original package also mentions 3 billion, that is before some scientists calculated the total amount of positions with some high-tech computers.

  • only 1 solution? there are sir over 100 algorithms leading to 4 methods

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