Hey! I literally just had the same exact idea! I knew that a cube and octahedron are dual polyhedrons. This means that properties of each are the same except reversed with respect to dimension. So a cube has 6 faces and a octahedron has 6 corners, etc. so I realized that if you color each of the 8 faces of an octahedron differently, but also turn it into a puzzle by twisting around vertexes, it would be equivalent to a cube puzzle where you twist around faces, hence a cube with 8 colors. Also, since the center piece on the octahedron determines the color of the face, the corner piece on the cube would determine the colors of the rest of the pieces.
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Hey! I literally just had the same exact idea! I knew that a cube and octahedron are dual polyhedrons. This means that properties of each are the same except reversed with respect to dimension. So a cube has 6 faces and a octahedron has 6 corners, etc. so I realized that if you color each of the 8 faces of an octahedron differently, but also turn it into a puzzle by twisting around vertexes, it would be equivalent to a cube puzzle where you twist around faces, hence a cube with 8 colors. Also, since the center piece on the octahedron determines the color of the face, the corner piece on the cube would determine the colors of the rest of the pieces.
Hi) Interesting observations😀
Very interesting vdo bro!
Thanks dude😁
cool but not cool dude
I know dude