Description
The puzzle has 30 moving pieces, which rotate in star-shaped groups of five around its outermost vertices. The purpose of the puzzle is to rearrange the moving pieces so that each star is surrounded by five faces of the same color, and opposite stars are surrounded by the same color. This is equivalent to solving just the edges of a six-color Megaminx. This is an odd puzzle to solve, and never really looks complete unless you know what you're looking for. The puzzle is solved when each pair of parallel planes is made up of only one colour. To see a plane, however, you have to look "past" the five pieces on top of it, all of which could/should have different colours than the plane you're solving.
Read more about this topic: Alexander's Star
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