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One Magic Square  
by Serhiy Grabarchuk

Put all the 16 square tiles into the 4x4 board so that a traditional 3x3 magic square would appear. The magic square must be arranged from the nine digits from 1 to 9 in such a way that each of its three rows, three columns and two main diagonals adds up to the same number. Surely, the digits are stylized, and an additional challenge for you is to figure out how they look like. The tiles can be rotated, but not overlapped and/or flipped over.

To move a tile, drag it. To rotate a tile, click it.
 
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Posted: May 4, 2007   Last Updated:
February 17, 2008
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