that was a great puzzle knifemissile. i kept going in the wrong direction over and over again, because it reminds me of this puzzle:
Again we have a defective chessboard that needs tiling. In this case, the defective chessboard is formed by taking a NxN square and then adding one more row of N-2 squares, centering it. This time we're actually using dominoes (2x1 dominoes). Prove that for any NxN chessboard, you can only tile it if N is even.
EDITED! made a mistake 1st time i posted. sorry about that.
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oh baby oh baby, i like gravy.
Last edited by rsl12; 03-17-2004 at 07:10 PM..
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