A knight has made a complete tour of the 6 x 6 board at left (jumping as in standard chess,) beginning at the 1 in the upper left corner and returning to the 1 at the finish. The squares have been numbered consecutively as the knight landed on them (2, 3, 4, etc., up to 36,) but only a few numbers are revealed. Can you logically determine the missing numbers for the other squares? Every square (except #1) was visited exactly once.
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Last updated October 10th, 2003