#4, RE: Closed rook tour on a chessboard
Posted by sfwc on Jul-07-06 at 07:39 AM
In response to message #2
>Choose m=2 and n=3, then the coordinates of the squares are >a1, b1, a2, b2, a3, c3. Move the rook from a1 to b1 to b2 to >b3 to a3 to a2 to a1. Then the total length of the >horizontal segments (a1 to b1 and b3 to a3) is 2, which is >is not divisible by 4. You seem to have ranks and files confused. Ranks are rows, files are columns. So in this case there are 2 rows, 3 columns. The segments a1b1 and b3a3 are therefore vertical. There are 4 horizontal segments, which fits the given result.Thankyou sfwc <><
|