Originally posted by Greg Harris:
all you have to do is look at the chess board as a graph and find a hamiltonian path.
Originally posted by Jim Yingst:
My guess is, if you're smart, you can make use of the symmetry inherent in the board to reduce the problem to half or maybe even a quarter of its size.
An eighth, I think, considering both reflections and rotations.
Originally posted by Bert Bates:
Welcome back from JavaOne !
I'm pretty sure it's a quarter...