On 6/3/07, John Randall <[EMAIL PROTECTED]> wrote:
As you can see, this severely limits the possibilities: the total
number of configurations of pieces of each type is
208 254 258 274 274 298 272 284 220 254

A bit less than that, if you exclude boards which have an open
cell which cannot take of the remaining pieces, but yes.

Using breadth first search, I get the following:
1 47 955 7568 25196 96243 306466 875160 1268130 514304 2098

I wonder if you could work i in both directions (increasing i, vs
decreasing i) and come up with a reasonable way of combining
them in the middle?

--
Raul
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