Find a line such that on each side of the line, there are at most floor (N / 2) red points, and at most floor (M / 2) blue points.

It's easy to prove that this is impossible if either M or N has an odd number of elements. You must have meant ceil(). (Of course, that still wouldn't address the problem with infinite sets...)

-sauoq
"My two cents aren't worth a dime.";

In reply to Re: Re: Suggestions for writing a Perl application by sauoq
in thread Suggestions for writing a Perl application by phax

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