From: Steven Belknap <[email-masked]>
Date: Sun, 5 Mar 2000 16:02:34 -0600

1. Call a set, s, of clubs preclusive if being a member of any one 
of the clubs in s precludes being a member of any other club in s.

2. Call a set, m, of clubs maximally preclusive if it is preclusive 
and every proper superset of of m is not preclusive.

3. Let the set f be that set which contains all of the members of all 
the possible sets m.

4. Call a club, c, a final club iff it is a member of f.

Just tidying up. Does that do it?

co'o mi'e stivn

Steven Belknap, M.D.
Assistant Professor of Clinical Pharmacology and Medicine
University of Illinois College of Medicine at Peoria