well-founded floundering

Marc LeBrun mlb at fxpt.com
Wed Nov 19 20:26:30 CET 2003


 >=Jim Nastos
 > Even though the set of integer sequences is uncountable, you can always
 > be sure that the set of *submitted* sequences is countable (in fact
 > finite.)

Why *always*?  One could imagine that, someday, using quantum computers, 
you could submit uncountable superpositions of sequences.

(I can't wait for the corresponding superseeker!)

OK, OK, back to the "grinstone" for me too!







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