Foonberg%AEROSPACE@sri-unix.UUCP (08/25/83)
From: Foonberg at AEROSPACE (Alan Foonberg) [Reprinted from the Prolog Digest.] I was glancing at an old copy of Games magazine and came across the following puzzle: Can you find a ten digit number such that its left-most digit tells how many zeroes there are in the number, its second digit tells how many ones there are, etc.? For example, 6210001000. There are 6 zeroes, 2 ones, 1 two, no threes, etc. I'd be interested to see any efficient solutions to this fairly simple problem. Can you derive all such numbers, not only ten-digit numbers? Feel free to make your own extensions to this problem. Alan
reid@uwvax.ARPA (Glenn Reid) (09/17/83)
WHAT IS GOING ON HERE!?!?!?!?! We have gotten dozens of copies of the last three or four messages!!!