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Buck Mulligan
Jan 11, 2005, 4:36:45 AM1/11/05
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Can you prove that among any 10 consecutive integers there is at least
one that is relatively prime to all the others.
(m and n are relatively prime if gcd of m and n is 1)
one that is relatively prime to all the others.
(m and n are relatively prime if gcd of m and n is 1)
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