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Prime gap pattern of compacting Eratosthenes sieve for prime(6) = 13.
2

%I #11 Mar 10 2014 17:20:02

%S 33,8,6,10,14,6,14,10,4,10,15,15,4,16,10,5,15,10,15,20,11,4,10,4,10,

%T 37,10,15,4,27,5,14,15,9,3,11,15,6,26,5,9,4,31,26,4,10,5,10,14,5,16,

%U 10,15,16,13,4,17,10,5,14,11,14,21,10,5,9,15,20,16,24,5

%N Prime gap pattern of compacting Eratosthenes sieve for prime(6) = 13.

%C See A236175 for details.

%H Christopher J. Hanson, <a href="/A236177/b236177.txt">Table of n, a(n) for n = 1..480</a>

%Y Cf. A236175-A236180, A236185-A236190.

%K nonn

%O 1,1

%A _Christopher J. Hanson_, Jan 19 2014