Search: id:A096218
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%I A096218
%S A096218 19,29,43,59,73,89,103,127,149,167,193,223,277,317,359,461,509,523,593,
%T A096218 643,797,823,877,1019,1123,1153,1297,1327,1367,1409,1493,1543,1559,1613,
%U A096218 1667,1753,1777,1811,1847,1877,1993,2099,2203,2293,2309,2411,2503,2609
%N A096218 Primes of the form 3prime(n) + 2prime(n+1).
%e A096218 a(3)=43 because 3*7 + 2*11=43
%t A096218 Select[ 3Prime[Range[100]] + 2Prime[Range[2, 101]], PrimeQ[ # ] &] (from 
               Robert G. Wilson v Jul 31 2004)
%Y A096218 Cf. A096902 for values of n.
%Y A096218 Sequence in context: A157026 A108183 A157483 this_sequence A100590 A046120 
               A063644
%Y A096218 Adjacent sequences: A096215 A096216 A096217 this_sequence A096219 A096220 
               A096221
%K A096218 nonn
%O A096218 1,1
%A A096218 Giovanni Teofilatto (g.teofilatto(AT)tiscalinet.it), Jul 28 2004
%E A096218 More terms from Ray Chandler (rayjchandler(AT)sbcglobal.net) and Robert 
               G. Wilson v (rgwv(AT)rgwv.com), Jul 31 2004

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