Search: id:A114165
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%I A114165
%S A114165 1,2,3,18,66,84,93,94,106,108,151,183,220,249,273,329,543,648,789,793,
%T A114165 1068,1251,1254,1284,1366,1456,1549,1584,1671,1771,2059,2131,2228,2331,
%U A114165 2501,3399,3729,4224,4456,4646,4999,5093,5540,6014,6510,6736,7520,8124
%N A114165 Numbers n such that P(2n) is prime, where P(n) is the number of partitions 
               of n.
%C A114165 2n-th partition number (A000041(2n)) is prime.
%t A114165 Select[ Range[9137], PrimeQ[ PartitionsP[2# ]] &]
%Y A114165 Cf. A000041, A046063, A068413, A114165, A111389, A111045, A114166, A111036, 
               A114167, A114168, A114169, A114170.
%Y A114165 Sequence in context: A053195 A003693 A048047 this_sequence A166510 A076016 
               A107095
%Y A114165 Adjacent sequences: A114162 A114163 A114164 this_sequence A114166 A114167 
               A114168
%K A114165 nonn
%O A114165 1,2
%A A114165 Robert G. Wilson v (rgwv(AT)rgwv.com), Nov 14 2005

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