Search: id:A070827
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%I A070827
%S A070827 2,1,3,4,7,11,8,29,47,23,44,199,32,521,284,46,2207,3571,118,9349,2168,
%T A070827 244,353,600,1152,263,90484,5802,14517,19548,2570,3010349,5568,10104,
%U A070827 63513,1022,103713,54018521,29134604
%N A070827 Sum of prime factors of Lucas numbers A000032(n),n=0, n>=2, with n=1 
               term added.
%C A070827 a(1) := 1 for A000032(1)=1. Sometimes a(1)=0 is chosen.
%Y A070827 Cf. A064725 ( for Fibonacci).
%Y A070827 Sequence in context: A160186 A050041 A058658 this_sequence A160191 A000032 
               A061084
%Y A070827 Adjacent sequences: A070824 A070825 A070826 this_sequence A070828 A070829 
               A070830
%K A070827 nonn,easy
%O A070827 0,1
%A A070827 Wolfdieter Lang (wolfdieter.lang(AT)physik.uni-karlsruhe.de), May 10, 
               2002

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