%I A054758
%S A054758 1,1,1,1,2,1,2,3,2,8,5,4,1,6,3,13,7,2,1,6,2,3,5,7,7,8,31,1,22,6,60,20,
%T A054758 12,5,2,12,5,16,7,20,1,2,14,42,23,16,13,30,53,5,7,36,10,10,67,6,2,40,
%U A054758 24,3,28,59,6,4,76,1,74,5,30,16,2,39,6,56,138,3,22,37,11,8,35,102,156
%N A054758 a(n) is the smallest multiplier so that A002110(n)*w+Prime(n+1)^2 is 
               prime.
%C A054758 For n=1,2,3,4,5,13,19,28,41,66,85,... A002110[n]+Prime[n+1]^2 is a prime, 
               that is the multiplier: w=1.
%e A054758 2310+169=2479=37*67=2.3.5.7.11+13^2 is not prime but 2*2310+169=4789 
               is a prime.
%Y A054758 A002110.
%Y A054758 Sequence in context: A082304 A035368 A107853 this_sequence A077876 A095056 
               A140575
%Y A054758 Adjacent sequences: A054755 A054756 A054757 this_sequence A054759 A054760 
               A054761
%K A054758 nonn
%O A054758 1,5
%A A054758 Labos E. (labos(AT)ana.sote.hu), Apr 25 2000