%I A112741
%S A112741 13,17,19,37,59,337,2153
%N A112741 Primes p such that zeta(1-2p)/zeta(-1) is prime.
%C A112741 Found by David Broadhurst in 2002. Note that zeta(-1)=-1/12. Hence zeta(1-2p) 
               has denominator 12 and prime numerator.
%Y A112741 Cf. A112548 (n such that the numerator of zeta(1-n) is prime).
%Y A112741 Sequence in context: A059500 A104213 A105896 this_sequence A111380 A109775 
               A108560
%Y A112741 Adjacent sequences: A112738 A112739 A112740 this_sequence A112742 A112743 
               A112744
%K A112741 hard,nonn
%O A112741 1,1
%A A112741 T. D. Noe (noe(AT)sspectra.com), Sep 28 2005