%I A046850
%S A046850 29,683,997,2207,30571351
%N A046850 Gilda's primes: primes in A042947.
%C A046850 Is this sequence infinite?
%H A046850 Russo, F. <a href="http://www.gallup.unm.edu/~smarandache/Felice-Russo-book1.pdf">
               A Set of New Smarandache Functions, Sequences and Conjectures in 
               Numer Theory.</a>, Lupton, AZ: American Research Press, 2000.
%o A046850 (PARI) for(n=1,10^8,if(isprime(n),s=eval(Vec(Str(n)));f1=sum(i=1,#s,s[i]);
               f0=abs(2*s[1]-f1);f=f0+f1;while(f<=n,if(f==n,print1(n",");break);
               f0=f1;f1=f;f=f0+f1))) - Herman Jamke (hermanjamke(AT)fastmail.fm), 
               Mar 30 2008
%Y A046850 Cf. A042947.
%Y A046850 Sequence in context: A063044 A062560 A135995 this_sequence A159669 A144746 
               A097782
%Y A046850 Adjacent sequences: A046847 A046848 A046849 this_sequence A046851 A046852 
               A046853
%K A046850 more,nonn
%O A046850 1,1
%A A046850 Felice Russo (felice.russo(AT)katamail.com)
%E A046850 One more term from Herman Jamke (hermanjamke(AT)fastmail.fm), Mar 30 
               2008