%I A154298
%S A154298 2,7,17,67
%N A154298 Primes of the form : 1/x+2/x+3/x+4/x+5/x+6/x+7/x+..., x=33.
%C A154298 Next term will be larger then : 1995185716
%t A154298 lst={};s=0;Do[s+=n/33;If[Floor[s]==s,If[PrimeQ[s],AppendTo[lst,s]]],{n,
               0,9!}];lst
%Y A154298 Cf. A057570, A154293, A154296, A154297
%Y A154298 Sequence in context: A007049 A133407 A067602 this_sequence A122382 A025554 
               A028888
%Y A154298 Adjacent sequences: A154295 A154296 A154297 this_sequence A154299 A154300 
               A154301
%K A154298 nonn
%O A154298 1,1
%A A154298 Vladimir Orlovsky (4vladimir(AT)gmail.com), Jan 06 2009