%I A140015
%S A140015 3,467,503,563,647,887,1223,1427,1823,1847,1907,2063,2687,2903,3407,
%T A140015 3527,3923,4007,4703,4787,5087,5927,6263,6803,6863,7283,7307,7523,7643,
%U A140015 8147,8363,8447,8867,9203,9467,9623,9803,10163,10247,11423,11483
%N A140015 Primes of the form 3x^2+455y^2.
%C A140015 Discriminant=-5460. See A139827 for more information.
%F A140015 The primes are congruent to {3, 467, 503, 563, 647, 803, 887, 1067, 1223, 
               1343, 1403, 1427, 1823, 1847, 1907, 2063, 2183, 2603, 2687, 2747, 
               2903, 2987, 3407, 3527, 3587, 3743, 3923, 4007, 4163, 4247, 4343, 
               4367, 4703, 4787, 5087, 5123, 5183} (mod 5460).
%t A140015 QuadPrimes[3, 0, 455, 10000] (* see A106856 *)
%Y A140015 Sequence in context: A094454 A157587 A054702 this_sequence A045616 A142801 
               A057632
%Y A140015 Adjacent sequences: A140012 A140013 A140014 this_sequence A140016 A140017 
               A140018
%K A140015 nonn,easy
%O A140015 1,1
%A A140015 T. D. Noe (noe(AT)sspectra.com), May 02 2008