This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.
%I A300334 #30 Mar 10 2018 14:44:21 %S A300334 211,541,631,673,1693,1801,2879,3181,3271,3299,3343,3571,3943,4177, %T A300334 4441,4561,4751,4783,4813,4861,5147,5381,5431,5501,5779,6029,6197, %U A300334 6421,6469,6521,6599,6637,6883,7103,7321,7369,7477,7573,7603,7789,7901,7963,8419,8443,8641,8923,9091,9587,9643,9733,9781,9871,10513 %N A300334 Primes of a056240-type 2. %C A300334 Prime(r) has a056240-type k if A295185(prime(r))=prime(r-k)*A056240(prime(r)-prime(r-k)). %C A300334 This sequence lists primes having a056240-type k=2, each having form ~2(g1,g2) where g1 is the first gap below prime(r), and g2 is the second (notation explained in A295185). The majority of primes appear to be of a056240-type 1. %e A300334 211 is included because the smallest composite number whose sum of prime factors (with repetition)=211 is 6501=197*33, a multiple of the second prime below 211, not the first. 211~2(12,2) is the smallest prime to have this property. Likewise 541~2(18,2), 1693~2(24,2), 2879~2(18,4), etc. %Y A300334 Cf. A056240, A295185, A299110, A293652, A299912, A300359. %K A300334 nonn %O A300334 1,1 %A A300334 _David James Sycamore_, Mar 03 2018 %E A300334 Edited by _N. J. A. Sloane_, Mar 10 2018