cp's OEIS Frontend

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.

A167459 Composite numbers in A166504, i.e., whose decimal expansion can be split up into prime numbers, with leading zeros allowed.

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%I A167459 #6 Jul 19 2017 21:32:55
%S A167459 22,25,27,32,33,35,52,55,57,72,75,77,112,115,117,132,133,135,172,175,
%T A167459 177,192,195,202,203,205,207,213,217,219,222,225,231,232,235,237,243,
%U A167459 247,252,253,255,259,261,267,272,273,275,279,289,292,295,297,302,303
%N A167459 Composite numbers in A166504, i.e., whose decimal expansion can be split up into prime numbers, with leading zeros allowed.
%C A167459 In contrast to A066737 (which is a subsequence of this one), we allow for leading zeros in the "prime" substrings; the two sequences differ from n=24 on, with a(24)=202 which is not in A066737.
%C A167459 Sequence A166505 gives the difference, A167459 \ A066737 = A166504 \ A152242. Sequence A167458 gives the indices of the terms not in A066737.
%F A167459 A167459 = A002808 n A166504, where "n" means intersection.
%F A167459 A167459 \ A066737 = A166504 \ A152242.
%o A167459 (PARI) is_A167459(n) = !isprime(n) & is_A166504(n)
%Y A167459 Cf. A002808, A066737, A121609, A166504, A167505.
%K A167459 base,nonn
%O A167459 1,1
%A A167459 _M. F. Hasler_, Nov 19 2009