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.

A324260 Subsequence of A324257 (Conceited Numbers) where the distinct prime factors are concatenated without multiplicity.

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%I A324260 #17 Apr 19 2019 10:56:19
%S A324260 735,3792,1341275,1713192,2971137,4773132,13115375,13731373,22940075,
%T A324260 29373375,31373137,71624133,121719472,183171409,221397372,241153517,
%U A324260 311997175,319953792,331191135,1019127375,1147983375,1190911909,1453312395
%N A324260 Subsequence of A324257 (Conceited Numbers) where the distinct prime factors are concatenated without multiplicity.
%C A324260 Subsequence of A083359.
%C A324260 Overlap of the distinct primes is allowed per A324257. Terms without overlap form the subsequence A121342.
%H A324260 Deron Stewart, <a href="/A324260/a324260.txt">C# methods to evaluate candidate terms given the distinct prime factors.</a>
%e A324260 4773132 = 2^2 * 3^2 * 7 * 13 * 31 * 47 formed by 47||7||[3(1][3)]||2. The 6 distinct prime factors are used once each, with 3, 13 and 31 overlapping.
%Y A324260 Cf. A324257, A083359, A121342.
%K A324260 nonn,base
%O A324260 1,1
%A A324260 _Deron Stewart_, Feb 19 2019