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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.

A155473 Numbers of the form x^3+y^5, with x,y>0 and x<>y.

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%I A155473 #6 Nov 24 2019 10:31:37
%S A155473 9,28,33,59,65,96,126,157,217,244,248,251,307,344,368,375,459,513,544,
%T A155473 586,730,755,761,972,1001,1025,1032,1032,1051,1149,1240,1243,1332,
%U A155473 1363,1367,1536,1574,1729,1753,1760,1971,2024,2198,2229,2355,2440,2745,2752
%N A155473 Numbers of the form x^3+y^5, with x,y>0 and x<>y.
%C A155473 Numbers with more than one of these representations are repeated for each of them.
%C A155473 This concerns 1032 = 2^3+4^5 = 10^3+2^5 or 9504 = 12^3+6^5 = 21^3+3^5, for example (see A035046).
%e A155473 59=3^3+2^5, 157=5^3+2^5, 513=8^3+1^5, 586=7^3+3^5, ...
%t A155473 lst={};Do[Do[Do[If[x!=y,a=x^3+y^5;If[a>n,Break[]];If[a==n,AppendTo[lst,n]]],{y,5!}],{x,5!}],{n,7!}];lst
%Y A155473 Cf. A088719, A088677, A088703, A088687, A001235, A024670, A025320, A025319, A025318, A025317, A025316, A025315, A025314, A025313, A024508, A004431, A024507, A155468, A155469, A155470, A155472
%K A155473 nonn
%O A155473 1,1
%A A155473 _Vladimir Joseph Stephan Orlovsky_, Jan 23 2009
%E A155473 Edited by _R. J. Mathar_, Mar 02 2009