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 A225722 #18 Aug 08 2023 03:22:01
%S A225722 32,64,72,112,125,152,192,216,232,243,272,312,352,375,384,392,432,472,
%T A225722 512,513,552,592,625,632,672,704,712,729,752,783,792,832,872,875,912,
%U A225722 952,992,1024,1032,1053,1072,1112,1125,1152,1192,1232,1272,1296,1312,1323
%N A225722 Numbers divisible by their last digit cubed, excluding those whose last digit is 1.
%C A225722 a(n) ~ n. For 69 < n < 10000, the formula 26.61*n - 2.76 provides an estimate of a(n) to within 1%.
%C A225722 The asymptotic density of this sequence is 601296607/16003008000 = 0.037573... . Therefore, contrary to the above comment, a(n) ~ c*n where c = 16003008000/601296607 = 26.614166... . - _Amiram Eldar_, Aug 08 2023
%H A225722 Christian N. K. Anderson, <a href="/A225722/b225722.txt">Table of n, a(n) for n = 1..10000</a>
%e A225722 a(5) = 125 is an example because its last digit is 5, and 5^3 = 125, and 125 is divisible by 125.
%t A225722 dldcQ[n_]:=Module[{ld=Last[IntegerDigits[n]]},ld>1&&Divisible[n,ld^3]]; Select[Range[1500],dldcQ] (* _Harvey P. Dale_, Aug 15 2014 *)
%o A225722 (R)
%o A225722 which(sapply(1:1000,function(x) x%%10>1 & (v=x/(x%%10)^3)==as.integer(v) ))
%Y A225722 Subsequence of A225297.
%Y A225722 Cf. A221651, A225296, A132359, A034709, A034837, A005349, A007602, A034838.
%K A225722 nonn,base
%O A225722 1,1
%A A225722 _Kevin L. Schwartz_ and _Christian N. K. Anderson_, May 13 2013