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 A273158 #26 Jul 19 2016 09:11:32 %S A273158 5,6,12,8,8,14,14,9,21,9,14,17,16,17,19,11,16,25,16,11,32,17,16,20,11, %T A273158 18,33,20,17,21,17,12,33,18,20,29,17,18,35,12,17,37,17,20,31,18,17,23, %U A273158 26,12 %N A273158 Number of concatenations nm consisting of n followed by a positive integer m (not a multiple of 10) that are divisible by m. %H A273158 Reiner Moewald, <a href="/A273158/b273158.txt">Table of n, a(n) for n = 1..98</a> %F A273158 m <= n * 5^a(2 + floor(log_10(n))) with a(n) from A066343. %e A273158 a(1)=5 since 1|11, 2|12, 5|15, 25|125, 125|1125. %o A273158 (Python) %o A273158 # for N < 100 %o A273158 import math %o A273158 for N in range (1, 100): %o A273158 ANZ = 0 %o A273158 for M in range(1, 195312500): %o A273158 Z = int(str(int(N)) + str(int(M))) %o A273158 if ((Z % M == 0) and (M % 10 > 0)): %o A273158 ANZ = ANZ + 1 %o A273158 print(N, ANZ) %Y A273158 Cf. A066343. %K A273158 nonn,base %O A273158 1,1 %A A273158 _Reiner Moewald_, May 16 2016