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 A152816 #2 Mar 30 2012 18:39:49 %S A152816 1,2184,2496060719312 %N A152816 Minimum positive initial term of a minimum length n-fold stapled sequence. %C A152816 In an n-fold stapled sequence, each term in the sequence is not coprime to at least n other terms. The minimum length of an n-fold stapled sequence is A152817(n). The known terms are also the minimum possible for an n-fold stapled sequence of any length. %e A152816 For n = 2, the 41 consecutive integers of the first minimum length 2-fold stapled sequence is given in the following list along with the prime factors each term shares with at least two other terms: %e A152816 2496060719312: 2, 17 %e A152816 2496060719313: 3, 7 %e A152816 2496060719314: 2, 19, 37 %e A152816 2496060719315: 5 %e A152816 2496060719316: 2, 3 %e A152816 2496060719317: 11 %e A152816 2496060719318: 2 %e A152816 2496060719319: 3 %e A152816 2496060719320: 2, 5, 7, 31 %e A152816 2496060719321: 13 %e A152816 2496060719322: 2, 3 %e A152816 2496060719323: 23, 29 %e A152816 2496060719324: 2 %e A152816 2496060719325: 3, 5 %e A152816 2496060719326: 2 %e A152816 2496060719327: 7 %e A152816 2496060719328: 2, 3, 11 %e A152816 2496060719329: 17 %e A152816 2496060719330: 2, 5 %e A152816 2496060719331: 3 %e A152816 2496060719332: 2 %e A152816 2496060719333: 19 %e A152816 2496060719334: 2, 3, 7, 13 %e A152816 2496060719335: 5 %e A152816 2496060719336: 2 %e A152816 2496060719337: 3 %e A152816 2496060719338: 2 %e A152816 2496060719339: 11 %e A152816 2496060719340: 2, 3, 5 %e A152816 2496060719341: 7 %e A152816 2496060719342: 2 %e A152816 2496060719343: 3 %e A152816 2496060719344: 2 %e A152816 2496060719345: 5 %e A152816 2496060719346: 2, 3, 17, 23 %e A152816 2496060719347: 13 %e A152816 2496060719348: 2, 7 %e A152816 2496060719349: 3 %e A152816 2496060719350: 2, 5, 11 %e A152816 2496060719351: 31, 37 %e A152816 2496060719352: 2, 3, 19, 29 %Y A152816 Cf. A090318, A152817 (minimum length). %K A152816 bref,hard,more,nonn %O A152816 0,2 %A A152816 _William Rex Marshall_, Dec 13 2008