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 A351499 #11 May 03 2022 23:36:48 %S A351499 1,9,15,75,105,315,525,735,945,1155,1365,1575,1995,3465,4305,5775, %T A351499 6615,7035,8085,8925,9765,10395,11235,12495,12705,13545,15015,19635, %U A351499 26565,28875,31185,33495,38115,45045,255255,405405,525525,765765,975975,1036035,1786785,2297295 %N A351499 Odd m in A352928. %t A351499 nn = 2^20; c = {1}; j = 1; s = 0; u = 1; {1}~Join~Reap[Do[k = u; While[Nand[FreeQ[c, k], CoprimeQ[j, k], k != j + 1], k++]; j = k; AppendTo[c, k]; If[k == u, If[OddQ[u], Sow[u]]; While[MemberQ[c, u], u++]; c = DeleteCases[c, _?(# < u &)]], {i, 2, nn}]][[-1, -1]] %o A351499 (Python) %o A351499 from math import gcd %o A351499 from itertools import islice %o A351499 def agen(): # generator of terms %o A351499 an, aset, mink, seen = 1, {1}, 2, {1} %o A351499 yield 1 %o A351499 while True: %o A351499 if mink%2 and mink not in seen: yield mink; seen.add(mink) %o A351499 k = mink %o A351499 while k in aset or gcd(an, k) != 1 or k-an == 1: k += 1 %o A351499 an = k; aset.add(an) %o A351499 while mink in aset: mink += 1 %o A351499 print(list(islice(agen(), 42))) # _Michael S. Branicky_, May 03 2022 %Y A351499 Cf. A093714, A351498, A352928. %K A351499 nonn %O A351499 1,2 %A A351499 _Michael De Vlieger_, May 03 2022