cp's OEIS Frontend

A141810 Irregular table: Row n (of A001221(n) terms, for n>=2) consists of the largest powers that divides n of each distinct prime that divides n. Terms are arranged by the sizes of the prime-powers. Row 1 = (1).

%I A141810 #9 May 25 2025 20:43:18
%S A141810 1,2,3,4,5,2,3,7,8,9,2,5,11,3,4,13,2,7,3,5,16,17,2,9,19,4,5,3,7,2,11,
%T A141810 23,3,8,25,2,13,27,4,7,29,2,3,5,31,32,3,11,2,17,5,7,4,9,37,2,19,3,13,
%U A141810 5,8,41,2,3,7,43,4,11,5,9,2,23,47,3,16,49,2,25,3,17,4,13,53,2,27,5,11,7,8,3
%N A141810 Irregular table: Row n (of A001221(n) terms, for n>=2) consists of the largest powers that divides n of each distinct prime that divides n. Terms are arranged by the sizes of the prime-powers. Row 1 = (1).
%C A141810 In other words, except for row 1, row n contains the unitary prime power divisors of n. - _Franklin T. Adams-Watters_, May 05 2011
%e A141810 60 has the prime factorization of 2^2 * 3^1 * 5^1. So row 60 is, arranged by the sizes of the prime-powers, (3,4,5).
%Y A141810 Cf. A141809, A027748.
%K A141810 nonn,tabf
%O A141810 1,2
%A A141810 _Leroy Quet_, Jul 07 2008