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Odd primitive abundant numbers with no prime factors == -1 (mod 6).
1

%I #23 Mar 07 2020 09:06:52

%S 10130211,12090897,13024557,42154749,53545401,56439747,59800923,

%T 62228439,74272653,82488861,88277553,96960591,98361081,105363531,

%U 105643629,114326667,115727157,124939269,140375781,145199691,149058819,173302857,182670579,197048943,202090707

%N Odd primitive abundant numbers with no prime factors == -1 (mod 6).

%H Jinyuan Wang, <a href="/A133595/b133595.txt">Table of n, a(n) for n = 1..125</a>

%e 10130211 = 3^3*7^2*13*19*31 has no prime factors == -1 (mod 6), so 10130211 is a term.

%Y Subsequence of A006038.

%K nonn

%O 1,1

%A _Pierre CAMI_, Dec 27 2007; corrected Jan 02 2008, Jan 09 2008

%E Several missing terms inserted by _Michel Marcus_, Sep 15 2019

%E Several missing terms inserted by _Jinyuan Wang_, Mar 06 2020