%I #4 Mar 31 2013 01:21:06
%S 2,6,12,60,120,360,2520,5040,55440,720720,1441440,4324320,21621600,
%T 367567200,6983776800,321253732800,6064949221531200,
%U 791245405339403414400,37188534050951960476800,581442729886633902054768000
%N Numbers that are superior highly composite and colossally abundant
%C This should be all of the terms. Intersection of {highly composite} and {superabundant} has 449 terms, cf. A002182. The shapes (pattern of exponents of prime factors) of {superior highly composite} and {colossally abundant} seem to diverge for good after the last term listed here.
%Y Finite intersection of A002201 and A004490.
%K nonn,fini,full
%O 1,1
%A _David S. Metzler_, Mar 30 2013