%I #13 Apr 14 2024 13:17:50
%S 1,2,6,20,24,120,140,858,924,1008,1120,10080,11088,12012,12870,176358,
%T 184756,194480,205920,3500640,3695120,3879876,4056234,87253605,
%U 90262350,93605400,97349616,2433740400,2527345800,2617608150,2704861755,57176602275,79526843550,81676217700,84009823920,86555576160,2630123704650,2687300306925,2856334013280
%N A008336 sorted and duplicates removed.
%C In fact 1 is the only repeated term in A008336 (see that entry for proof).
%H Michael De Vlieger, <a href="/A370968/b370968.txt">Table of n, a(n) for n = 1..2753</a>
%H Michael De Vlieger, <a href="/A370968/a370968.png">Plot p(i)^m(i) | a(n) at (x,y) = (n,i)</a>, n = 1..1024, 4X vertical exaggeration, with a color function where m(i) = 1 is black, m(i) = 2 is red, ... largest m(i) for n <= 1024 is in magenta.
%e From _Michael De Vlieger_, Apr 11 2024: (Start)
%e Table of first terms showing exponents of prime factors p | a(n), with "." signifying p^0.
%e primes
%e 1111
%e n a(n) 23571379
%e -----------------------
%e 1 1 .
%e 2 2 1
%e 3 6 11
%e 4 20 2.1
%e 5 24 31
%e 6 120 311
%e 7 140 2.11
%e 8 858 11..11
%e 9 924 21.11
%e 10 1008 42.1
%e 11 1120 5.11
%e 12 10080 5211
%e 13 11088 42.11
%e 14 12012 21.111
%e 15 12870 121.11
%e 16 176358 11.1.111
%e 17 184756 2...1111
%e 18 194480 4.1.111
%e 19 205920 521.11
%e 20 3500640 521.111 (End)
%Y Cf. A008336, A337486.
%K nonn
%O 1,2
%A _N. J. A. Sloane_, Apr 11 2024