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%I #7 Jul 26 2017 23:27:30
%S 295788,1003244,2419212,20140245,10178892,35839470,24413481,32157228,
%T 295702416,95828168,107785924,353180006543727,320682950,457591752,
%U 909143104,78888524,735661013336064,193098816,26308112,215405768,1125114110156250,3418986808281250,236301822947449,269517889,287152344,157098832
%N The value A104017(n) rescaled with its decremented prime factors as described in A162290.
%C The entry N = A104017(n) is written as the product N = p*q*r*... of its k distinct prime factors p < q < r < ... . The (k-2)nd power multiplied by the decremented p-1 of the smallest prime factor and divided by the product of the decremented other prime factors defines a(n): a(n) = (N-1)^(k-2)*(p-1)/( (q-1)*(r-1)*...). - _R. J. Mathar_, Dec 16 2010
%e The 4 factors of the first member of A104017 (11305) are 5, 7, 17 and 19. Hence the first term of the present sequence is (4*11304^2)/(6*16*18) = 295788.
%Y Cf. A104016, A104017, A162290.
%K nonn
%O 1,1
%A _A.K. Devaraj_, Sep 02 2009
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