cp's OEIS Frontend

This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.

A164946 The value A104017(n) rescaled with its decremented prime factors as described in A162290.

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%I A164946 #7 Jul 26 2017 23:27:30
%S A164946 295788,1003244,2419212,20140245,10178892,35839470,24413481,32157228,
%T A164946 295702416,95828168,107785924,353180006543727,320682950,457591752,
%U A164946 909143104,78888524,735661013336064,193098816,26308112,215405768,1125114110156250,3418986808281250,236301822947449,269517889,287152344,157098832
%N A164946 The value A104017(n) rescaled with its decremented prime factors as described in A162290.
%C A164946 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 A164946 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 A164946 Cf. A104016, A104017, A162290.
%K A164946 nonn
%O A164946 1,1
%A A164946 _A.K. Devaraj_, Sep 02 2009