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A277318 Prime-factorization representation of irreducible (non-constant) Stern-polynomials B(n,x), listed in the order of increasing index n: a(n) = A260443(A186891(n+1)).

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%I A277318 #13 Oct 26 2016 15:15:12
%S A277318 3,6,18,30,270,450,630,6750,9450,15750,22050,2310,3543750,4961250,
%T A277318 53156250,727650,173643750,18191250,25467750,2668050,90090,40020750,
%U A277318 891371250,9550406250,212713593750,1400726250,3190703906250,467969906250,5013963281250,104053950,173423250,16378946718750,1715889656250,245684200781250
%N A277318 Prime-factorization representation of irreducible (non-constant) Stern-polynomials B(n,x), listed in the order of increasing index n: a(n) = A260443(A186891(n+1)).
%Y A277318 Cf. A186891, A260443.
%Y A277318 All terms are included in A206284 and in A277200 (apart from initial 3).
%Y A277318 Cf. A277316 (conjectured subsequence), from which this differs for the first time at n=10, where a(10) = 15750 , while A277316(10) = 22050.
%K A277318 nonn
%O A277318 1,1
%A A277318 _Antti Karttunen_, Oct 11 2016