%I A152128
%S A152128 0,6,35,694,26089,1862994,253247715,66799608630,34698378752226,
%T A152128 35781375988234520,73534241823793715433
%N A152128 Arises in enumerating irreducible polynomials and pairs of relatively 
               prime polynomials in several variables over finite fields, q = 2 
               case.
%C A152128 This is from Hou and Mullen, p.29, Table 1: I_2(n), q = 2.
%H A152128 Xiang-dong Hou and Gary L. Mullen, <a href="http://arxiv.org/abs/0811.3986">
               Number of Irreducible Polynomials and Pairs of Relatively Prime Polynomials 
               in Several Variables over Finite Fields</a>, Nov 24, 2008.
%F A152128 Apparently a(n)=A115457(n), n>0. [From R. J. Mathar (mathar(AT)strw.leidenuniv.nl), 
               Dec 03 2008]
%Y A152128 Cf. A152129, A152130, A152131, A152132.
%Y A152128 Sequence in context: A030446 A093989 A051337 this_sequence A115457 A128298 
               A059059
%Y A152128 Adjacent sequences: A152125 A152126 A152127 this_sequence A152129 A152130 
               A152131
%K A152128 nonn
%O A152128 0,2
%A A152128 Jonathan Vos Post (jvospost3(AT)gmail.com), Nov 25 2008