%I A039946
%S A039946 1,1,2,5,9,16,31,53,89,152,245,384,601,911,1351,1986,2856,4037,
%T A039946 5653,7791,10592,14268,18990,24999,32643,42218,54112,68869,86971,
%U A039946 109014,135812,168101,206769,252990,307849,372616,448934,538348
%N A039946 Expansion of Molien series for 8-dimensional complex Clifford group of 
               genus 3 and order 743178240.
%H A039946 <a href="Sindx_Mo.html#Molien">Index entries for Molien series</a>
%e A039946 1+x^8+2*x^16+5*x^24+9*x^32+16*x^40+31*x^48+...
%p A039946 (x^352 + x^328 + 3*x^320 + 3*x^312 + 6*x^304 + 8*x^296 + 12*x^288 + 18*x^280 
               + 25*x^272 + 29*x^264 + 40*x^256 + 50*x^248 + 58*x^240
%p A039946 + 69*x^232 + 80*x^224 + 85*x^216 + 96*x^208 + 104*x^200 + 107*x^192 + 
               109*x^184 + 112*x^176 + 109*x^168 + 107*x^160 + 104*x^152
%p A039946 + 96*x^144 + 85*x^136 + 80*x^128 + 69*x^120 + 58*x^112 + 50*x^104 + 40*x^96 
               + 29*x^88 + 25*x^80 + 18*x^72 + 12*x^64 + 8*x^56
%p A039946 + 6*x^48 + 3*x^40 + 3*x^32 + x^24 + 1)/(x^360 - x^352 - x^344 - x^336 
               + 2*x^328 + x^320 - x^304 + x^296 - x^288 + x^264 - x^256
%p A039946 - 2*x^248 - x^240 + 3*x^232 + 2*x^224 - 2*x^208 - x^200 + x^192 + x^168 
               - x^160 - 2*x^152 + 2*x^136 + 3*x^128 - x^120 - 2*x^112
%p A039946 - x^104 + x^96 - x^72 + x^64 - x^56 + x^40 + 2*x^32 - x^24 - x^16 - x^8 
               + 1)
%Y A039946 Bisection of A027633. Cf. A008621, A008718, A024186, A008620, A028288, 
               A043330, A051354.
%Y A039946 Sequence in context: A097701 A056870 A014739 this_sequence A130752 A059529 
               A119676
%Y A039946 Adjacent sequences: A039943 A039944 A039945 this_sequence A039947 A039948 
               A039949
%K A039946 nonn,easy,nice
%O A039946 0,3
%A A039946 E. M. Rains