%I A037947
%S A037947 1,48,195804,33552128,741989850,9398592,39080597192,3221114880,
%T A037947 808949403027,35615512800,8419515299052,6569640870912,81651045335314,
%U A037947 1875868665216,145284580589400,1125667983917056,2519900028948078
%V A037947 1,-48,-195804,-33552128,-741989850,9398592,39080597192,3221114880,
%W A037947 -808949403027,35615512800,8419515299052,6569640870912,-81651045335314,
%X A037947 -1875868665216,145284580589400,1125667983917056,-2519900028948078
%N A037947 Coefficients of unique normalized cusp form Delta_26 of weight 26 for 
               full modular group.
%D A037947 F. Q. Gouvea, Non-ordinary primes, Experimental Mathematics 6 195 1997.
%H A037947 <a href="Sindx_Gre.html#groups_modular">Index entries for sequences related 
               to modular groups</a>
%H A037947 Experimental Mathematics, <a href="http://www.expmath.org/">Home Page</
               a>
%e A037947 q^2-48*q^4-...
%Y A037947 Sequence in context: A006070 A081262 A008704 this_sequence A146204 A079234 
               A051235
%Y A037947 Adjacent sequences: A037944 A037945 A037946 this_sequence A037948 A037949 
               A037950
%K A037947 sign
%O A037947 0,2
%A A037947 N. J. A. Sloane (njas(AT)research.att.com).