%I A076847
%S A076847 24,252,4830,16744,534612,577738,6905934,10661420,18643272,128406630,52843168,
%T A076847 182213314,308120442,17125708,2687348496,1596055698,5189203740,6956478662,
%U A076847 15481826884,9791485272,1463791322,38116845680,29335099668,24992917110
%V A076847 -24,252,4830,-16744,534612,-577738,-6905934,10661420,18643272,128406630,
               -52843168,
%W A076847 -182213314,308120442,-17125708,2687348496,-1596055698,-5189203740,6956478662,
%X A076847 -15481826884,9791485272,1463791322,38116845680,-29335099668,-24992917110
%N A076847 Ramanujan function tau(p) as p runs through the primes.
%D A076847 H. P. F. Swinnerton-Dyer, On l-adic representations and congruences for 
               coefficients of modular forms, pp. 1-55 of Modular Functions of One 
               Variable III (Antwerp 1972), Lect. Notes Math., 350, 1973.
%Y A076847 Cf. A000594.
%Y A076847 Sequence in context: A000594 A022716 A051828 this_sequence A009175 A000145 
               A126904
%Y A076847 Adjacent sequences: A076844 A076845 A076846 this_sequence A076848 A076849 
               A076850
%K A076847 sign
%O A076847 1,1
%A A076847 N. J. A. Sloane (njas(AT)research.att.com), Nov 23 2002