Is there a modular form such that μ(q)=Sum (n/5) g(q,n) = sum n/5 g(q/n) Legendre symbol one side, ordinary quotient the other?
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Is there a modular form such that μ(q)=Sum (n/5) g(q,n) = sum n/5 g(q/n) Legendre symbol one side, ordinary quotient the other?