The Ramanujan tau function tau(n) is defined by the relation
Sum[tau(n)q^n,{n,1,inf}] = q Product[(1-q^n)^24,{n,1,inf}]
where q = exp(2 pi i z). The first few values of tau(n) are 1, -24, 252, -1472, and 4830.
Write a function to compute the Ramanujan tau function.
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Last Solution submitted on Jul 04, 2024

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Tim David Hill

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