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For more information on the Hypergeometric Series, see [Hus87], page 176.
Return the hypergeometric series F(a, b, c;z) defined by
F(a, b, c;z) = ∑0≤n (((a)n(b)n)/(n!(c)n) zn)
where (a)n = a (a + 1) ... (a + n - 1).
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