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1 (2 + 1)(s:2 + 2:: + 5) does not exist, and use this to determine an upper bound on the radius of convergence of

1 (2 + 1)(s:2 + 2:: + 5) does not exist, and use this to determine an upper bound on the radius of convergence of the power series expansion of f(f) centered at m = 3. Find the four complex numbers where the function f (I) =

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