**Stephen Montgomery-Smith, The Distribution of Rademacher Sums.**
*Proc. A.M.S. ***109** (1990), 517-522.
We find upper and lower bounds for \(\Pr\left(\sum \pm x_n > t\right)\), where \(x_1, x_2, \dots\) are real numbers. We express the answer in terms of the \(K\)-interpolation norm from the theory of interpolation of Banach spaces.
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