distribution of $\sup\limits_{0\le t \le 1}|W(t)|$

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My prof on class told us that distribution of $S=\sup\limits_{0\le t \le 1}|W(t)|$ has been well studied, where $W$ is a Wiener process, but I need a table to find $c$ such that $P(S < c) = 0.95$.

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This is in Feller volume 2, and on page 2 of this paper.

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