Two persons want to meet. They know the place where to meet. The time when one of them come to the place of meeting is equiprobable and lies in the \([0,T]\). Someone of them who comes first will wait \(\tau\) minutes and go away. What is the probability of meeting?

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I don't seem to understand this problem ... are they allowed to come at any time?

\([0,T]\) is used to simplify.

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