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A small computer lab has 2 terminals. The number of students working in this lab is recorded at the end of every hour. A computer

A small computer lab has $2$ terminals. The number of students working in this lab is recorded at the end of every hour. A computer assistant notices the following pattern:

If there are $0$ or $1$ students in a lab, then the number of students in $1$ hour has a $50 - 50 %$ chance to increase by $1$ or remain unchanged.

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