Suppose that there is a certain collected works of plays that is N symbols long in the following sense: a "symbol" is one of the 26 letters of the alphabet, a line break, period, space, or a colon; in other words there are 30 possible symbols.
If "a monkey" randomly "types" 1 of these 30 symbols at a rate of one per second, how long will it take M monkeys working at this rate, on average, for one of them to randomly write this specific N symbol long collected works?
For clarity let me state that I am assuming each monkey ceaselessly types random symbols at this rate, and unless a monkey immediately types the right things, the collected works will be preceded by gibberish.