Question: An n-input, m-output boolean function is a function from {TRUE, FALSE} n to {TRUE, FALSE} m . How many n-input, 1-output boolean functions are there?

An n-input, m-output boolean function is a function from {TRUE, FALSE}ⁿ to {TRUE, FALSE}^m. How many n-input, 1-output boolean functions are there? How many n-input, m-output boolean functions are there?

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