Please take your time on this one, I'm not in a hurry. We're playing a game. Each turn, we press a button. A total of n (x,y,z) sets will be generated: - x: truth value that has a 0.0756% chance of valuing to true - y: natural number from 1 to 9 (evenly distributed).

- z: natural number from 1 to 5 (evenly distributed).

We're looking for exactly four sets of (true, 1, 1) and 1 set of (true, 1, 2).

n depends on the number of desired sets acquired m: n = 5 - m.

Additionally, we're paying 5*(m+1) units of money each time the button is pressed.

What are the expected value and standard deviation of the amount of money spent?