Your family plays a money game where the first person chosen wins $1, the second person chosen wins $5, the third person chosen wins $10, and the fourth person chosen wins $50. Since you won the $50 prize during the last game, you are in charge of the choosing this time (so you cannot win). How many different winning scenarios are possible in this play of the money game?

One scenario

The first person chosen wins a dollar, the next five dollars, the next ten and the fourth fifty.

I imagine you want iterations, because you care who wins what. But you haven't told me how many people are in your family, whether anyone is allowed to win twice, whether the rules preclude something like two girls winning in a row, or anything else required to do that particular calculation.