A "dribble" in soccer is when a player runs past a defender while having control of the ball. A sports announcer counted that a soccer player made 12 dribbles in a row without losing the ball during one game. The sports announcer wants to know whether 12 successful dribbles in a row is an unusual occurrence in a soccer match.

1. How could the announcer conduct a hypothesis test using a simulation?
2. What would be the benefit of simulating trials in this scenario? Why not just collect real-world data?
3. The sports announcer runs several simulations and graphs the outcomes in a histogram. Using the distribution below, is 12 successful dribbles an unusual event?
4. Based on the previous distribution, what number of successful dribbles in a row are you likely to observe in a soccer game?