During several randomly chosen days, a data scientist enters an amusement park as soon as it opens and stands near the shown Hammer game in the amusement park. Each day, the data scientist observes individuals that try the game to see whether they hit the 100 strength (see Figure 3. The data scientist leaves the park as soon as a person hits the 100 strength mark. On average, the number of people observed is 10. The data scientist then publishes in the park's annual bulletin the estimated probability that a random player of this game hits the 100 mark strength in this game. Which value should the data scientist publish for that probability, based on the evidence?