To investigate what would happen in the long run, Nicholas wrote a computer program to simulate a large number of morning drives. The program keeps track of how many green lights he encounters, as well as the average and standard deviation of the number of green lights. The results of simulating 100,000 morning drives are given in the figure below Figure 5.13.1: Simulated numbers of green lights across 100,000 repetitions of Nicholas's drive to work. 0 green lights: 11,961. 1 green light: 46,187. 2 green lights: 41,852. Do these simulation results agree with your calculation of the probability distribution of G? Explain why or why not