Compose a Python program to simulate the process and calculate the probability of the frog survives this challenge. The program MUST follow the following rules and settings: There are three lanes, crossing each lane is independent of each other. The simulation should prompt users to enter the number of runs The survival of the frog depends on the density of the lane, for example, 0 means there is no vehicle on the lane, 1 means the lane is 100% occupied. The density of each lane for each run follows the outcome of random function which is greater than or equal to 0 and less than 1 The frog will live if the density of the lane is less than 25 The program will first prompt and allow users to enter the number of runs and then report the probability of survival

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