What is the probability that in a classroom of x people, at least 2 will be born on the same day of the year (ignore leap year)? Use a Monte Carlo Simulation and a frequency table to write a program that calculates this probability, where the number of people (x) in the simulated class is given by the user.  The probability for a class of size 23, should be right around 50%. I have an outline for the code but please only use python language and NO "break", "true" language import math import random # create and initialize frequency table: ft = [] k = 0 while(k < 365) :   ft.append(0)   k = k+1 # Allow the user to determine class size: print("Please type in how many people are in the class: ") x= int(input()) success = 0 # Simulate: c = 0 while(c < 10000) :      # Step 1:  re-initialize the birthday frequency table (it must be re-initialized for each play-through (why?):   k = 0   while(k < 365) :     ft[k] = 0     k = k+1      # Step 2:  randomly get x birthdays and update frequency table:   k = 0   while(k < x):     # your code goes here ##########################         k = k+1      # Step 3: Check to see if this class has at least two people with same b-day and update success appropriately   k = 0   while(k < 365):     # your code goes here  #########################         k = k+1      c = c+1    print("The probability that in a class of ", end="") print(x , end="") print(" people, at least two have the same birthday is:  " , end="") print(success/10000