PYTHON ONLY PLEASE FOLLOW DIRECTIONS SO I CAN LEARN

Suppose that people enter an empty room until a pair of people share a birthday. On average, how many people will have to enter before there is a match? Write a program birthday.py that takes an integer trials from the command line and runs trials experiments to estimate this quantity, where each experiment involves sampling individuals until a pair of them share a birthday. Assume birthdays to be uniform random integers from the interval [0, 365). $ python birthday.py 1000 24 #birthday.py: estimates the number people that must be sampled until a # pair of them share a birthday. import random import import stdio import sys DAYS_PER_YEAR = 365 # Get trials from command line, as an int. ... #Define a variable count denoting the total number of individuals sampled #across the trials number of experiments ... # Perform trials number of experiments, where each experiment involves sampling #individuals until a pair of them share a birthday. for t in range(...): #Setup a 1D list birthdays_seen of DAYS_PER_YEAR Booleans, all set to #False by default. This list will keep track of the birthdays encountered #in this experiment. ... #Sample individuals until match. while ...: # Increment count by 1 #Define a variable birthday with a random integer from the interval #[0, DAYS_PER_YEAR). ... # If birthday has been encountered, abort this experiment. # Record the fact that we are seeing this birthday for the first time. ... # Write the average number of people that must be sampled before a match