Write a Python program that generates $2$ random numbers between $2$ and $35$ inclusive. A sum will be generated by adding the generated numbers. Then $,$ the program will find the number of times it takes for the sum is be reproduced again Your program will calculate and display the number of times the numbers are generated in order to get the desired sum. Note that the smallest generated number is $2$ and the largest generated number is $35.$ So$,$ the smallest sum of the numbers is $4$ and the largest sum of the numbers is $70.$ Use the random number generator to randomly generate a number between $2$ and $35$ inclusive $.$ Note: Mut used $2$ functions. $$ The first function is used to generate the two random numbers. The function then will sum the randomly generated numbers and return the sum back to the main script. $$ The second function is used to calculate and return the number of times the numbers are generated to get the desired sum. The function will accept the sum of the two generated numbers from the main script. $$ Number of Times the Numbers were Generated is displayed from the main script.