Write a function named lucky_sum that accepts two integer values as arguments. The function should calculate and return the sum of the "lucky numbers" which are all of the numbers from the smallest argument to the largest argument that are not divisible by 3. For example, if the numbers 6 and 13 are passed as arguments to the function, your function should sum the numbers 7, 8, 10, 11, and 13, and then return the result. Finally, complete the template's main function so that the program prompts the user to enter two integer values, calculates the lucky sum using your lucky_sum function, and displays the returned value. Notes The arguments can be given in either order. The arguments should be included in the sum if they are not divisible by three. The function should not print anything. Keep all printing in the main function. Test your program with the data in Table 1. Finally, format your program to match the sample terminal. Your output should exactly match the sample output, character for charac- ter, including all white space and punctuation. User input in the sample has been highlighted in Pappy's Purple to distinguish it from the program's output, but your user input does not need to be colored. Save your program as lucky_sum_login.py, where login is your Purdue login. Then submit it along with a screenshot showing a run of all 3 of the test cases. Input Output Lucky Sum First 109 1,559, 964 57 495 -11 -101 -3, 431 Table 1: Lucky Sum test data. Second 2165 42 Terminal $ python lucky_sum_login.py Enter the first integer: 109 Enter the second integer: 2165 The sum of the lucky numbers is 1,559,964.