2. Write python program to achieve the following functionalities. ii. ii. Using a function, print the 16 numbers in a square as shown below i. Prompt the user for a file name. If you get an answer that begins with q' or Q'go to step vii. Read the file that contains four lines with 4 integers on each line separated by a space. Each integer is a positive 1- or 2-digit number Determine if the numbers form a magic square. In a magic square each row, column and the two diagonals each add up to the same sum (always 34) and each value from 1 to 16 is used exactly once in the square. Each of the tests as noted in the next step (step v) should be written as a function that prints necessary messages and returns a True if all of its tests pass and False otherwise. Your main function should print "lt is a magic square only if all the tests pass. Each function should be appropriately named and have the entire square as its only input parameter Print whether or not it is a magic square. If it is not, print all of the reasons found: iv. v. a. Bad row sum = b. Bad column sum C. Bad diagonal sum d. Not every integer used exactly once - vi. Loop back to step i and do this for another square. vii. Print Done. Sample output Which file? sq1.txt 16 3 2 13 5 10 11 8 9 6 7 12 4 15 14 1 It is a magic square. Which file? sq2.txt 16 3 2 13 9 6 7 12 4 15 14 1 5 10 11 8 Bad diagonal sum = 44 Bad diagonal sum = 40 Your program will be tested with different squares (some magic, some not) to verify that you have performed all the necessary tests to verify that the square is magic. You should make up your own files with numbers, some magic, some not