1. Consider a sequence of numbers that starts with 5 and 7, where each subsequent number is obtained as follows: if the current number is even, the next number is the sum of the current and previous number; if the current number is odd, the next number is obtained by adding 3 to the current number. For example: The first two numbers are 5 and 7. The current number is 7 (odd), so the new number is 7 + 3 = 10. The current number is 10 (even), so the new number is 10 + 7 = 17. Write a Python program that prompts the user to enter a specific target sequence length (which should be a positive non-zero integer). The program should then call a user-defined recursive function to calculate the sequence numbers and print the sequence along with its sum, as demonstrated in the following sample output: Enter a positive non-zero integer as the target length : -5 Target number must be a positive non-zero integer. Please enter a nonzero positive integer: 0 Target number must be a positive non-zero integer. Please enter a nonzero positive integer: 10 The sequence with length of (10) is: 5 7 10 17 20 37 40 77 80 157 The sum of this sequence= (450)