Activity #2: Write a program that computes parking fees for a garage with the fee structure given in the figure below. The program should prompt a user to input from the keyboard the number of hours parked in the garage, and output the total fee for parking. A lost ticket is signified using a negative value for hours. Partial hours are charged as full hours, e.g. 5 hours and 20 minutes is charged as 6 hours. You must take as input the number of hours as a single floating-point number rather than as separate values of "hours" and "minutes" (example: 5.25 hours). Thus, the output should always be an integer. Examples (understand the PARKING FEES O): PARKING FEES PARKING RATES parked for 0 hours, pay $0 parked for 2 hours, pay $4 0-2 Hours parked for 3 hours, pay $4 + $3 = $7 $4.00 $3.00 $1.00 2-4 Hours parked for 5 hours, pay $4 + $3 + $1 = $8 Each Additional Hour parked for 20 hours, pay $23 Maximum Daily Charge $24.00 Lost Ticket Charge $36.00 parked for 22 hours, pay $24 PAY AT FRONT DESK PRIOR parked for 123 hours (5 days, 3 hours), pay 5*$24 + $4 + $3 = $127 TO DEPARTURE parked for 123 hours but lost the ticket (user inputted -123), pay $163 Document your work in file Lab4a_Act2.pdf for submission. You should not code until you develop and check your algorithm by hand, on paper. Then, translate your algorithm to Python as Lab4a_Act2.py:.Verify that your code delivers the correct output for the case data given above. Your program should perform the following general tasks: • Use descriptive prompts telling the user what to enter from the keyboard o Including units, if relevant • Store input in appropriately named variables • Convert the input to a number if you plan to perform mathematical operations with the input value • Perform necessary decisions/procedures/calculations and store results in appropriately named variables • Output results to the screen using the format below Example output (using input 123): Enter the hours parked as a decimal number. Include a negative sign if the ticket is lost. Please enter the hours parked: 123 Parking for 123.0 hours please pay $127