OLA $4$: Bank Application $($Input$,$ Processing, Output, Decision Structures, Repetition Structures$)$ Description: For this lab, you will simulate a bank account application which allows deposits, withdrawals, and repeating payments. Problem Specification: Your program will prompt the user for a starting balance, and present a menu with the following features: If the user selects option d $($for Deposits$)$: o use a validation loop to ensure that the input is a positive number o update the balance by adding the deposit amount o display the amount of the deposit and the new balance. o get the next menu choice. If the user selects option w $($for Withdrawal$)$: o prompt the user to enter the withdrawal amount o ensure the withdrawal amount is a positive number, and if the user has sufficient funds $($balance$),$ update the balance by subtracting the withdrawal amount. o display the amount of the withdrawal and the new balance. o if the user does not have enough money, print a message stating that the withdrawal request is denied, and get the next menu choice. If the user selects option r $($for Repeating Payments$)$: o prompt the user to enter the payment amount and the number of payments o check if the user has a sufficient balance to cover all requested payments $($you may assume that the payment amount and number of payments will be positive values$).$ If the user has sufficient funds, apply each payment in turn, displaying the payment number, amount, and resulting balance at each point $($see example below$).$ And then get the next menu choice. o if the funds are insufficient print a denial message and get the next menu choice. If the user selects option q $($to Quit$)$: o print the final balance and a message wishing the user a good day. o Hint: Do not handle this option inside the loop. If the user makes any other choice, print a statement to inform the user that they have selected an invalid menu option. Requirements: The menu options should be separated by tab space. $($see sample output$)$ Note there is a newline, every time the user choose option from the menu before the next display message on the screen. $($see sample output$)$ Use floating point values for all monetary amounts, and an integer for the number of payments. All monetary values must be formatted as currency: no space between the dollar sign and the amount, use commas as thousands separators, and output $2$ decimal places. The menu should be implemented by an if$-$elif$-$else clause. Menu input and input validation loops must be implemented with while. The repeating payment operation must use a for loop. Note the repeating payments display message starts with Payment $1($NOT Payment $0).$ Sample Output $($Your Program must exactly match the output below$)$

Enter the starting balance: $10000\mathrm{.}89$

You have a balance of $$10,000\mathrm{.}89.$

d$-$Deposit $,-$withdrawal $r-$Repeating payments $,q-$Quit

Please choose from one of the above options: $d$

Enter the deposit amount: $-1000\mathrm{.}65$

Deposit amount must be positive. Enter the deposit amount: $1000\mathrm{.}65$

You deposited $$1,000\mathrm{.}65.$ Your new balance is $$11,001\mathrm{.}54.$

d$-$Deposit $,w-$withdrawal $,-$Repeating payments

q $-$ Quit

Please choose from one of the above options: $w$

Enter the withdrawal amount: $12000$

You do not have sufficient funds. Withdrawal Denied!

d $-$ Deposit

w $-$ withdrawal

r$-$Repeating payments

q$-$ Quit

Please choose from one of the above options: $w$

Enter the withdrawal amount: $1200\mathrm{.}56$

You withdrew $$1,200\mathrm{.}56.$ Your new balance is $$9,800\mathrm{.}98.$

d$-$Deposit $,-$withdrawal r$-$Repeating payments $,-$Quit

Please choose from one of the above options: $r$

Enter Payment Amount: $2000\mathrm{.}67$

Enter the number of payments: $6$

You do not have sufficient funds to cover requested payments. Payments denied! d$-$Deposit $,-$withdrawal $r-$Repeating payments $q-$Quit

Please choose from one of the above options: $r$

Enter Payment Amount: $478\mathrm{.}87$

Enter the number of payments: $5$

Payment $1$ for $$478\mathrm{.}87$ is made. Your new balance is $$9,322\mathrm{.}11.$

Payment $2$ for $$478\mathrm{.}87$ is made. Your new balance is $$8,843\mathrm{.}24.$

Payment $3$ for $$478\mathrm{.}87$ is made. Your new balance is $$8,364\mathrm{.}37.$

Payment $4$ for $$478\mathrm{.}87$ is made. Your