Create the following functions for your program:

$1.$ display$\_$gallows$($num$\_$incorrect$)$ given the number of incorrect guesses the

user has made, display the state of the hangman on the gallows $($ex$.$ zero incorrect

guesses should show an empty gallows, $6$ incorrect guesses should show the complete

hanged man$).$

$2.$ display$\_$letters$($letters$)$ given a list of letters, display each of the letters

separated by spaces. Use this function when displaying the correct letters list, the

incorrect letters list, and the letters that are remaining list.

$3.$ get$\_$letters$\_$remaining$($incorrect$,$ correct$)$ given the list of incorrect

guesses and the list of correct guesses, return the list of remaining letters in the alphabet

to choose from $($do not display the list from within the function$).$

In your main function, create a loop that repeats until the user chooses to quit. Choose a random

word from the words list $($this file is provided on Canvas. Include the list by putting $$ from

dictionary import words$$ at the top of your program$),$ then create additional lists, one for the

incorrect guesses $($which starts off empty$),$ and the other for the correct guesses $($starts with $5$

blank spaces $(\_)).$ Create two counters, one for the number of correct guesses made, and the

other for the number of incorrect guesses. Create a loop that will repeat until the user guesses all

$5$ letters in the word, or until the user has made $6$ incorrect guesses. Every round, display the

incorrect guesses, the gallows, the correct guesses, the letters remaining, and then prompt the

user to enter their guess. Check to make sure that all user input is valid $($ie$.$ it is a letter A$-$Z$,$ and

not a letter they$$ve already guessed$).$ If the guess was correct, add it to the list of correct guesses

in the correct spot$($s$),$ if it was not, add it to the list of incorrect guesses and tally the correct or

incorrect guess. Display whether they won or lost, if they lose, show the correct answer.

Example Output:

$-$Hangman$-$

Incorrect selections:

$========$

$||/|$

$||$

$||$

$||$

$||$

$\_\_\_\_\_$

Letters remaining: A B C D E F G H I J

K L M N O P Q R S T U V W X Y Z

Enter a letter: e

Correct!