In this assignment you will create a hangman game while also keeping track of the user$$s high scores. I

will provide a text file full of roughly $180,000$ words that you can randomly pick from, named dictionary.txt Your program will display the

number of characters in the hidden word, and if the user has correctly guessed any letters, display that

letter in the correct spot. The user will have $7$ guesses to figure out the word, which resets on each

correctly solved word, and the user is given a new hidden word. A correct guess does not reduce the

number of guesses. On the $7$th wrong guess, the game ends, and the user is shown their score, and if

they make the top $5$ all$-$time high scores, they are asked to enter their name. Then the high score list is

displayed and the program is done. You must also handle the input correctly, asking the user to re$-$enter

any guesses that aren$$t valid.

Assume that the randomly chosen word was house. If the user has made $3$ guesses, L$,$ B$,$ S the output

would look like this:

Hidden Word: $\_\_\_$ S $\_$

Incorrect Guesses: B$,$ L

Guesses Left: $5$

Score: $10$

Enter next guess: D

Sorry, there were no D$$s

Hidden Word: $\_\_\_$ S $\_$

Incorrect Guesses: B$,$ D$,$ L

Guesses Left: $4$

Score: $10$

Enter next guess:

Please notice that the Incorrect Guesses list is in alphabetical order.

The scoring works as follows:

$$ For a correct guess, they get $10$ points for each instance of the letter.

o Eg$.$ If the hidden word is "letter"

o A guess of $"$r$"$ gets $10$ points

o A guess of $"$t$"$ gets $20$ points

$$ Each correct word is worth $100$ points $+30$ points for each remaining guess

left.