Using Python Coding. create this program and explain each function of coding.

Part A

Rules: At the start of each game, the player specifies a number between $5$ and $9$ inclusive

$$ this is called the main. The player then throws two dice.

$$ If the main is rolled, the player wins

$$ If a $2$ or a $3$ is rolled, the player loses

$$ If an $11$ or $12$ is rolled, the result depends on the main:

$$ With a main of $5$ or $9,$ the player loses

$$ With a main of $6$ or $8,$ the player loses with an $11,$ but wins with a $12$

$$ With a main of $7,$ the player wins with an $11,$ but loses with a $12$

$$ If any other number is rolled, then this is called the chance.

The player throws the dice again:

$$ If the chance is rolled, the player wins

$$ If the main is rolled, the player loses

$$ The player keeps rolling until they roll either the chance or the main

The first part of this assignment is to implement the code for one game.

Part B $$ Additional Features

Game Loop $$ Provide the ability for the user to play more than one game.

Suggestion: Initialize a variable called play at the top of your program. You could

initialize it to a Boolean value or a string. If you do this, then the pseudo code for your

game loop could look something like this:

while play is equal to whatever you set it to $$

All the code from Part A

At the very bottom of the loop $...$ Ask the user if they want to play again

If they do not, then set play to what you need it to be

Otherwise, let the game loop to start again

NOTE: At the start of each game, the user must be told which game they are on

$($ie$,$ Game $1...$ Game $10...$ Game $50).$

Game Playability $$ Make your game user$-$friendly and playable. You need to decide what

the interaction with the user will look like. There needs to be significant effort put in trying

to make the game look $$nice$$ spacing, underlining, clear messaging etc.

Farewell Message $$ When the player decides to not play again, give a final report that

includes the total number of games won and the total number of games lost.