$$ To program a regular RPS game, you can follow these steps:

$1.$ User$$s choice: Prompt the user to choose rock, paper, or scissors. You can

assume $1$ for rock, $2$ for paper, and $3$ for scissors.

$2.$ Take user input.

$3.$ Computer$$s choice: Randomly generate a $1,2,$ or $3$ to represent the

computer$$s choice.

$4.$ Check game result: user$$s choice vs$.$ computer$$s choice

$$ Use an $$IF$/$ELSE$-$IF$/$ELSE$-$IF$/$ELSE$$ branch to determine:

$$ A tie

$$ Computer win

$$ User win

$$ Invalid user input $($not $1,2,$ or $3)$ this is considered a computer win.

$$ List every possible condition in each branch. Be careful about the data types

$$ E$.$g$.,$ if $(($Computer$$s choice is $1$ && user$$s choice is $1)||($both choices are $2)||($both

choices are $3)),$ it is a tie.

$$ The conditions for user win

$$ The conditions for computer win

Program Requirements $$ RPS Game

$$ Each match can have $1,3,$ or $5$ RPS games $($no other

numbers$).$

$$ At the beginning of your program, ask the users to determine

the number of games for this match.

$$ Each game is a regular RPS game.

$$ Keep track of the number of wins for the computer and user so

that we can determine who the final winner is$.$

Program Requirements $$ The Match

$$ Announce the final winner after all games are played. In this

case, display something like $$Out of $5$ games, the computer

won $2.$ You win!$$

$$ Sometimes, we do not need to play all games.

$$ For example: In a $3-$game match $($best of $3),$ when one side

wins the first and second games, there is no reason to play the

third game. Stop the match if additional games no longer

matter. Inform the user with a different message, something

like $$The computer has already won $2$ out of $3$ games and is

automatically declared the winner!$$

Program Requirements $$ Final Winner