Part $3$: Determining if you have a winning hand

Our goal is to determine the odds of winning for your starting hand. We will be calling a game the dealing of

all the opponent cards, i$.$e$.2$ cards for each player, and the $5$ dealer cards. For each game, you will determine

if your hand wins the game, if another player wins, or if there is a tie.

The setup code will generate the variables needed for one game:

your starting hand $($starting$\_$hand$)$ following the "RankSuit" format;

the starting hand of the other players $($players$\_$cards$),$ the $2d$ numpy array returned from the function

generatePlayersCards;

the $5$ community cards $($dealer$\_$cards$),$ the $1$d numpy array returned from the function

generateDealerCards.

For each game, you will cycle through all the other players hands and if you lose to any one of them, your

starting hand loses. If you win against all of them, your starting hand wins. If you tie against some of them

and win against the others, that is a tie.

Your code snippet should define the function whowin that takes as arguments the numpy arrays

start$\_$cards, players$\_$cards and dealer$\_$cards and returns a $1$d numpy array game$\_$result $=$

$[$win$,$ lose, tie$]$ such that:

game$\_$result $=[1,0,0]$ : starting hand wins

game$\_$result $=[0,1,0]$ : another player wins

game$\_$result $=[0,0,1]$ : starting hand ties with another player

Note that you will need to use the function cardNameToInt from Part $1$ to convert the given starting$\_$hand

to start$\_$cards.

def whowin$($start$\_$cards, players$\_$cards, dealer$\_$cards$)$:

#$...$

return game$\_$result

To help you determine the best hand that wins a game, we provide you with the function compareTwoPlayers

that takes the cards of two different players and the community cards, and gives you who has the best

hand. The function is defined as:

def compareTwoPlayers $($player$1\_$cards, player$2\_$cards, dealer$\_$cards$)$:

# player$1\_$cards and player$2\_$cards: $1$d numpy array of shape $,$

# dealer$\_$cards: $1d$ numpy array of shape $,)$

# do things here...

# Return $0$ if player$1$ cards are better

# Return $1$ if player $2$ cards are better

# Return $2$ if equal

The setup code defines the following variable$($s$)$ and$/$or function$($s$)$:

Your code snippet should define the following variable$($s$)$ and$/$or function$($s$)$: