Using C$,$ write a simulated dice game. The game requires two six$-$sided dice. The goal of the game is to be the

first player to reach $100$ points.

On a turn, a player rolls the die repeatedly until either:

A $1$ is rolled

o If a $1$ is rolled on a single die, that player$$s turn ends and no points are earned for the turn.

o However, if $$snake eyes$($or double $1$s$)$ are rolled, it earns $25$ points.

All other doubles earn twice the value on the dice.

The player chooses to hold $($stop rolling$).$

o If the player chooses to hold, all the points rolled during that turn are added to his$/$her score.

Scoring Examples:

Sherri rolls a $3$ and a $4$ then decides to continue. She then chooses to continue rolling

$6$ & $6,6$ & $4,5$ & $6,1$ & $2.$ Because she rolled a $1,$ Sherri's turn ends and she earns $0$ points.

Craig rolls a $6$ & $2$ and decides to continue. He then chooses to continue rolling $3$ & $4,5$ & $5$ and then decides

to hold. Craig earns $35$ points for this turn: $6+2+3+4+2*(5+5)=35$