Write a program IN JAVA that simulates a game of dice. In this game, $3$ players will take alternate

turns rolling two dices until at least one player reaches a total of $15$ or more. On each

turn, they record the sum of the two dice and add this to their total. If a player rolls a

doublet $($both dice have the same value$),$ then the player gets to roll again until the

doublet disappears. To make the game fair, all three players are allowed to roll in the last

round, in which one of them hits $15$ or more.

When a player surpasses $15$ but with a doublet $($both dice have the same value$),$ the player

still gets to roll again until the doublet disappears. After all players finish the rolling, the

code then checks the sum of each player and determine the first, second, and third place

winners. The code will print out to the user the winners in order.

If $2$ or all the players hit the same sum, you can consider them all first place winners $($for

example, if player $1$ and $2$ hit the same sum that$$s $>=15$ and $3$rd player hits a sum less

than $15,$ then you can say $1$st and $2$nd players win first place and $3$rd wins second place$).$

The same rule applies to a tie for the $2$nd place $($for example, if player $1$ hits the sum that$$s

$>=15$ and player $2$ and $3$ hit the same sum less than $15,$ then you can say $1$st player wins

the first place and $2$nd and $3$rd players win the second place$).$

NO USER INPUT

For this question, loop$($s$)$ and conditionals should be used otherwise you will lose

marks. Don't hardcode the output otherwise marks will be deducted.

The output should be as follow $($note: no user input is required$)$:

Player $1$ rolls a $1$ and a $1$

Player $1$ now has $2$

Player $1$ rolls a $6$ and a $1$

Player $1$ now has $9$

Player $2$ rolls a $3$ and a $2$

Player $2$ now has $5$

Player $3$ rolls a $5$ and a $1$

Player $3$ now has $6$

Player $1$ rolls a $4$ and a $3$

Player $1$ now has $16$

Player $2$ rolls a $6$ and a $1$

Player $2$ now has $12$

Player $3$ rolls a $6$ and a $5$

Player $3$ now has $17$

Player $3$ wins the first place with a total of $17$

Player $1$ wins the second place with a total of $16$

Player $2$ wins the third place with a total of $12$