Using the linear programming problem $($LLP$)$ approach in obtaining the solution of the game with the following payoff matrix:

$[(0$&$1$&$-1$&$2$@$-1$&$-3$&$0$&$0$@$0$&$0$&$-2$&$1$@$0$&$-2$&$-3$&$-1)]$

Obtain the optimal mixed strategies for two players and the value of the game

Discuss your solutions.

Perform a complete post$-$optimality analysis of the LLP model

Discuss the effects of changes in the parameters associated with the LLP model