$\backslash$table$[[3$ Points,$2\mathrm{.}3$ Below is single play, simultaneous move game with perfect information.$]]$

The Army and Navy recruiters in New York City are each facing the same one$-$time decision: should they set up a recruiting booth at New York Comic Con $2024$ or not?

Their payoffs are influenced by two factors. One is the impact on their recruitment mission, the other is the cost of setting up a booth $($renting the space, purchasing swag, devoting recruiters, etc.$).$

If both branches choose not to set up a booth, they both attract a moderate number of recruits, and both payoffs go up by $10.$

If one branch chooses to set up a booth and the other does not, the branch that sets up a booth attracts a large number of recruits, and their payoff goes up by $30.$ The branch that does not set up a booth only attracts a few recruits, so their payoff goes up by $2.$

If both branches choose to set up a booth, they evenly split the recruitable population, and both payoffs go up by $16.$

If either branch sets up a booth, the cost of doing so reduces their payoff by $9.$

Use the information above to complete the game board below:

List payoffs as numerical values in ordered pairs $($Army$,$ Navy$)$