Question $1$: Agents $1$ and $2$ plan $to$ arrive $atan$ event. They cannot communicate with each other and each

$of$ them can arrive $at$ any $of$ the times $inT=\{0,1,2\}.If$ agent iin$\{1,2\}$ arrives $at{t}_i$inT and agent $ji$

arrives $at{t}_j$inT, then the payoff $of$ agent $iis$