$.$ Describe three distinct ways to arrange the teams so that you get a tie even though the teams have different numbers of players. These are non$-$identical, balanced teams. $($To show distinct arrangements, don$$t simply switch players on each side. For example, A$-$C$---$W$---$T and T$---$W$---$A$-$C are not distinct. $($Nor do they produce a tie.$)$