Consider $an$ Arrow$-$Debreu model with two states and two assets. The initial value $of$ each asset $isx=$$$55.$ The risk$-$free

rate $of$ return $on$ the first asset $is{r}_0=2\%.$ The rate $of$ return $on$ the second asset $is{r}_1=10\%in$ the first state and

$r_2=4\%in$ the second state. Find the payoff matrix:

$D=\left[\begin{array}{cc}& ?\\ & \end{array}\right]$