$14\mathrm{.}6$ A sequential circuit has two inputs $(x_1$ and $x_2{)}_h$ and one output $(Z).$ The output begins as $0$ and remains a constant value unless one of the following input sequences occurs:

$($a$)$ The input sequence $x_1{x}_2=01,00$ causes the output to become $0.$

$($b$)$ The input sequence $x_1{x}_2=11,00$ causes the output to become $1.$

$($c$)$ The input sequence $x_1{x}_2=10,00$ causes the output to change value.

Derive a Moore state table.