Simplify $x{Y}^{\text{'}}+x{Y}^{\text{'}}Z+ZxY+x^{\text{'}}ZY$

Design a digital circuit that compares two $2-$bit binary numbers A and $B$ together and outputs a bit to show if A has the same even$/$odd parity$($i$.$e: return true if A and $B$ are both even$/$odd and $0$ otherwise$)$ with $B.$

$-$Draw truth table and k$-$map

Draw the circuit with minimum gates