Quadrilateral $WXYZ$ is similar to quadrilateral $W^{\prime }{X}^{\prime }{Y}^{\prime }{Z}^{\prime }$, where $W,X,Y,Z$ correspond to $W^{\prime },X^{\prime },Y^{\prime },Z^{\prime }$, respectively. The measure of angle $W$ is $95^{\circ }$, the measure of angle $X$ is $70^{\circ }$, and the measure of angle $Y$ is $110^{\circ }$. The perimeter of $W^{\prime }{X}^{\prime }{Y}^{\prime }{Z}^{\prime }$ is 4 times the perimeter of $WXYZ$. What is the measure of angle $Z^{\prime }$?