A circular loop of copper wire has diameter $D=22cm$ and total resistance $R=37m.$ Initially, a magnetic field with magnitude $B=340mT$ is oriented perpendicular to the plane of the loop. Then the circular loop is bent into a square over the span of $t=1\mathrm{.}5s,$ with the total length of wire remaining constant. Throughout the entire bending process, the copper wire remains in the same plane. What is the magnitude of the average current induced in the wire throughout the bending process? The symbolic answer should be stated in terms of $D,R,B,$ and $t,$ though not all of these quantities may be needed.