Two long straight wires, i$1=22\mathrm{.}1$mAi$\_1=22\mathrm{.}1\backslash ,\backslash$text$\{$mA$\}$i$1=22\mathrm{.}1$mA and i$2=29\mathrm{.}0$mAi$\_2=29\mathrm{.}0\backslash ,\backslash$text$\{$mA$\}$i$2=29\mathrm{.}0$mA$,$ are placed equal distances from the origin and create a net magnetic field, B$\backslash$vec$\{$B$\}$B$,$ at the origin. The wires are positioned such that i$1$i$\_1$i$1$ lies on the positive yyy$-$axis, and i$2$i$\_2$i$2$ lies on the negative yyy$-$axis. The currents flow out of the screen. The goal is to determine the value of i$1$i$\_1$i$1$ that will rotate B$\backslash$vec$\{$B$\}$B by $20\mathrm{.}320\mathrm{.}3^\backslash$circ$20\mathrm{.}3$ clockwise.