A thin circular loop of radius \(R\) carries a steady current \(I\) and lies in the \(xz\)-plane centered at the origin, with the current circulating counterclockwise when viewed from the positive \(y\)-axis. An electron of mass \(m\) and charge \(-e\) is launched from the position \((0, -y_0, 0)\), where \(y_0 > 0\), with an initial velocity \(\vec{v} = v_0 \hat{j}\) directed along the positive \(y\)-axis toward the center of the loop. Gravitational effects are negligible. Which of the following correctly describes the magnetic force exerted on the electron and its resulting motion as it travels toward and through the center of the loop?