A square conducting loop of mass \(m\), side length \(L\), and resistance \(R\) is released from rest above a horizontal region of uniform magnetic field \(\vec{B}\) directed into the page. The vertical height of the magnetic field region is \(3L\). The loop falls vertically under gravity, passing through three stages: entering the field, moving completely inside the field, and exiting the field. Downward is defined as the positive direction. Which of the following correctly compares the downward acceleration \(a_{\text{exit}}\) of the loop as its top edge exits the field to its downward acceleration \(a_{\text{entry}}\) as its bottom edge enters the field, and provides the correct physical reasoning?