Consider a scenario where a long straight wire carries a current $I_1$ vertically upwards. A rectangular loop carrying current $I_2$ clockwise is placed such that its longer sides are parallel to the straight wire. The loop is initially at a distance $d$ from the wire. The upper and lower sides of the loop have length $L$ and the vertical sides have length $W$.
If the rectangular loop starts moving away from the straight wire, what happens to the net magnetic force exerted by the straight wire on the loop?