In classical physics, time and velocity change sign under time-reversal while position, acceleration and force do not. An accelerating particle going to the right becomes a decelerating particle going to the left.
In a simple current loop, imagining electrons with a constant drift velocity from $-$ pole towards $+$ pole after time-reversal we have the same electrons moving with the opposite drift velocity from $+$ pole towards $-$ pole. It seems like a new law in physics, but how would you explain that time-reversal in this situation does not violate any law of physics?