In a hypothetical universe with only two motionless masses, the discussion centers on whether these masses would begin to move toward each other due to gravitational attraction. Some argue that without time, no motion can occur, making the concept of distance between them meaningless. Others counter that while the masses may not perceive motion, they would experience changing gravitational forces, allowing for measurable acceleration. The analogy of an elevator in free fall illustrates that while constant acceleration may feel inertial, changing acceleration can be detected through various means. Ultimately, the debate highlights the complexities of measuring motion and forces in a theoretical framework devoid of time.