When measuring a rod in a running train, for practical purposes, its length remains unchanged, as any differences are negligible beyond the 15th decimal place. However, if the train were to move at 70% the speed of light, both the rod and the measuring stick would experience relativistic length contraction. This means that while both objects shrink, the measurement would still appear normal, as the effects are consistent for both the rod and the measuring tool. Thus, observers would not notice any difference in length. Understanding these principles is crucial in discussions of relativity and measurement in physics.