Newton's Law by Morton Mallon After a life of studying the nano-transportation sciences, Professor Melton stumbles upon a major breakthrough. On April 20th, 2042, Melton discovers a way to transport particles at light-speed across fixed distances. Now he can teleport from one location to another. But Professor Melton soon discovers that there is no such thing as a free lunch. He learns that the body ages relative to the distance travelled, not just the time. This means that a teleporting body ages very rapidly. Required:
Can Melton solve this problem before his time is up?