Waiting for Godot and Memorylessness

In Stochastic Processes class today, I learned about memoryless property of an Exponential distribution. Statistically, it is:  P(T>t+s | T>s) = P(T>t). It refers to how the waiting time does not depend on how much time has passed. After the statistical derivations, our Professor made an analogy to Waiting for Godot--no matter how long the wait time is, probability that Godot will arrive is still the same.