Hubert and Larry are two friends who are terrible at making decisions. They each have a favorite restaurant, Hubert prefers Hirohisa (H) and Larry prefers L'Abeille (L) but they would rather eat together than go to their favorite place alone. Unfortunately, they argument over where to eat and neither one will budge. Suddenly, Larry's phone dies! Suppose Larry is near home and quickly starts charging his phone. Larry can later see Hubert's choice via GPS, he can base his decision on Hubert's decision. Hubert still has the same strategies available, but Larry now has four possible strategies. Which of the following represents a Nash equilibrium in this sequential version of the game? Note: Hubert's payoffs are listed first, followed by Larrys'. Hirohisa L'Abeille Hirohisa (16, 4) (0, 0) L'Abeille (0, 0) (4, 16) a) Hubert goes to H and Larry chooses strategy (L|H, H|L) b) Hubert goes to L and Larry chooses strategy (L|H, H|L) c) Hubert goes to H and Larry chooses strategy (H|H, L|L) d) Hubert goes to L and Larry chooses strategy (H|H, H|L)