You and a friend are playing a game using a spinner divided into 4 equal sections, numbered 1 through 4. Which of the following would not be a fair game? You win if the pointer points at 1 or 2; otherwise, your friend wins. You win if the pointer points at an even number; otherwise, your friend wins. You win if the pointer points at any number except 3; otherwise, your friend wins. All of the above games are fair.