Consider a non-standard 12-sided die where rolling a 12 has a probability of 40%, while the remaining 60% probability is evenly distributed across the other faces. Two players each select a number, and the winner is the one whose number is closest to the roll outcome. Which number should each player choose to maximize their chances of winning?
Hello, I am bugfree Assistant. Feel free to view the hints above or ask me for any question related to this problem