This document describes a game where players roll two dice to get a sum between 2 and 12, with each sum corresponding to a prize vehicle worth a certain dollar value. Players must pay $50 to play. The expected value of the game is $45, with an expected standard deviation of $56.20. A simulation of 50 rolls found an average of $47 and standard deviation of $59.67, closely matching the theoretical values. The casino profits an expected $5 per game on average.