The document describes a dice game where a player pays $25 to roll two dice. If they roll a sum of 2, 3, or 8 they win $175, $125, or $50 respectively. Otherwise they lose the $25. Theoretically, the expected value is a $6.25 loss for the player on average, with a standard deviation of $41.41. A simulation of rolling dice 50 times found an expected loss of $6.00 per play and a standard deviation of $48.61, showing a similar house advantage of around 12% for the casino.