And we deserve a drum roll now. We get a expected net profit of playing as $2.81, if we round up to the nearest penny. So this is all going to be equal to $2.81. And so this is actually a very unusual lottery game where you have a positive expected net profit as a player. Usually the person operating the lottery, the state, who are the casino, whoever it is, they're the ones who have the expected net profit and then the player has the expected net loss. But this actually would make rational sense to play, which is not the case with most lottery games. That if by playing you actually expect a $2.81 net profit.