You are playing a two player game called triples. in triples you pick a bag of die where both the number of die and number of sides on each die varies. you then roll all the die and count up any triples. a triple is any combination of three die with matching symbols. a triple can include a die that is already part of another triple as long as not all three die are from the same triple. after each round the player with the most triples subtracts their opponent's triples from their count and either receives or pays the difference (depending on if the value is positive or negative, respectively). you have selected a bag with 10 die, each having 6 symbols. your opponent has selected a bag with 12 die, each having 8 symbols. which integer is closest to your expected return from this game after 100 plays?