A player chooses one of the numbers 1 through 6. After the choice has been made, two regular six-sided dice are rolled, with the sides of the dice numbered 1 through 6. If the number chosen appears on the bottom of exactly one die after it has been rolled, then the player wins 2 dollars. If the number chosen appears on the bottom of both of the dice, then the player wins 5 dollars. If the number chosen does not appear on the bottom of either of the dice, the player loses 1 dollar. What is the expected return to the player, in dollars, for one roll of the dice?