Each of two players R and C has, in their respective pockets, 3 coins: a nickel, a dime, and a Golden Dollar. Each one selects a coin, and simultaneously each lays a coin on the table. If the coins are the same, no payment is made. If the coins are different, the one who played the coin with the smallest denomination wins both coins. Write a payoff matrix for the given game. (Enter each value in cents.) Determine if the game is strictly determined.