Help please!!! Coin Problem A coin game requires: 1. Ten coins in one pile 2. That each player takes one, two, or four coins from the pile at alternate turns. 3. That the player who takes the last coin loses. I. When Austin and Brooks play, Austin goes first and Brooks goes second, II. Each player always makes a move that aloows him to win when possible; if there is no way for him to win, then he always makes a move that allows a tie when possible. Must one the two men win? If so, which one?