Challenge Question (up to 7 points extra credit) In the game shown below, Players 1 and 2 are competing over how to divide up $100. Each player must move at the same time without knowledge of the other player's move. The table shows the payoff for Player1 (Player 2's payoff is $100 - Player 1's Payoff). Find the Nash equilibrium(s) for this game. That is, what strategy should Player 1 and Player 2 use for this game? If the Players use their optimal strategy, what will be the payoff for each player in this game? You will need to use a combination of techniques to solve this