The talk will analyze the game of Fibonacci Nim for multiple players. In this game the players can double the previous players move. The name of two player game comes from the fact that the safe positions are Fibonacci numbers. My talk will consider multiplayer Fibonacci Nim with alliance system using n × n player preference matrix that was defined by Krawec. I will give several results about the Fibonacci Nim with standard alliance matrix. Moreover, we will look at how different alliance matrices influence the result of the game.