Consider a game with 100 indivisible tokens Five players hav

Consider a game with 100 indivisible tokens. Five players have a choice to distribute the tokens. Let player 1 be the team

the maximum number of tokesn. that the original leader (leader 1) gets to keep across all subgame perfect equilibria of this game = 20 tokens

the maximum number of tokens leader 4 gains in all subgame perfect equilibria = 49