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The Golden Balls Game: Thelma And Louise

Decent Essays

The Golden Balls game is very similar to the prisoners dilemma because there will always be an incentive to act in a way that benefits yourself, on your opponents expense. And when both players choose to cheat, they will both be worse off than they would have been if they engaged in cooperative behaviour. Just like with Thelma and Louise, both players can choose between cooperating, and depending on the other players actions, split the payoff 50/50 or getting nothing, or engaging in non-cooperative behaviour and again depending on the other players actions, getting 100% of the payoff or nothing. The only difference is that in the prisoners dilemma, they players are not allowed to communicate with each other. In the Golden Balls game however, …show more content…

So whether you change your decision or not, you will still end up with nothing.

I believe that the man in the first video was naive to think that the girl would choose to split after he had cheated in the previous round. In a prisoners dilemma type of game, where there are many rounds, he should have expected that the player would choose to engage in strategic behaviour like the tit for tat strategy. He knew from the beginning that there would be several rounds; therefore he should have kept his opponents future actions in mind before he chose his actions in the previous rounds. Because he has a history of engaging in non-cooperative behaviour, there is no incentive for player 2 to cooperate in the next round again. Another problem with his strategy is that when you tell your opponent convincingly that you will split, you are also telling them that they don’t have to worry about you choosing to steal, and therefore the opponent will have an even greater incentive to choose steal and get 100% of the payoff. And if it turns out player1 also decided to cheat — at least your won’t look like a fool all over again. Choosing to steal would therefor be the obvious choice for player2. Player2 made the right decision when choosing the steal ball. It would not be smart

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