A programmer is creating a game with a villain who randomly appears and steals 50 gold coins from the player. If the villain doesn't appear, then the player will find 20 gold coins instead. If there is a 0.7 probability that the villain will appear, what is the player's expected value? Complete the table below to help show your work and justify your answer. Outcome (Gold Coins) P(Outcome) Villain Appears Villain Doesn't Appear Expected Value:

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