I am playing a gambling game. On each play, I have a 20% chance of winning $12, a 20% chance of breaking even (not winning or losing any money), and 60% chance of losing $5. I play this game 200 times. A) In 200 plays, my net gain (total amount won or lost) has an expected value of $___________, with a standard error of $___________. (B) What is the chance that I come out ahead (have a positive net gain) after the 200 plays? Use the normal approximation to calculate this. ___________

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