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Each of 100 People Receives a Random Item from a Grocery

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Each of 100 people receives a random item from a grocery store and assigns it a value between 1 (low) and 10 (high) . They trade those items among themselves for items they prefer rather than those they randomly received and then assign a second value (again, 1 to 10) to the item that they end up with after the trading concludes. How would the sum of those values before trading compare with the sum after trading?


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