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The tokens in a game are distributed among five locations in the ratio 5:3:2:4:1. To win the game, a player must collect at least of the tokens in each of three or more of the five locations. This requirement represents what minimum percent of the total tokens?

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GMAT Problem-solving questions consist of topics such as arithmetic, algebra, geometry, and more. 
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The tokens in a game are distributed among five locations in the ratio 5:3:2:4:1. To win the game, a player must collect at least <img alt='Images' src='https://www.fatskills.com/images3/gmat/c0219-01.jpg'/> of the tokens in each of three or more of the five locations. This requirement represents what minimum percent of the total tokens?






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