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Eleven friends are about to seat themselves at a round table for a nice spaghetti dinner. The following arrangements must be made: Charlie, Mac, and Dennis need to sit next to each other. Liam, Jack and Ryan need to sit next to each other. Frank and Artemis need to sit next to each other. None of the other guys have any seating preference. In how many ways can these eleven friends arrange themselves around this table?

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Statistics and Probability, Statistics

Category:- Statistics and Probability
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