Spencer, Candice, and Heather love to play cards, but they especially love the highest cards in the deck - the face cards (jacks, queens, and kings). They also each have a unique favorite suit: Spencer’s favorite suit is spades, Candice’s favorite suit is clubs, and Heather’s favorite suit is hearts. A dealer pulls out the 9 face cards from every suit except the diamonds and wants to deal them out to the 3 friends. How many ways can he do this so that none of the 3 friends will see a single card that is part of their favorite suit?
