premise: A florist is filling a customer's order for three bouquets—bouquet 1, bouquet 2, and bouquet 3. Each of the bouquets is to be composed of one or more of five kinds of flowers—lilies, peonies, roses, snapdragons, and tulips—subject to the following conditions: Bouquets 1 and 3 cannot have any kind of flower in common. Bouquets 2 and 3 must have exactly two kinds of flowers in common. Bouquet 3 must have snapdragons. If a bouquet has lilies, that bouquet must also have roses but cannot have snapdragons. If a bouquet has tulips, that bouquet must also have peonies. Which one of the following CANNOT be true?
hypothesis: Lilies, peonies, and roses are the only kinds of flowers in bouquet 2.