The positive integers from $$1$$ to $$150$$ inclusive are placed in a $$10$$ by $$15$$ grid so that each cell contains exactly one integer. Then the multiples of $$3$$ are given a red mark, the multiples of $$5$$ are given a blue mark, and the multiples of $$7$$ are given a green mark.  How many cells have more than $$1$$ mark? 
选项为:A:$$10$$  B:$$12$$  C:$$15$$  D:$$18$$  E:$$19$$  请回答其中一个选项.