$$A$$, $$B$$ and $$C$$ are three consecutive numbers that are divisible by $$5$$, $$8$$ and $$9$$ respectively. The smallest possible sum of these three numbers is ．  $$A$$、$$B$$、$$C$$是三个连续数，分别可被$$5$$、$$8$$及$$9$$整除．此三个数最小的和是~\uline{~~~~~~~~~~}~． 
选项为:A:$$555$$  B:$$666$$  C:$$777$$  D:$$888$$  E:$$999$$  请回答其中一个选项.