Every positive integer is congruent modulo $9$ to the sum of its decimal digits.  Now, let $S(n)$ equal the sum of the digits of positive integer $n$. For example, $S(1507)=13$. For a particular positive integer $n, S(n)=1274$. Which of the following could be the value of $S(n+1)$? (Adapted From 2017 AMC 12A Problems, Question \#18) 
选项为:A:$$1$$  B:$$3$$  C:$$12$$  D:$$1239$$  E:$$1265$$  请回答其中一个选项.