NYOJ题目273字母小游戏

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" alt="" />

AC代码如下:

------------------------------------

 import java.util.Scanner;

 public class Main {

     public static void main(String[] args) {

         Scanner sc=new Scanner(System.in);

         int n=Integer.parseInt(sc.nextLine());

         while(n-->0){

             String s=sc.nextLine();

             int round=0;
for(int i=0;i<s.length();i++){
char c=s.charAt(i);
if(c>='a' && c<='z') round=(round+1)%26;
} if(round==0){
System.out.println("z");
}else{
System.out.println(String.format("%c",'a'+round-1));
} } } }

题目来源:http://acm.nyist.net/JudgeOnline/problem.php?pid=273

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