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" alt="" />

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

AC代码:

 import java.util.Scanner;

 public class Main {

     public static void main(String[] args) {

         Scanner sc=new Scanner(System.in);

         int times=Integer.parseInt(sc.nextLine());
while(times-->0){
String s=sc.nextLine();
String ans=reverseExclusiveDigitAndSpace(s);
System.out.println(ans);
} } public static String reverseExclusiveDigitAndSpace(String s){
StringBuilder sb=new StringBuilder(s.length());
for(int i=s.length()-1;i>=0;i--){
char c=s.charAt(i);
if(Character.isLetter(c)) sb.append(c);
}
return sb.toString();
} }

题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=266

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