NYOJ题目842整除的尾数

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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);

         while(true){

             int a=sc.nextInt();
             int b=sc.nextInt();

             if(a==0 && b==0) break;

             a*=100;
             for(int i=0;i<100;i++){
                 if((a+i)%b==0) System.out.printf("%02d ",i);
             }
             System.out.println();

         }

     }

 }

题目来源： http://acm.nyist.net/JudgeOnline/problem.php?pid=842