NYOJ题目813对决

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" alt="" />

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

水题也有坑...注意是k场而不是k场内。

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 n=sc.nextInt();
             int k=sc.nextInt();

             if(n==0 && k==0) break ;

 //            System.out.println(k>=n-1?"Yes":"No");

             boolean ok=false;
             for(int i=1;i<=n/2;i++){
                 if(i*(n-i)==k){
                     ok=true;
                     System.out.println("YES");
                     break;
                 }
             }
             if(!ok) System.out.println("NO");

         }

     }

 }

题目来源： http://acm.nyist.net/JudgeOnline/problem.php?pid=813