NYOJ题目836画图

aaarticlea/png;base64,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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=sc.nextInt();

         while(times-->0){
             int n=sc.nextInt();
             for(int i=n;i>0;i--){
                 System.out.println(repeate("*",i));
             }
         }
     }

     public static String repeate(String s,int times){
         StringBuilder sb=new StringBuilder(s.length()*times);
         while(times-->0) sb.append(s);
         return sb.toString();
     }

 }

题目来源： http://acm.nyist.net/JudgeOnline/problem.php?pid=836