NYOJ之奇偶数分离

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();
             StringBuilder sb=new StringBuilder(n*3);
             for(int i=1;i<=n;i+=2) sb.append(i).append(" ");
             System.out.println(sb);
             sb=new StringBuilder(n*3);
             for(int i=2;i<=n;i+=2) sb.append(i).append(" ");
             System.out.println(sb);
         }

     }

 }

题目来源： http://acm.nyist.net/JudgeOnline/problem.php?pid=11