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();
int book[]=new int[100]; for(int i=0;i<n*2;i++){
book[sc.nextInt()]=1;
} for(int i=0;i<book.length;i++){
if(book[i]==1) System.out.print(i+" ");
}
System.out.println(); } } }

题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=839

NYOJ题目839合并的更多相关文章

  1. nyoj 题目737 合并石子(一)

    石子合并(一) 时间限制:1000 ms  |  内存限制:65535 KB 难度:3   描述     有N堆石子排成一排,每堆石子有一定的数量.现要将N堆石子并成为一堆.合并的过程只能每次将相邻的 ...

  2. nyoj 737 石子合并 http://blog.csdn.net/wangdan11111/article/details/45032519

    http://blog.csdn.net/wangdan11111/article/details/45032519 http://acm.nyist.net/JudgeOnline/problem. ...

  3. nyoj 题目2 括号配对问题

    描述 今天发现了nyoj,如获至宝.准备开刷. 括号配对问题 现在,有一行括号序列,请你检查这行括号是否配对.   输入 第一行输入一个数N(0<N<=100),表示有N组测试数据.后面的 ...

  4. NYOJ 737 石子合并(一)

    题意 排成一排的石子,每次合并相邻两堆并由一定的代价,求合并成一堆的最小代价 解法 区间dp 枚举长度 dp[i,j]表示合并石子堆编号从i到j为一堆所需的最小代价(这个题目的代价是sum(i..j) ...

  5. nyoj 737 石子合并(区间DP)

    737-石子合并(一) 内存限制:64MB 时间限制:1000ms 特判: No通过数:28 提交数:35 难度:3 题目描述:     有N堆石子排成一排,每堆石子有一定的数量.现要将N堆石子并成为 ...

  6. Leetcode题目56.合并区间(中等)

    题目描述: 给出一个区间的集合,请合并所有重叠的区间. 示例 1: 输入: [[1,3],[2,6],[8,10],[15,18]] 输出: [[1,6],[8,10],[15,18]] 解释: 区间 ...

  7. Leetcode题目21.合并两个有序链表(简单)

    题目描述: 将两个有序链表合并为一个新的有序链表并返回.新链表是通过拼接给定的两个链表的所有节点组成的. 示例: 输入:1->2->4, 1->3->4输出:1->1-& ...

  8. NYOJ题目27水池数目

    --------------------------------------------- 这道题有点坑,也怪我总是有点马虎,按照正常人的思维0是表示有水池啊竟然是1表示有水池,最坑的是写反了竟然还能 ...

  9. NYOJ题目20吝啬的国度

    -----------------------------------------n-1条边的无向连通图是一棵树,又因为树上两点之间的路径是唯一的,所以解是唯一的.(注意并不一定是二叉树,所以最好采用 ...

随机推荐

  1. Asp.Net网页头部动态加载标题、描述、关键字、css和js文件的方法

    首先head标签上添加runat="server". protected void Page_Load(object sender, EventArgs e) { Page.Tit ...

  2. Redis学习笔记十:独立功能之监视器

    通过执行 monitor 命令可以让客户端自己变成一个监视器,实时接收并打印当前处理的命令请求的相关信息. 127.0.0.1:6379> monitor OK 1451752646.83727 ...

  3. 简单实现div遮罩

    顾名思义,div遮罩就是将网页上的一部分用div遮盖起来,防止用户误点,因此div遮罩的一个用途就是将table设置为不可编辑. 作者通过查找资料,并进行简单的测试,最终完成了以下几段简单代码,来实现 ...

  4. Android 分享一个SharedPreferences的工具类,方便保存数据

    我们平常保存一些数据,都会用到SharedPreferences,他是保存在手机里面的,具体路径是data/data/你的包名/shared_prefs/保存的文件名.xml, SharedPrefe ...

  5. 推荐ubuntu下的画图工具

    今天发现ubuntu下面也有类似于windows画图的画图工具,功能也比较强大,支持各种格式的图片,也有各种工具,非常方便,安装的方法是: sudo apt-get install kolourpai ...

  6. ubuntu安装android开发环境

    1.安装oracle-jdk 打开终端,使用下面的命令: java -version 如果你看到像下面的输出,这就意味着你并没有安装过Java: The program ‘java’ can be f ...

  7. PHP面向对象常见的关键字和魔术方法

    在PHP5的面向对象程序设计中提供了一些常见的关键字,用来修饰类.成员属性或成员方法,使他们具有特定的功能,例如final.static.const等关键字.还有一些比较实用的魔术方法,用来提高类或对 ...

  8. Unity 手指上下左右滑动的判定

    using UnityEngine; using System.Collections; public class jarodInputController : MonoBehaviour { pri ...

  9. JavaScript——this、constructor、prototype

    this this表示当前对象,如果在全局作用范围内使用this,则指代当前页面对象window: 如果在函数中使用this,则this指代什么是根据运行时此函数在什么对象上被调用. 我们还可以使用a ...

  10. RRD

    http://my.oschina.net/u/1458120/blog/208857