NYOJ题目845无主之地1
aaarticlea/png;base64,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" alt="" />
-----------------------------------------
这道题有坑,就是打印的顺序必须是和输入的顺序一致,这就是他所谓的不排序的意思,瞬间将复杂度提高出题人真是“好水平”....
AC代码:
import java.util.ArrayList;
import java.util.List;
import java.util.Scanner; public class Main { public static void main(String[] args) { Scanner sc=new Scanner(System.in); List<Record> list=new ArrayList<Record>();
while(true){ int a=sc.nextInt();
int b=sc.nextInt(); if(a==0 && b==0){
for(int i=0;i<list.size();i++){
Record t=list.get(i);
System.out.println(t.region+" "+t.count);
}
return;
}else{
int t=list.indexOf(new Record(a));
if(t!=-1){
list.get(t).count+=b;
}else{
list.add(new Record(a,b));
}
}
}
} static class Record{
int region;
int count;
public Record(int region) {
this.region = region;
}
public Record(int region, int count) {
this.region = region;
this.count = count;
}
@Override
public boolean equals(Object obj) {
Record t=(Record)obj;
return this.region==t.region;
}
} }
题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=845
NYOJ题目845无主之地1的更多相关文章
- nyoj 845 无主之地1
无主之地1 时间限制:1000 ms | 内存限制:65535 KB 难度:0 描述 子晓最近在玩无主之地1,他对这个游戏的评价不错,结合了FPS与RPG元素,可玩度很高.不过,他发现了一代的 ...
- 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 ...
- 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 ...
- 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 ...
- NYOJ题目28大数阶乘
-------------------------------------祭出BigInteger AC代码: import java.math.BigInteger; import java.uti ...
- NYOJ题目198数数
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAsYAAAK1CAIAAABEvL+NAAAgAElEQVR4nO3drXLkurvv8X0T4bmQYF
- NYOJ题目170网络的可靠性
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAs8AAANvCAIAAACte6C6AAAgAElEQVR4nOydPbLcNhOu7yaUayGOZy
- NYOJ题目168房间安排
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAssAAAOTCAIAAADGwNmiAAAgAElEQVR4nOy9PY7cyLPufTchXwsZu9
- NYOJ题目125盗梦空间
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAssAAANLCAIAAAA4rUfgAAAgAElEQVR4nOydq7LdyrKm+yXM/SDG4y
随机推荐
- 关于sql用<>不等于查询数据不对问题
平常查询数据 ' 当想要查询 不等于1 的数据的时候,一般会这样查询 ' 此处查询结果没查到所有想要的结果,如果night_flag 列数据为 null时,此行数据是查询不到的. 解决方法一: ' 解 ...
- EasyUI中Dialog的使用
$(function () { $('<div id="dlgContent"></div>').appendTo($('body')); $('#dlgC ...
- EF自动生成的模型edmx代码分析
edmx代码分析 本文分析Entity Framework从数据库自动生成的模型文件代码(扩展名为edmx). 1. 概述 本文使用的数据库结构尽量简单,只有2个表,一个用户表和一个分公司表(相当于部 ...
- [BZOJ4326][codevs4632][codevs5440][UOJ#150][NOIP2015]运输计划
[BZOJ4326][codevs4632][codevs5440][UOJ#150][NOIP2015]运输计划 试题描述 公元 2044 年,人类进入了宇宙纪元. L 国有 n 个星球,还有 n− ...
- 字串符相关 split() 字串符分隔 substring() 提取字符串 substr()提取指定数目的字符 parseInt() 函数可解析一个字符串,并返回一个整数。
split() 方法将字符串分割为字符串数组,并返回此数组. stringObject.split(separator,limit) 我们将按照不同的方式来分割字符串: 使用指定符号分割字符串,代码如 ...
- JavaScript break跳出多重循环
多重循环在编程中会经常遇到,那么在JavaScript中如何指定跳出那层的循环呢.其实这也是break的一个用法,下面是一个不错的例子,来自<JavaScript权威指南>,可以参考下: ...
- Android客户端的图形化拖放操作的设计实现
为什么要拖放?拖放在某些UI交互中可以简化用户操作. 拖放的步骤包括哪些?“Drag and Drop”,拖放,顾名思义,总共就分三步:1, 开始拖起来:2, 正在拖:3, 放下,进行操作:在这三步里 ...
- centos7 python3.5 下安装paramiko
centos7 python3.5 下安装paramiko 安装开发包 yum install openssl openssl-devel python-dev -y 安装pip前需要前置安装setu ...
- C语言宏定义时#(井号)和##(双井号)的用法
C语言中如何使用宏C(和C++)中的宏(Macro)属于编译器预处理的范畴,属于编译期概念(而非运行期概念).下面对常遇到的宏的使用问题做了简单总结. 关于#和## 在C语言的宏中,#的功能是将其后面 ...
- NOSQL概要
NOSQL概要 NoSQL(NoSQL = Not Only SQL ),意即"不仅仅是SQL",泛指非关系型的数据库.NoSQL数据库的四大分类 键值(Key-Value)存储数 ...