1155. Can I Post the letter

Constraints

Time Limit: 1 secs, Memory Limit: 32 MB

Description

I am a traveler. I want to post a letter to Merlin. But because there are so many roads I can walk through, and maybe I can’t go to Merlin’s house following these roads, I must judge whether I can post the letter to Merlin before starting my travel.

Suppose the cities are numbered from 0 to N-1, I am at city 0, and Merlin is at city N-1. And there are M roads I can walk through, each of which connects two cities. Please note that each road is direct, i.e. a road from A to B does not indicate a road from B to A.

Please help me to find out whether I could go to Merlin’s house or not.

Input

There are multiple input cases. For one case, first are two lines of two integers N and M, (N<=200, M<=N*N/2), that means the number of citys and the number of roads. And Merlin stands at city N-1. After that, there are M lines. Each line contains two integers i and j, what means that there is a road from city i to city j.

The input is terminated by N=0.

Output

For each test case, if I can post the letter print “I can post the letter” in one line, otherwise print “I can't post the letter”.

Sample Input

3
2
0 1
1 2
3
1
0 1
0

Sample Output

I can post the letter
I can't post the letter 利用Dijiskra算法解决问题
#include<iostream>
#include<memory>
using namespace std; const int MAX = 205;
int edge[MAX][MAX];
bool visited[MAX];
int n, m; void DFS(int current)
{
for(int i=0;i<n;i++)
{
if(!visited[i]&&edge[current][i])
{
visited[i]=true;
DFS(i);
}
}
} int main()
{
while(cin>>n&&n!=0&&cin>>m)
{
memset(edge, 0, sizeof(edge));
memset(visited, false, sizeof(visited));
int a, b; for(int i=0;i<m;i++)
{
cin>>a>>b;
edge[a][b]=1;
edge[b][a]=1;
}
visited[0]=true; DFS(0); if(visited[n-1])cout<<"I can post the letter\n";
else cout<<"I can't post the letter\n";
} return 0;
}

[SOJ] can I post the letter?的更多相关文章

  1. Soj题目分类

    -----------------------------最优化问题------------------------------------- ----------------------常规动态规划 ...

  2. [LeetCode] Letter Combinations of a Phone Number 电话号码的字母组合

    Given a digit string, return all possible letter combinations that the number could represent. A map ...

  3. 17. Letter Combinations of a Phone Number

    题目: Given a digit string, return all possible letter combinations that the number could represent. A ...

  4. 【贪心】SOJ 13983

    SOJ 13983. Milk Scheduling 这是比赛题,还是作死的我最讨厌的英文题,题目大意就是有n头奶牛,要在喂奶截止时间前给他喂奶并得到相应的含量的牛奶. 一开始的想法就是挑选截止日期的 ...

  5. 什么是Unicode letter

    起因:从一段代码说起 using System; using System.Collections.Generic; using System.Linq; using System.Text; usi ...

  6. LeetCode——Letter Combinations of a Phone Number

    Given a digit string, return all possible letter combinations that the number could represent. A map ...

  7. No.017:Letter Combinations of a Phone Number

    问题: Given a digit string, return all possible letter combinations that the number could represent.A ...

  8. SCI/EI期刊投稿 Reply Letter 常用格式总结

    SCI/EI期刊投稿Reply Letter常用格式总结          整个论文投稿的过程中,会遇到各种问题,需要我们向主编询问或是回复.下面主要总结了responses to the comme ...

  9. 【leetcode】 Letter Combinations of a Phone Number(middle)

    Given a digit string, return all possible letter combinations that the number could represent. A map ...

随机推荐

  1. 在html中使用javascript显示本地图片的

    <html> <head> <script type="text/javascript"> function getFullPath(obj){ ...

  2. IOS学习之路(代码实现自动布局)

    1.将一个试图放置在其父视图的中央位置,使用限制条件. 2.创建两个限制条件:一个是将目标视图的 center.x 位置排列在其父视图的 center.x 位置,并且另外一个是将目标视图的 cente ...

  3. asp.net mvc异步查询

    对于asp.net mvc异步查询 如何做MVC异步查询,做列表页面. 查询是项目中必不可少的工作,而且不同的项目不同的团队,都有自己的简单方法.Asp.net mvc 有自己独特的优势,下面是结合m ...

  4. 一键保存网页为PDF

    一键保存网页为PDF_V1.2   福利来了,“一键保存网页为PDF”发布以来最给力的功能来了: 1.支持大部分浏览器了(添加书签方式),测试IE8\IE9.谷歌.火狐可用: 2.转换组件“ephtm ...

  5. DES加密解密 与 Cookie的封装(C#与js互相加密解密)

    2D JS框架 - DES加密解密 与 Cookie的封装(C#与js互相加密解密)   这次实现了JS端的DES加密与解密,并且C#端也能正确解析DES的密文(反之也实现了) 使用的代码如下,非常方 ...

  6. ASP.NET MVC2.0学习笔记:路由设置

    Route设置 在 <Professional in ASP.NET MVC2.0>一书的第四章,主要讲述了Route的简单设置.格式化设置.约束设置.区域路由.匹配文件.路由调试以及对R ...

  7. TFTP:简单文本传输协议,BOOTP:引导程序协议

    TFTP:简单文本传输协议,BOOTP:引导程序协议 1.TFTP:      TFTP(Trivial File Transfer Protocol,简单文件传输协议)是TCP/IP协议族中的一个用 ...

  8. python alembic which comes from SQLalchemy

    alembic it's tutorial: http://alembic.readthedocs.org/en/latest/tutorial.html

  9. <span>什么意思

    <span> 在CSS定义中属于一个行内元素,在行内定义一个区域,也就是一行内可以被 <span> 划分成好几个区域,从而实现某种特定效果. <span> 本身没有 ...

  10. [UWP小白日记-7]转换MVA学院的XML字幕为SRT (二)

    瞎扯淡 上个版本,非常蠢用来N多的循环导致非常卡性能烂得不行,这次使用XmlDocument类来读取XML字幕 其实根本不用各种扒XML字幕,好吧我这是学习使用XmlDocument类,嗯就是这个样子 ...