hide handkerchief
|
Problem Description
The Children’s Day has passed for some days .Has you remembered
something happened at your childhood? I remembered I often played a game called hide handkerchief with my friends. Now I introduce the game to you. Suppose there are N people played the game ,who sit on the ground forming a circle ,everyone owns a box behind them .Also there is a beautiful handkerchief hid in a box which is one of the boxes . Then Haha(a friend of mine) is called to find the handkerchief. But he has a strange habit. Each time he will search the next box which is separated by M-1 boxes from the current box. For example, there are three boxes named A,B,C, and now Haha is at place of A. now he decide the M if equal to 2, so he will search A first, then he will search the C box, for C is separated by 2-1 = 1 box B from the current box A . Then he will search the box B ,then he will search the box A. So after three times he establishes that he can find the beautiful handkerchief. Now I will give you N and M, can you tell me that Haha is able to find the handkerchief or not. If he can, you should tell me "YES", else tell me "POOR Haha". |
|
Input
There will be several test cases; each case input contains two
integers N and M, which satisfy the relationship: 1<=M<=100000000 and 3<=N<=100000000. When N=-1 and M=-1 means the end of input case, and you should not process the data. |
|
Output
For each input case, you should only the result that Haha can find the handkerchief or not.
|
|
Sample Input
3 2 |
|
Sample Output
YES |
当从m开始找时,如果m与n有公约数时,在找盒子时,就只会在这些约数的倍数之间找,而不是约数倍数的盒子就永远也不会被找到,所以当m与n的最大公约数为1,即m与n互质时才能找遍所有的盒子。
(一)
#include<stdio.h>
#include<math.h>
int Zhisu(int a,int b)
{
if((a-b)==0)
return b;
else
Zhisu(b,abs(a-b));
}
void main()
{
int a,b;
scanf("%d %d",&a,&b);
while(a!=-1 && b!=-1)
{
if(Zhisu(a,b)==1)
printf("YES\n");
else
printf("POOR Haha\n");
scanf("%d %d",&a,&b);
}
}
(二)
#include<stdio.h>
void main()
{
int a,b,c;
while(1)
{
scanf("%d %d",&a,&b);
if(a==-1 && b==-1)
return;
while(b!=0)
{
c=a%b;
a=b;
b=c;
}
if(a==1)
printf("YES\n");
else
printf("POOR Haha\n");
}
}
hide handkerchief的更多相关文章
- 【HDOJ】2104 hide handkerchief
Problem Description The Children’s Day has passed for some days .Has you remembered something happen ...
- HDU 2104 hide handkerchief
题解:由题目可以知道,如果n和m的最大公约数不为1,那么总有箱子是无法遍历的,所以求一遍GCD就可以判断了. 注意点:一定要记住判断是==,在做题时又忘了. #include <cstdio&g ...
- hide handkerchief(hdu2104)
思考:这种找手绢就是,在判断是否互质.用辗转相除法(用来求最大公约数:a)进行判断.r=a%b;a=b;b=r;循环限制条件:除数b=0是结束除法.如果这时被除数a=1,则表示两个互质. #inclu ...
- HDU题解索引
HDU 1000 A + B Problem I/O HDU 1001 Sum Problem 数学 HDU 1002 A + B Problem II 高精度加法 HDU 1003 Maxsu ...
- HOJ———丢手绢
hide handkerchief Time Limit: 10000/3000 MS (Java/Others) Memory Limit: 32768/32768 K (Java/Others) ...
- hdu 2104(判断互素)
hide handkerchief Time Limit: 10000/3000 MS (Java/Others) Memory Limit: 32768/32768 K (Java/Other ...
- #C++初学记录(遍历)
hide handkerchief Problem Description The Children's Day has passed for some days .Has you remembere ...
- 数学--数论--HDU 2104 丢手绢(离散数学 mod N+ 剩余类 生成元)+(最大公约数)
The Children's Day has passed for some days .Has you remembered something happened at your childhood ...
- View and Data API Tips: Hide elements in viewer completely
By Daniel Du With View and Data API, you can hide some elements in viewer by calling "viewer.hi ...
随机推荐
- opencv 双边模糊,膨胀腐蚀 开 闭操作
#include <opencv2/opencv.hpp> #include <iostream> using namespace cv; int main(int argc, ...
- C# 解决SharpSvn启动窗口报错 Unable to connect to a repository at URL 'svn://....'
在远程机打开sharpsvn客户端测试,结果报错 Svn启动窗口报错 Unable to connect to a repository at URL 'svn://...' 咋整,我在win10我的 ...
- [转]安装 Silverlight 5/silverlight4 出错的解决方法
安装Silverlight 5时,如果 如图: 安装Silverlight 5时,如果你的VS不是英文版,那么可能会出现以下错误: Visual Studio 2010 SP1 that matche ...
- iOS.FBTweak
FBTweak的源码分析 1. FBTweak提供了以下功能 A): 可以动态的修改某个变量的值,这些变量的类型包括: ... B): 可以以plist的形式将Tweak以key-value的形式进行 ...
- How do I configure a Wired Ethernet interface
1.In order to configure the Wired Ethernet interface the MDI must be connected to the PC using the U ...
- MySQL学习笔记-cache 与 buffer
Cache和Buffer是两个不同的概念,简单的说,Cache是加速"读",而 buffer是缓冲"写",前者解决读的问题,保存从磁盘上读出的数据,后者是解决写 ...
- javascript对象bind()方法兼容处理
bind() 函数在 ECMA-262 第五版才被加入:它可能无法在所有浏览器上运行.你可以部份地在脚本开头加入以下代码,就能使它运作,让不支持的浏览器也能使用 bind() 功能 if (!Func ...
- 如何使用Log4j
如何使用Log4j? 1. Log4j是什么? Log4j可以帮助调试(有时候debug是发挥不了作 用的)和分析,要下载和了解更详细的内容,还是访问其官方网站吧: http://jakarta. ...
- 如何将service绑入到spring 并且在action中使用
第一步:定制 service接口,为什么用接口我也不清楚 package com.inspur.services; import com.hsp.domain.User; public interfa ...
- 复制粘贴容易犯的错误 eclipse
有时候复制原有的代码到xml文件中,会提示某文件没有找到,一般该文件名字改成别的了,这时候为了解决这问题一般需要对这个文件重命名