Description

Farmer John has returned to the County Fair so he can attend the special events (concerts, rodeos, cooking shows, etc.). He wants to attend as many of the N (1 <= N <= 10,000) special events as he possibly can. He's rented a bicycle so he can speed from one event to the next in absolutely no time at all (0 time units to go from one event to the next!). Given a list of the events that FJ might wish to attend, with their start times (1 <= T <= 100,000) and their durations (1 <= L <= 100,000), determine the maximum number of events that FJ can attend. FJ never leaves an event early.

有N个节日每个节日有个开始时间,及持续时间. 牛想尽可能多的参加节日,问最多可以参加多少. 注意牛的转移速度是极快的,不花时间.

Input

  • Line 1: A single integer, N.

  • Lines 2..N+1: Each line contains two space-separated integers, T and L, that describe an event that FJ might attend.

Output

  • Line 1: A single integer that is the maximum number of events FJ can attend.

Sample Input

7

1 6

8 6

14 5

19 2

1 8

18 3

10 6

Sample Output

4


首先按结束时间排序,然后一路搜下去,发现一个节日的开始时间在所记录的结束时间之后,就参加这个节日,同时更新记录的结束时间(典型贪心思想)

#include<cmath>
#include<cstdio>
#include<cstring>
#include<iostream>
#include<algorithm>
#define inf 0x7f7f7f
typedef long long ll;
typedef unsigned int ui;
typedef unsigned long long ull;
using namespace std;
inline int read(){
int x=0,f=1;char ch=getchar();
for (;ch<'0'||ch>'9';ch=getchar()) if (ch=='-') f=-1;
for (;ch>='0'&&ch<='9';ch=getchar()) x=(x<<3)+(x<<1)+ch-'0';
return x*f;
}
inline void print(int x){
if (x>=10) print(x/10);
putchar(x%10+'0');
}
const int N=1e4;
struct AC{
int l,r;
void join(int x,int y){l=x,r=y;}
bool operator <(const AC &x)const{return r<x.r;}
}A[N+10];
int main(){
int n=read();
for (int i=1,x,y;i<=n;i++) x=read(),y=read(),A[i].join(x,x+y);
sort(A+1,A+1+n);
int x=A[1].r,ans=1;
for (int i=2;i<=n;i++) if (A[i].l>=x) x=A[i].r,ans++;
printf("%d\n",ans);
return 0;
}

[Usaco2006 Open]County Fair Events 参加节日庆祝的更多相关文章

  1. BZOJ 1664: [Usaco2006 Open]County Fair Events 参加节日庆祝( dp )

    先按时间排序( 开始结束都可以 ) , 然后 dp( i ) = max( dp( i ) , dp( j ) + 1 ) ( j < i && 节日 j 结束时间在节日 i 开 ...

  2. 1664: [Usaco2006 Open]County Fair Events 参加节日庆祝

    1664: [Usaco2006 Open]County Fair Events 参加节日庆祝 Time Limit: 5 Sec  Memory Limit: 64 MBSubmit: 255  S ...

  3. bzoj1664 [Usaco2006 Open]County Fair Events 参加节日庆祝

    Description Farmer John has returned to the County Fair so he can attend the special events (concert ...

  4. 【BZOJ】1664: [Usaco2006 Open]County Fair Events 参加节日庆祝(线段树+dp)

    http://www.lydsy.com/JudgeOnline/problem.php?id=1664 和之前的那题一样啊.. 只不过权值变为了1.. 同样用线段树维护区间,然后在区间范围内dp. ...

  5. 【动态规划】bzoj1664 [Usaco2006 Open]County Fair Events 参加节日庆祝

    将区间按左端点排序. f(i)=max{f(j)+1}(p[j].x+p[j].y<=p[i].x && j<i) #include<cstdio> #incl ...

  6. bzoj 1664: [Usaco2006 Open]County Fair Events 参加节日庆祝【dp+树状数组】

    把长度转成右端点,按右端点排升序,f[i]=max(f[j]&&r[j]<l[i]),因为r是有序的,所以可以直接二分出能转移的区间(1,w),然后用树状数组维护区间f的max, ...

  7. County Fair Events

    先按照结束时间进行排序,取第一个节日的结束时间作为当前时间,然后从第二个节日开始搜索,如果下一个节日的开始时间大于当前的时间,那么就参加这个节日,并更新当前时间 #include <bits/s ...

  8. BZOJ-USACO被虐记

    bzoj上的usaco题目还是很好的(我被虐的很惨. 有必要总结整理一下. 1592: [Usaco2008 Feb]Making the Grade 路面修整 一开始没有想到离散化.然后离散化之后就 ...

  9. 小结:线段树 & 主席树 & 树状数组

    概要: 就是用来维护区间信息,然后各种秀智商游戏. 技巧及注意: 一定要注意标记的下放的顺序及影响!考虑是否有叠加或相互影响的可能! 和平衡树相同,在操作每一个节点时,必须保证祖先的tag已经完全下放 ...

随机推荐

  1. 【.Net 学习系列】-- EF Core实践(Code First)

    一.开发环境: vs2015, .Net Framework 4.6.1 二.解决方案: 新建一个控制台应用程序 添加引用:Microsoft.EntityFrameworkCore.SqlServe ...

  2. Shiro经过Redis管理会话实现集群(转载)

    原文:http://www.myexception.cn/software-architecture-design/1815507.html Shiro通过Redis管理会话实现集群 写在前面 1.在 ...

  3. 使用POI操作Excel时new XSSFWorkbook ()报错java.lang.NoSuchMethodError解决方式

    使用最新的POI3.11时,在执行 Workbook  workBook = new XSSFWorkbook ();这段代码时出现错误: java.lang.NoSuchMethodError: j ...

  4. BZOJ 1091([SCOI2003]分割多边形-分割直线)

    1091: [SCOI2003]分割多边形 Time Limit: 1 Sec  Memory Limit: 162 MB Submit: 223  Solved: 82 [Submit][id=10 ...

  5. 用户代码未处理 UpdateException

    无法更新 EntitySet"Project_project",由于它有一个 DefiningQuery.而 <ModificationFunctionMapping> ...

  6. JavaSE----API之集合(Collection、List及其子类、Set及其子类、JDK1.5新特性)

    5.集合类 集合类的由来: 对象用于封装特有数据,对象多了须要存储:假设对象的个数不确定.就使用集合容器进行存储. 集合容器由于内部的数据结构不同,有多种详细容器.不断的向上抽取,就形成了集合框架. ...

  7. HiWorkV1.3版震撼公布,今日起正式公开測试!

    今天HiWork迎来了公开測试和V1.3大版本号更迭,HiWork集成的机器人达到20种,未读消息提醒亦可从不同维度进行设置,不断变好真是件振奋人心的事儿呢. 在这个看重颜值(kan lian)的互联 ...

  8. python 2.*和3.*的变化

    1.urllib2是python自带的模块,在python3.x中被改为urllib.request,如 <span style="font-size:12px;">u ...

  9. Ubuntu grub2的启动配置文件grub.cfg,为了修改另人生厌的时间

    文章转自http://hi.baidu.com/detax/blog/item/90f18b54a8ef5253d00906e4.html 升级到Ubuntu 9.10后,就要接触grub2了,它和以 ...

  10. how to create modals with Bootstrap

    In this tutorial you will learn how to create modals with Bootstrap. Creating Modals with Bootstrap ...