bzoj 4300: 绝世好题 dp
4300: 绝世好题
Time Limit: 20 Sec
Memory Limit: 256 MB
题目连接
http://www.lydsy.com/JudgeOnline/problem.php?id=4300
Description
⋅1. If you touch a buoy before your opponent, you will get one point. For example if your opponent touch the buoy #2 before you after start, he will score one point. So when you touch the buoy #2, you won't get any point. Meanwhile, you cannot touch buoy #3 or any other buoys before touching the buoy #2.
⋅2. Ignoring the buoys and relying on dogfighting to get point.
If you and your opponent meet in the same position, you can try to
fight with your opponent to score one point. For the proposal of game
balance, two players are not allowed to fight before buoy #2 is touched by anybody.
There are three types of players.
Speeder:
As a player specializing in high speed movement, he/she tries to avoid
dogfighting while attempting to gain points by touching buoys.
Fighter:
As a player specializing in dogfighting, he/she always tries to fight
with the opponent to score points. Since a fighter is slower than a
speeder, it's difficult for him/her to score points by touching buoys
when the opponent is a speeder.
All-Rounder: A balanced player between Fighter and Speeder.
There will be a training match between Asuka (All-Rounder) and Shion (Speeder).
Since the match is only a training match, the rules are simplified: the game will end after the buoy #1 is touched by anybody. Shion is a speed lover, and his strategy is very simple: touch buoy #2,#3,#4,#1 along the shortest path.
Asuka is good at dogfighting, so she will always score one point by dogfighting with Shion, and the opponent will be stunned for T seconds after dogfighting.
Since Asuka is slower than Shion, she decides to fight with Shion for
only one time during the match. It is also assumed that if Asuka and
Shion touch the buoy in the same time, the point will be given to Asuka
and Asuka could also fight with Shion at the buoy. We assume that in
such scenario, the dogfighting must happen after the buoy is touched by
Asuka or Shion.
The speed of Asuka is V1 m/s. The speed of Shion is V2 m/s. Is there any possibility for Asuka to win the match (to have higher score)?
Input
Output
Sample Input
3
1 2 3
Sample Output
2
HINT
题意
题解:
直接dp就好了,dp[i]表示第i位为1的时候,最长多长
代码
#include<iostream>
#include<stdio.h>
using namespace std; int dp[];
int main()
{
int n;scanf("%d",&n);
for(int i=;i<n;i++)
{
int x;scanf("%d",&x);
int tmp = ;
for(int j=;j<=;j++)
if(x&(<<j))
tmp=max(dp[j]+,tmp);
for(int j=;j<=;j++)
if(x&(<<j))
dp[j]=max(dp[j],tmp);
}
int ans = ;
for(int i=;i<=;i++)
ans = max(ans,dp[i]);
printf("%d\n",ans);
}
bzoj 4300: 绝世好题 dp的更多相关文章
- bzoj 4300 绝世好题——DP
题目:https://www.lydsy.com/JudgeOnline/problem.php?id=4300 考虑 dp[ i ] 能从哪些 j 转移过来,就是那些 a[ j ] & a[ ...
- HYSBZ(BZOJ) 4300 绝世好题(位运算,递推)
HYSBZ(BZOJ) 4300 绝世好题(位运算,递推) Description 给定一个长度为n的数列ai,求ai的子序列bi的最长长度,满足bi&bi-1!=0(2<=i<= ...
- BZOJ 4300: 绝世好题 动态规划
4300: 绝世好题 题目连接: http://www.lydsy.com/JudgeOnline/problem.php?id=4300 Description 给定一个长度为n的数列ai,求ai的 ...
- 【递推】BZOJ 4300:绝世好题
4300: 绝世好题 Time Limit: 1 Sec Memory Limit: 128 MBSubmit: 564 Solved: 289[Submit][Status][Discuss] ...
- bzoj 4300: 绝世好题
4300: 绝世好题 Time Limit: 1 Sec Memory Limit: 128 MB Description 给定一个长度为n的数列ai,求ai的子序列bi的最长长度,满足bi& ...
- bzoj 4300: 绝世好题【dp】
设f[i][j]表示数列到i为止最后一项第j位为1的最大子序列长度,每次从i-1中1<<j&a[i]!=0的位+1转移来 然后i维是不需要的,答案直接在dp过程中去max即可 #i ...
- BZOJ 4300 绝世好题(位运算)
[题目链接] http://www.lydsy.com/JudgeOnline/problem.php?id=4300 [题目大意] 给出一个序列a,求一个子序列b,使得&和不为0 [题解] ...
- bzoj 4300 绝世好题 —— 思路
题目:https://www.lydsy.com/JudgeOnline/problem.php?id=4300 记录一下 mx[j] 表示以第 j 位上是1的元素结尾的子序列长度最大值,转移即可. ...
- BZOJ 4300: 绝世好题 二进制
对于每一个数字拆位,然后维护一个大小为 30 左右的桶即可. code: #include <bits/stdc++.h> #define N 100006 #define setIO(s ...
随机推荐
- TCP/IP详解学习笔记(7)-广播和多播,IGMP协议
1.单播,多播,广播的介绍 1.1.单播(unicast) 单播是说,对特定的主机进行数据传送.例如给某一个主机发送IP数据包.这时候,数据链路层给出的数据头里面是非常具体的目的地址,对于以太网来 说 ...
- 总结mysql服务器查询慢原因与解决方法
本文针对MySQL数据库服务器查询逐渐变慢的问题, 进行分析,并提出相应的解决办法,具体的分析解决办法如下: 会经常发现开发人员查一下没用索引的语句或者没有limit n的语句,这些没语句会对数据库造 ...
- [转] arcgis Engine创建shp图层
小生 原文 arcgis Engine创建shp图层 以创建点图层为例.首先要得到保存文件的地址. SaveFileDialog saveFileDialog = new SaveFileDialog ...
- [Papers]NSE, $\pi$, Lorentz space [Suzuki, JMFM, 2012]
$$\bex \sen{\pi}_{L^{s,\infty}(0,T;L^{q,\infty}(\bbR^3))} \leq \ve_*, \eex$$ with $$\bex \frac{2}{s} ...
- Cutting Sticks
题意: l长的木棒,给出n个切割点,每切一次的费用为切得木棒的长度,完成切割的最小费用. 分析: 区间dp入门,区间dp的特点,一个大区间的解可以转换成小区间的解组合起来,每个切割点的标号代表边界. ...
- codeforces 260 div2 B题
打表发现规律,对4取模为0的结果为4,否则为0,因此只需要判断输入的数据是不是被4整出即可,数据最大可能是100000位的整数,判断能否被4整出不能直接去判断,只需要判断最后两位(如果有)或一位能否被 ...
- 【windows核心编程】一个HOOK的例子
一.应用场景 封装一个OCX控件,该控件的作用是来播放一个视频文件,需要在一个进程中放置四个控件实例. 由于控件是提供给别人用的,因此需要考虑很多东西. 二.考虑因素 1.控件的父窗口resize时需 ...
- C++ 我想这样用(六)
嗯,上一篇已经介绍了面向过程编程的语法知识,接下来是最后的也是最重要的一个部分: 第三部分:基于对象的编程风格 1.构造函数的两种写法 比如我们有如下的类定义: class Circle { publ ...
- 开源框架DNN使用01
我先简单地介绍下我个人对于DNN的浅显理解吧. 我觉得对于刚接触的人来说首先理解DNN的原理,大框架是很重要的.它整个网站其实是没几个页面的,从源码上就可以看出, 一个Default页.一个Error ...
- struts2实现文件上传
Struts2中实现简单的文件上传功能: 第一步:将如下文件引入到WEB_INF/lib目录下面,对应的jar文件可自行下载 第二步:在包test.struts2下建立类UploadFile pack ...