题目描述

Bessie and her friends are playing a unique version of poker involving a deck with \(N\) (\(1 \leq N \leq 100000\)) different ranks, conveniently numbered \(1..N\) (a normal deck has \(N = 13\)). In this game, there is only one type of hand the cows can play: one may choose a card labeled \(i\) and a card labeled j and play one card of every value from i to \(j\). This type of hand is called a "\(straight\)".

Bessie's hand currently holds \(a_i\) cards of rank \(i (0 \leq a_i \leq 100000\)). Help her find the minimum number of hands she must play to get rid of all her cards.

一个牛有\(N\)堆牌,每堆排数量不等。一只牛一次可以将第\(i\)张到第\(j\)张各打一张出去,问最少几次打完

输入输出格式

输入格式:

Line \(1\): The integer \(N\).

Lines \(2..1\)+\(N\): Line \(i\)+\(1\) contains the value of \(a_i\).

输出格式:

Line \(1\): The minimum number of straights Bessie must play to get rid of all her cards.

输入输出样例

输入样例#1:

5
2
4
1
2
3

输出样例#1:

6

说明

Bessie can play a straight from \(1\) to \(5\), a straight from \(1\) to \(2\), a straight from \(4\) to \(5\), two straights from \(2\) to \(2\), and a straight from \(5\) to \(5\), for a total of \(6\) rounds necessary to get rid of all her cards.

思路:双倍经验……跟\(noip2018\) \(Day1T1\)一样……本来还以为是线段树,所以才点进来。

代码:

#include<cstdio>
#include<cctype>
#define maxn 100007
#define ll long long
using namespace std;
int n,a[maxn];
ll ans;
inline int qread() {
char c=getchar();int num=0,f=1;
for(;!isdigit(c);c=getchar()) if(c=='-') f=-1;
for(;isdigit(c);c=getchar()) num=num*10+c-'0';
return num*f;
}
int main() {
n=qread();
for(int i=1;i<=n;++i) {
a[i]=qread();
if(a[i]>a[i-1]) ans+=a[i]-a[i-1];
}
printf("%lld\n",ans);
return 0;
}

洛谷P3078 [USACO13MAR]扑克牌型Poker Hands的更多相关文章

  1. 洛谷 P3078 [USACO13MAR]扑克牌型Poker Hands

    P3078 [USACO13MAR]扑克牌型Poker Hands 题目描述 Bessie and her friends are playing a unique version of poker ...

  2. P3078 [USACO13MAR]扑克牌型Poker Hands

    题目描述 Bessie and her friends are playing a unique version of poker involving a deck with N (1 <= N ...

  3. 「Luogu P3078 [USACO13MAR]扑克牌型Poker Hands」

    本题有\(O(N)\)的优秀做法,但是因为在考场上不一定能想到,就来分享一种\(O(N\log_2N)\)的做法.虽然有点慢,但是可以过. 前置芝士 线段树:提高组及以上必备内容,不会的同学可以学习一 ...

  4. 【贪心 思维题】[USACO13MAR]扑克牌型Poker Hands

    看似区间数据结构的一道题 题目描述 Bessie and her friends are playing a unique version of poker involving a deck with ...

  5. 洛谷P3080 [USACO13MAR]牛跑The Cow Run

    P3080 [USACO13MAR]牛跑The Cow Run 题目描述 Farmer John has forgotten to repair a hole in the fence on his ...

  6. 洛谷 P3079 [USACO13MAR]农场的画Farm Painting

    P3079 [USACO13MAR]农场的画Farm Painting 题目描述 After several harsh winters, Farmer John has decided it is ...

  7. 洛谷2014选课(树型dp)

    题目:https://www.luogu.org/problemnew/show/P2014 千万注意遍历 j 和 k 的边界! 0点很好用. siz很好用. #include<iostream ...

  8. 洛谷4951 地震 bzoj1816扑克牌 洛谷3199最小圈 / 01分数规划

    洛谷4951 地震 #include<iostream> #include<cstdio> #include<algorithm> #define go(i,a,b ...

  9. 洛谷P2668 斗地主==codevs 4610 斗地主[NOIP 2015 day1 T3]

    P2668 斗地主 326通过 2.6K提交 题目提供者洛谷OnlineJudge 标签搜索/枚举NOIp提高组2015 难度提高+/省选- 提交该题 讨论 题解 记录 最新讨论 出现未知错误是说梗啊 ...

随机推荐

  1. windows 安装 pytorch

    之前都在服务器上跑pytorch,近来发现新版本可在windows上跑了,甚是开心. 环境: windows7  python3 无CPU 步骤: 1. 确保确保python版本在3.5.3/3.6. ...

  2. linux命令学习笔记(3):pwd命令

    Linux中用 pwd 命令来查看”当前工作目录“的完整路径. 简单得说,每当你在终端进行操作时, 你都会有一个当前工作目录. 在不太确定当前位置时,就会使用pwd来判定当前目录在文件系统内的确切位置 ...

  3. C语言访问MCU寄存器的两种方式

    转自http://blog.csdn.net/liming0931/article/details/7752248 单片机的特殊功能寄存器SFR,是SRAM地址已经确定的SRAM单元,在C语言环境下对 ...

  4. java将白色背景图片转换成透明图片

    package evecom.image; import java.awt.Graphics2D; import java.awt.Image; import java.awt.image.Buffe ...

  5. ACM学习历程—HDU5592 ZYB's Premutation(逆序数 && 树状数组 && 二分)(BestCoder Round #65 1003)

    题目链接:http://acm.hdu.edu.cn/showproblem.php?pid=5592 题目大意就是给了每个[1, i]区间逆序对的个数,要求复原原序列. 比赛的时候2B了一发. 首先 ...

  6. 查找图像中椭圆轮廓的快速随机hough变换

    查找图像中椭圆轮廓的快速随机hough变换 图像中椭圆轮廓的查找在视频监控等领域有着广泛的应用,经典hough变换给我们提供了一种查找各种图形轮廓的方法,特别是在直线查找方面具有非常高的精确度.但是由 ...

  7. django基础PROJECT APP View template

    project 和 app 的区别就是一个是配置另一个是代码: 一个project包含很多个Django app以及对它们的配置. 一个project的作用是提供配置文件,比方说哪里定义数据库连接信息 ...

  8. Poj 1077 eight(BFS+全序列Hash解八数码问题)

    一.题意 经典的八数码问题,有人说不做此题人生不完整,哈哈.给出一个含数字1~8和字母x的3 * 3矩阵,如: 1  2  X            3 4  6            7  5  8 ...

  9. flume入门之一:flume 安装及测试

    http://flume.apache.org/ flume下载:http://mirror.bit.edu.cn/apache/flume/1.7.0/apache-flume-1.7.0-bin. ...

  10. cocos2d-x 屏幕分辨率适配方法

    转自:http://blog.csdn.net/somestill/article/details/9950403 bool AppDelegate::applicationDidFinishLaun ...