5195. 【NOIP2017提高组模拟7.3】A

Time Limits: 1000 ms  Memory Limits: 262144 KB  Detailed Limits  

Goto ProblemSet

Description

aaarticlea/png;base64,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" alt=" " />
 

Input

aaarticlea/png;base64,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" alt=" " />

Output

aaarticlea/png;base64,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" alt=" " />
 

Sample Input

7 3

Sample Output

4
 

Data Constraint

aaarticlea/png;base64,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" alt=" " />
 
做法:类似第二类

JZOJ 5195. 【NOIP2017提高组模拟7.3】A的更多相关文章

  1. [jzoj 5178] [NOIP2017提高组模拟6.28] So many prefix? 解题报告(KMP+DP)

    题目链接: https://jzoj.net/senior/#main/show/5178 题目: 题解: 我们定义$f[pos]$表示以位置pos为后缀的字符串对答案的贡献,答案就是$\sum_{i ...

  2. [jzoj 5177] [NOIP2017提高组模拟6.28] TRAVEL 解题报告 (二分)

    题目链接: https://jzoj.net/senior/#main/show/5177 题目: 题解: 首先选出的泡泡怪一定是连续的一段 L,R 然后 L 一定属于虫洞左边界中的某一个 R 也同样 ...

  3. JZOJ 5196. 【NOIP2017提高组模拟7.3】B

    5196. [NOIP2017提高组模拟7.3]B Time Limits: 1000 ms  Memory Limits: 262144 KB  Detailed Limits   Goto Pro ...

  4. JZOJ 5197. 【NOIP2017提高组模拟7.3】C

    5197. [NOIP2017提高组模拟7.3]C Time Limits: 1000 ms  Memory Limits: 262144 KB  Detailed Limits   Goto Pro ...

  5. JZOJ 5184. 【NOIP2017提高组模拟6.29】Gift

    5184. [NOIP2017提高组模拟6.29]Gift (Standard IO) Time Limits: 1000 ms  Memory Limits: 262144 KB  Detailed ...

  6. JZOJ 5185. 【NOIP2017提高组模拟6.30】tty's sequence

    5185. [NOIP2017提高组模拟6.30]tty's sequence (Standard IO) Time Limits: 1000 ms  Memory Limits: 262144 KB ...

  7. NOIP2017提高组 模拟赛15(总结)

    NOIP2017提高组 模拟赛15(总结) 第一题 讨厌整除的小明 [题目描述] 小明作为一个数学迷,总会出于数字的一些性质喜欢上某个数字,然而当他喜欢数字k的时候,却十分讨厌那些能够整除k而比k小的 ...

  8. NOIP2017提高组 模拟赛13(总结)

    NOIP2017提高组 模拟赛13(总结) 第一题 函数 [题目描述] [输入格式] 三个整数. 1≤t<10^9+7,2≤l≤r≤5*10^6 [输出格式] 一个整数. [输出样例] 2 2 ...

  9. NOIP2017提高组模拟赛 10 (总结)

    NOIP2017提高组模拟赛 10 (总结) 第一题 机密信息 FJ有个很奇怪的习惯,他把他所有的机密信息都存放在一个叫机密盘的磁盘分区里,然而这个机密盘中却没有一个文件,那他是怎么存放信息呢?聪明的 ...

随机推荐

  1. linux高级编程基础系列:线程间通信

    linux高级编程基础系列:线程间通信 转载:原文地址http://blog.163.com/jimking_2010/blog/static/1716015352013102510748824/ 线 ...

  2. VMware安装CentOS7的详细过程

    原文:https://www.jianshu.com/p/ce08cdbc4ddb?utm_source=tuicool&utm_medium=referral 本篇文章主要介绍了VMware ...

  3. 《C#高效编程》读书笔记11-理解短小方法的优势

    我们最好尽可能的编写最清晰的代码,将优化交给JIT编译器完成.一个常见的错误优化是,将大量逻辑放在一个函数中,以期减少额外的方法调用开销.这种将函数逻辑直接写在循环内部的常见优化做法却会降低.NET应 ...

  4. 并发编程:synchronized 锁升级过程的验证

        关于synchronized关键字以及偏向锁.轻量级锁.重量级锁的介绍广大网友已经给出了太多文章和例子,这里就不再重复了,也可点击链接来回顾一下.在这里来实战操作一把,验证JVM是怎么一步一步 ...

  5. 深入理解jvm jdk1,7(1)

    java 虚拟机管理的内存模型包含以下几个运行时数据区域: 程序计数器: 程序计数器是一块较小的内存空间,它可以看成当前线程执行的字节码的行号指示器.在虚拟机的概念模型里(仅是概念模型,各种虚拟机可能 ...

  6. NumPy(数组计算)

    一.介绍 NumPy是高性能科学计算和数据分析的基础包.它是pandas等其他各种工具的基础. 1.主要功能 1)ndarray,一个多维数组结构,高效且节省空间2)无需循环对整组数据进行快速运算的数 ...

  7. 【精华】9张思维导图带你学习Javascript

    转自:ChokCoco(http://www.cnblogs.com/coco1s/p/3953653.html) 学习的道路就是要不断的总结归纳,好记性不如烂笔头,so,下面将po出8张javasc ...

  8. <Android 基础(一)> Service

    介绍 Service(服务)是一个没有用户界面的在后台运行执行耗时操作的应用组件.其他应用组件能够启动Service,并且当用户切换到另外的应用场景,Service将持续在后台运行.另外,一个组件能够 ...

  9. iOS核心动画高级技巧之图层变换和专用图层(二)

    iOS核心动画高级技巧之CALayer(一) iOS核心动画高级技巧之图层变换和专用图层(二)iOS核心动画高级技巧之核心动画(三)iOS核心动画高级技巧之性能(四)iOS核心动画高级技巧之动画总结( ...

  10. Check Point R80 Security Management

    平台: CentOS 类型: 虚拟机镜像 软件包: Security Management basic software security 服务优惠价: 按服务商许可协议 云服务器费用:查看费用 立即 ...