Input (stdin)Download 2 8 5 1 2 3 7 8 6 4 8 1 2 5 3 7 8 6 4 Your Output (stdout) Too chaotic Too chaotic Expected OutputDownload Too chaotic 7 -------这题有问题吧,4如果要回到3的右边,一定要越过678 肯定超过和两个人交换的限制了,怎么可能是7呢? 不成功的代码: #!/bin/python3 import math import os impo…

Two tricks here: 1. Counting no. of inversed pairs - using Merge Sort, nothing special 2. How to check 'chaotic'? We simply check if any number is over 2 slots away from its own slot : ) #!/bin/python3 import sys ret = 0 def merge(arr1, arr2): global…

题目传送门:https://www.hackerrank.com/challenges/unique-colors 感谢hzq大神找来的这道题. 考虑点分治(毕竟是路经统计),对于每一个颜色,它的贡献是独立的.我们可以在一次点分治中合在一块处理(为什么时间复杂度是对的呢,因为我们每次改动只会根据当前点的颜色进行变动,而不是所有颜色对着它都来一遍).每次先对重心单独计算答案贡献,此时也将当前区域的各个答案贡献计算出来,并以此为基础(之后称之为基准贡献,即代码中的tot).对于每一棵子树,我们先df…

Firt thought: an variation to LCS problem - but this one has many tricky detail. I learnt the solution from this link:https://github.com/wangyongliang/Algorithm/blob/master/hackerrank/Strings/Square%20Subsequences/main.cc And here is his code with my…

It is about how to choose btw. BFS and DFS. My init thought was to DFS - TLE\MLE. And its editorial gives a very neat BFS based idea which costs much less memory. https://www.hackerrank.com/challenges/beautiful-path/editorial…

It is marked as a NPC problem. However from the #1 code submission (https://www.hackerrank.com/CharlesOfria), it looks pretty much like a Brutal-Force (or simulation) based solution, mixed with some greedy strategies. To me the other NPC "Queens Revi…

目录 . 引言 . IIS 6.0 FTP匿名登录.匿名可写加固 . IIS 7.0 FTP匿名登录.匿名可写加固 . IIS >= 7.5 FTP匿名登录.匿名可写加固 . IIS 6.0 Anonymous PUT(WEBDAV匿名可写)加固 . IIS 7.0 Anonymous PUT(WEBDAV匿名可写)加固 . IIS >= 7.5 Anonymous PUT(WEBDAV匿名可写)加固 . IIS ISAPI Filter(isapiFilters) . IIS Extensi…

目录 . C++标准模版库(Standard Template Library STL) . C++ STL容器 . C++ STL 顺序性容器 . C++ STL 关联式容器 . C++ STL 容器适配器 . C++ STL算法 . C++ STL边界限制 1. C++标准模版库(STL) STL就是Standard Template Library,标准模板库.从根本上说 . STL是一些"容器"集合 . STL也是算法和其他一些组件的集合 . 这里的"容器"…

传送门 今天在HackerRank上翻到一道高精度题,于是乎就写了个高精度的模板,说是模板其实就只有乘法而已. Extra long factorials Authored by vatsalchanana on Jun 16 2015 Problem Statement You are given an integer N. Print the factorial of this number. N!=N×(N−1)×(N−2)×⋯×3×2×1 Note: Factorials of N>20…

Great learning for me:https://www.hackerrank.com/rest/contests/master/challenges/lucky-numbers/hackers/turuthok/download_solution Basically it is memorized search application. And we follow a discrete strategy: split it into digits and go digit by di…