包含标签：xgn 的文章
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Skype聊天数据分析
众所周知,Skype是hhs指定聊天工具。它界面简洁，功能多样贼tm卡 今天早上某人突发奇想想把过去的聊天记录全下下来，然后惊讶的发现有入口... 下载地址 申请下载，大概2h审批 出现 界面即可 里面是一个tar压缩包 解压后会出现一个叫"messages.json"的json文件 50M....……carott 2020年2月5日
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LSS 2 Announcement & Editorial
Hi, coders. I welcome you to Like Shiyan Simulation Round 2. This round will be held on OJ Essential. As usual, you can take any 1h of your spare time. Hints: 1. Problems: 4 (100-100-50-50) 2. Time: 1h 3. Difficulty: Around Div2D 4. 1 from Atcoder,……XGN 2020年2月4日
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用冠状病毒学习客户端请求方式
啊，中国的朋友们大家好，我是来自HHS的XGN。最近冠状病毒爆发，各地都在出台政策防治。笔者刚从老家回来，路上受到了各种检查和测温。假设我们将每一台车上的人看作一个服务器，每一组检查站看成一个客户端。那么，检查站想要连续、精确的获取到车上的人的体温，有什…… -
2020 STG Release
It's gonna be 2020 Chinese New Year. Seems someone is going to send a gift. The 2020 STG! Warning: Play Touhou first before playing this Story In Gensyoku it's going to be the Lunar New Year. Reimu is going to invite Nazrin as one of the moscots. B…… -
LSS 1 Editorial
Contest Link If you haven't read the problems or tried to solve it yourself, don't read this. A - Clock Difficulty: d2b Hint The hour hand of the clock moves 0.5 degree per minute, the minute hand of the clock moves 6 degree per minute. Then it tur…… -
Orange Boy Can You Solve It Out? Ep. 35
思考题 for 2020 DuiLian 二十年飞花不尽 一几度落月无穷 九州同乐 Of twenty years, the flower never withers In one eternity, the moon forever remains Enjoy it together It's 2020 soon. It's time for the biggest holiday - The Yuandan and the Chinese Ne…… -
Orange Boy Can You Solve It Out? Ep. 34
思考题 about cheating Lottery Cheating Let's have some lottery! In this lottery system, a number string S and an array of integers A is predetermined. It is known that |A|=|S| and let's define A_0=0. Each user chooses a number string T(|T|=|S|). Th…… -
Orange Boy Can You Solve It Out? Ep. 33
思考题 Times A shadow pokemon! Recently the famous game Pokemon SwordString was released. XGN, one of the biggest fan of Pokemon, decided to have a try. In each battle, your Pokemon can be seen as a string A and the enemy can be seen as a string B.…… -
Orange Boy Can You Solve It Out? Ep. 32
思考题 in one sentence Yet Another Easy Problem Find any positive integer pair a,b so that (a+b)+(a+b)\mod k=n where k,n are given or -1 -1 if not found. Examples Input K=100 N=268 Output 200 34 Explain 200+34+(200+34)mod 100=234+34=268 Input K=100…… -
Orange Boy Can You Solve It Out? Ep. 31 (Hard)
Solved! Difficulty: Div2E-Div2F If you prefer easier problem, please visit here 思考题 for dw Childish War (Hard) Miss. Broken Tail(Wei Duan) is the Math teacher of NFLS Class 8 Junior 3.She is a kind teacher. Miss. East(Fang Dong) is the Mat……