最新文章
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HHS craft v3 2019~2020(winter) 已结束!!!
这个假期, hhs craft迎来了新的季度——HHSv3. HHSv3使用了最帅的版本1.12.2, 并在此假期内超额完成任务, 可喜可贺!!! 完成一览: 32村堆叠刷铁厂(设计by comet107) 双维度史莱姆农场(可惜没有事先设计,地狱门方块阻挡了史莱姆寻路,效率--) 双维度还容易出现这样的问题…… -
2019 HHS Big Event
2019-01-01 WN,ZKY,HDD,ZJS,XZM,XGN,HYK,ZXY,ZYD The First of HHS New Year Party. 2019-02-06 XGN The first HHS real 3D game Planet ZJS released 2019-04-04 XZM The blog site is up! 2019-04-14 XGN,SYR,JGH Orange Boy Can You Solve It Out? series starts 2…… -
Orange Boy Can You Solve it Out? Ep. 28.5
思考题so late? Dazzit Again This is an easy version of OBCYSIO 28) You are given an integer sequence A of length N and another sequence B of length M. Then imagine a game: First, you choose exactly M different elements and arrange them, let's call …… -
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....…… -
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,…… -
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…… -
[Indiscipline][0]神必的不等式
这是一个神必的不等式技巧,睡觉时候想的,我也不知道对不对,用就完事儿了 :/ 0.1 如图,这是一个严格上凸函数y=f(x) 它的上面有两点(x_0,y_0),(x_1,y_1) 先做出这两点的2条切线,再将这两点连起来 易观察得斜率由大到小分别是左边切线,中间连线,右边切线 证明亦不难: 由…… -
[Crimson Boy Can You Solve This?] [0] easy algebra
This is an easy algebra problem. I believe clever jgh must can solve it in 1min! We know that x-\frac{y}{z}-\frac{z}{y}=y-\frac{x}{z}-\frac{z}{x}=z-\frac{x}{y}-\frac{y}{x}=a and x {\neq}y{\neq}z (1) What is the value of x+y+z ? (2) What is the valu……