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包含标签:xgn 的文章
  • Orange Boy Can You Solve It Out? Ep.19
    OBCYSIO

    Orange Boy Can You Solve It Out? Ep.19

    比以往更加黑暗的思考题 广西省人大音乐 不支持audio!! Idolatrize World Haniyasushin Keiki loves crafting. She has n kinds of items. The i-th kind of item has name name_i. She also has m recipes. The i-th recipe needs len_i of different kinds of dif……
    XGN 2019年8月16日
  • 2019 多校(MUTC) Diary Round 4
    日记

    2019 多校(MUTC) Diary Round 4

    大家好,我是(这场比赛里啥都没干的)XGN。今天的BLOG由我来糊写。 赛前 由于昨天的CF,我和MK早上起的都不早,大概都是11点左右吧。正当我在玩TH的时候,SYR的“I AM READY”到了,我才发现已经11:59了。于是匆忙没吃午饭便开始了。SYR从1001开始,我从1005开始,MK……
    XGN 2019年7月31日
  • Orange Boy/Red Girl/Legendary Grandmeow Can You Solve It Out?
    题&解

    Orange Boy/Red Girl/Legendary Grandmeow Can You Solve It Out?

    思考题 for grand contest Orange Boy(Monk.eyk.ing),Red girl(Mack.erel.pike) and their cat LGM(Legendary.Grand.Meow) are a happy family. But in fact, they are the heroes that is helping the world in silent. One day, the earth is under the attack……
    XGN 2019年7月26日
  • Orange Boy Can You Solve It Out? Ep.18
    OBCYSIO

    Orange Boy Can You Solve It Out? Ep.18

    思考题 about poems Is your love as confusing as the sun acquiesced? Once a Chinese poem said: There's sun in the east but rain in the west, Is your love as confusing as the sun acquiesced? Now you are given a undirected weighted graph G of N ……
    XGN 2019年7月25日
  • Orange Boy Can You Solve It Out? Ep.17
    OBCYSIO

    Orange Boy Can You Solve It Out? Ep.17

    思考题 for Hakurei Reimu Legacy of Lunatic Kingdom ZJS loves playing Touhou. In the famous STG game Touhou:Legacy of Lunatic Kingdom the game rules are defined as follows: The game consists of N "stages". Player start from Stage 1 and ends at Stage……
    XGN 2019年7月25日
  • 2019 多校(MUTC) Diary Round 2
    日记

    2019 多校(MUTC) Diary Round 2

    hi。我是队中最不给力的XGN。今天是MUTC第二场……我来瞎写一下今天的所见所闻。 「NOON」 中午12:00,比赛开始。和上次一样,我在上课。MK倒是在世贸可以参加比赛。SYR我就不知道了。反正等我到世贸的时候,大概12:15,世贸停电中……SYR没有到,空调没有开,没有灯和……
    XGN 2019年7月24日
  • Dr.Jing's Lecture Note Ep.2
    技术

    Dr.Jing's Lecture Note Ep.2

    OGF - Cayley Formula Question Statement Prove # of trees on [n] = n^{n-2} Solution f:(1,2,3,...,n)\to(1,2,3,...,n) f(1)=1,f(n)=n Functional Digraph(directed graph) D V(D)=[n] 编者注:V为节点集合 (i,j)\in E(D) if f(i)=j 注:E为边集合 Example | ……
    XGN 2019年7月24日
  • Dr.Jing's Lecture Note Ep.1
    技术

    Dr.Jing's Lecture Note Ep.1

    $\mathcal A$ is a collection of combinatorial objects. => $\mathcal A$ and $\mathcal B$ are combinatorically isomorphic if there exist a size-preserving bijection between $\mathcal A$ and $\mathcal B$ Q1 Prove that number of Dyck Paths D_{n-1} equa……
    XGN 2019年7月23日
  • Orange Boy Can You Solve It Out? Ep.16
    OBCYSIO

    Orange Boy Can You Solve It Out? Ep.16

    思考题 of math again Slime Legend II In the world of fantasy, there lives N+1 types of monsters indexed from 0 to N. Each monster can be represented by an integer pow_i - their power. And specially, type 0 is SLIME. Slime has a special ability to "……
    XGN 2019年7月23日
  • [README]Guide Post/欢迎来到HHS BLOG/リードミー
    未分类

    置顶 [README]Guide Post/欢迎来到HHS BLOG/リードミー

    欢迎来到Hell Hole Studios Blog! 这是一个由HHS成员共同维护的blog网站,主要内容包括游戏、技术、数学、信息竞赛和旅游日记,主要blog语言有中文、英文(备注:点击标签来查看同标签内容)。下面的链接可能会帮助到您更好的浏览本站。 Welcome to the Hell Hole Stu……
    XGN 2019年7月22日