QOJ.ac

QOJ

比赛排行榜 通过数

#4950: wswswsnhnhnh888

Accepted: : 27

#4950: wx03

Accepted: : 27

#4950: wxxxx

Accepted: : 27

#4950: xdz_

Accepted: : 27

#4950: xxqz

Accepted: : 27

#4950: xxxxxzy

Accepted: : 27

#4950: yaoxi_std

Accepted: : 27

#4950: yylx

Accepted: : 27

#4950: zero.

Accepted: : 27

#4950: ZestfulYK

Accepted: : 27

#4950: zhoujinpeng

Accepted: : 27

#4950: Zoomy

Accepted: : 27

#5100: __yyn__

Accepted: : 26

#5100: 0gur4ik

Accepted: : 26

#5100: 3449

Accepted: : 26

#5100: 666...

Accepted: : 26

#5100: a_stupid_OIer

Accepted: : 26

#5100: Abanoub_Ashraf

Accepted: : 26

#5100: AbelTomato

Accepted: : 26

#5100: acm_fck

Accepted: : 26

#5100: Aje453

Accepted: : 26

#5100: AK_Dream

Accepted: : 26

#5100: AlicX

Accepted: : 26

#5100: Alphaban

Accepted: : 26

#5100: BuZhiDaoJiaoShenMe

Accepted: : 26

#5100: cabbagea

Accepted: : 26

#5100: castc

Accepted: : 26

#5100: chaoyi88906

Accepted: : 26

#5100: chenxumin1017

Accepted: : 26

#5100: chenyuze_2029

Accepted: : 26
两条平行线永不相交。两条相交的线,先是不停相近,但在经历唯一的交点后,越离越远。

#5100: chimera

Accepted: : 26

#5100: cleverpenguin

Accepted: : 26

#5100: cn449

Accepted: : 26

#5100: crashed

Accepted: : 26

#5100: crimsonsunset

Accepted: : 26

#5100: CUET_infinite_tsukuyomi

Accepted: : 26

#5100: cyc001

Accepted: : 26

#5100: dbywsc

Accepted: : 26

#5100: ddddd000

Accepted: : 26

#5100: DJ2006

Accepted: : 26

#5100: E_huan

Accepted: : 26

#5100: Eryi

Accepted: : 26

#5100: ethening

Accepted: : 26

#5100: Evier

Accepted: : 26

#5100: fanchuanyu

Accepted: : 26

#5100: fizzydavid

Accepted: : 26

#5100: flow2023

Accepted: : 26

#5100: Frederick_G

Accepted: : 26

#5100: Fyeaus

Accepted: : 26

#5100: GeZhiyuan

Accepted: : 26

#5100: gjm2005

Accepted: : 26

#5100: glazecat

Accepted: : 26

#5100: HaijieTan

Accepted: : 26

#5100: hcx2012

Accepted: : 26

#5100: Hevix

Accepted: : 26

#5100: HP

Accepted: : 26

#5100: hrmendes

Accepted: : 26

#5100: huichen

Accepted: : 26
无法割舍就别怕伤

#5100: int4399

Accepted: : 26

#5100: IOcstdio

Accepted: : 26

#5100: JeffZhao

Accepted: : 26

#5100: Jenss

Accepted: : 26

#5100: JianYu

Accepted: : 26

#5100: KarimSalakhov

Accepted: : 26

#5100: KAS26710

Accepted: : 26

#5100: keke

Accepted: : 26

#5100: khanhphucscratch

Accepted: : 26

#5100: konyakest

Accepted: : 26

#5100: l_rANd

Accepted: : 26

#5100: lcqlily

Accepted: : 26

#5100: Limie

Accepted: : 26

#5100: lionel_code

Accepted: : 26

#5100: LiZYX

Accepted: : 26

#5100: LLL66

Accepted: : 26

#5100: Lnian

Accepted: : 26

#5100: LoongYun

Accepted: : 26

#5100: LucienDLC

Accepted: : 26

#5100: lzc

Accepted: : 26
Dice

#5100: maze

Accepted: : 26

#5100: Metallic

Accepted: : 26

#5100: miss_robot

Accepted: : 26

#5100: mortis_life

Accepted: : 26

#5100: mujigae

Accepted: : 26

#5100: Network_Flow

Accepted: : 26

#5100: NobodyThere

Accepted: : 26

#5100: Nordseestrasse

Accepted: : 26

#5100: not_clever_sylQJ

Accepted: : 26

#5100: nuc_x

Accepted: : 26

#5100: nzy

Accepted: : 26

#5100: OdtreePrince

Accepted: : 26

#5100: oper

Accepted: : 26

#5100: patgra

Accepted: : 26

#5100: Phang

Accepted: : 26

#5100: PhoenixRebirth

Accepted: : 26

#5100: pipoika

Accepted: : 26

#5100: pretentious

Accepted: : 26
$$\det(AB) = \sum_{S\in\tbinom{[n]}m} \det(A_{[m],S})\det(B_{S,[m]})$$

#5100: pring

Accepted: : 26

#5100: QEDhjzh

Accepted: : 26

#5100: qingyu_orz

Accepted: : 26

#5100: qky

Accepted: : 26
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