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Day 1
Top Rated
Accepted
#5778:
fsdhmbb
Accepted: : 7
#5778:
fsl123
Accepted: : 7
#5778:
Fugeg
Accepted: : 7
#5778:
FZY0314
Accepted: : 7
#5778:
GalenoJiao
Accepted: : 7
#5778:
Gemini
Accepted: : 7
#5778:
geven
Accepted: : 7
#5778:
gevenfeng
Accepted: : 7
#5778:
ggggjjjj
Accepted: : 7
#5778:
ggghe
Accepted: : 7
#5778:
Goldenglow1427
Accepted: : 7
#5778:
gtrhetr
Accepted: : 7
#5778:
gugugu
Accepted: : 7
#5778:
guiyuan98
Accepted: : 7
#5778:
guoyitao
Accepted: : 7
#5778:
hahacoi
Accepted: : 7
#5778:
hahyzm2008
Accepted: : 7
#5778:
hanhai
Accepted: : 7
#5778:
HCCH
Accepted: : 7
#5778:
heyuhao
Accepted: : 7
#5778:
hkk
Accepted: : 7
#5778:
Hkueen
Accepted: : 7
#5778:
hlzy_awei
Accepted: : 7
#5778:
HNO3il
Accepted: : 7
#5778:
Hridaya
Accepted: : 7
宠辱不惊,看庭前花开花落;去留无意,望天上云卷云舒
#5778:
ht177970
Accepted: : 7
#5778:
Hthntd
Accepted: : 7
#5778:
Htlang
Accepted: : 7
#5778:
huangkehai
Accepted: : 7
#5778:
huangym_07
Accepted: : 7
#5778:
huangzihao123
Accepted: : 7
#5778:
hwww
Accepted: : 7
#5778:
hypeskynick
Accepted: : 7
#5778:
IceKnight1093
Accepted: : 7
#5778:
Iceturky
Accepted: : 7
#5778:
icpccamp2024-team08
Accepted: : 7
#5778:
iframe
Accepted: : 7
#5778:
Iqubiud
Accepted: : 7
#5778:
IrisCrow
Accepted: : 7
#5778:
iscreamc3
Accepted: : 7
#5778:
ItheaValgulious
Accepted: : 7
#5778:
ivan_alexeev
Accepted: : 7
#5778:
Jay202
Accepted: : 7
#5778:
jerry3128
Accepted: : 7
#5778:
Jiahc
Accepted: : 7
#5778:
jiajia
Accepted: : 7
#5778:
jiajieshi
Accepted: : 7
#5778:
Jiangnan01
Accepted: : 7
#5778:
jimmyF
Accepted: : 7
#5778:
jmyszka
Accepted: : 7
Kiedy ty zmondrzejesz Jan Myszka?
#5778:
johntime
Accepted: : 7
#5778:
juriii
Accepted: : 7
#5778:
jxu
Accepted: : 7
#5778:
KaiserWilheim
Accepted: : 7
Valar ipradis, valar ēdrussis, valar jorrāelis, valar morghūlis.
#5778:
kanglr1013
Accepted: : 7
#5778:
kareemsakkary
Accepted: : 7
#5778:
kath
Accepted: : 7
#5778:
Kato_Shoko
Accepted: : 7
#5778:
kfgzsdd
Accepted: : 7
#5778:
KimeyJ
Accepted: : 7
#5778:
Kita11
Accepted: : 7
#5778:
KK1729
Accepted: : 7
#5778:
kkkkk
Accepted: : 7
#5778:
knamx
Accepted: : 7
#5778:
knightofshadow
Accepted: : 7
#5778:
kongksora
Accepted: : 7
#5778:
krito2023
Accepted: : 7
#5778:
L_liu11
Accepted: : 7
#5778:
L3067545513
Accepted: : 7
#5778:
laing2122
Accepted: : 7
#5778:
lanby
Accepted: : 7
#5778:
lanthe0
Accepted: : 7
#5778:
laopohou
Accepted: : 7
#5778:
lcjlcj
Accepted: : 7
#5778:
LeNcyer
Accepted: : 7
#5778:
LETTER
Accepted: : 7
#5778:
Li_Xinyue
Accepted: : 7
#5778:
liaoyingyu
Accepted: : 7
#5778:
linak
Accepted: : 7
#5778:
Littlelu
Accepted: : 7
#5778:
liuenci
Accepted: : 7
#5778:
Liuf
Accepted: : 7
#5778:
liyuze
Accepted: : 7
#5778:
LiZnB
Accepted: : 7
#5778:
londono
Accepted: : 7
#5778:
lonely_log
Accepted: : 7
#5778:
longerdoc
Accepted: : 7
#5778:
lprdsb
Accepted: : 7
#5778:
lsroi
Accepted: : 7
#5778:
lSS
Accepted: : 7
#5778:
lsxhyyds
Accepted: : 7
#5778:
LtyFime
Accepted: : 7
#5778:
lulujia5454
Accepted: : 7
#5778:
lupengheyyds
Accepted: : 7
#5778:
LurkInShadow
Accepted: : 7
#5778:
Luzhuoyuan
Accepted: : 7
#5778:
lxhcr
Accepted: : 7
#5778:
lyt_awa
Accepted: : 7
#5778:
maburb
Accepted: : 7
#5778:
Mario
Accepted: : 7
$$\oint_{w=0}\frac{dw}{2\pi i}\frac{1}{f(w)-z}=\sum_{n=0}^\infty\frac{z^n}{n!}\left.\frac{d^n}{dw^n}\left(\frac{w}{f(w)}\right)^{n+1}\right|_{w=0}$$
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