QOJ.ac

QOJ

#	Username	Motto	Solved
200	ucup-team580		110
202	oscaryang		109
202	PPP		109
202	ucup-team1876		109
202	ucup-team2279		109
202	ucup-team3057		109
207	smax		108
207	ucup-team859		108
209	ucup-team2262		107
209	ucup-team2424		107
209	ucup-team607		107
212	UrgantTeam		106
212	zyz07	$$ \prod_{\prod_{\cot 5<1}5>k}\begin{bmatrix}\sum_{Y\ge\alpha+f} \oint_{2}^{T}\chi\mathrm{d}k&\begin{bmatrix}\kappa&p\\\alpha&k\end{bmatrix} \\\cot\cot\prod_{\frac{P}{9}\neq 2}d&\tan p\end{bmatrix} $$	106
214	Days_of_Future_Past		105
214	SorahISA		105
216	moriko		104
216	yllcm		104
218	conzloi		103
218	haze	爱在一起或死在一起，舍此别无他途。	103
220	ucup-team1682		102
220	zlxFTH		102
222	Lain		101
222	propensity	The binary Gray code is fun, For in it strange things can be done. Fifteen, as you know, Is one, oh, oh, oh, And ten is one, one, one and one	101
222	ucup-team922		101
225	Naitoah	一只菜喵捏~	100
225	sinbad		100
227	bashkort	Lost time is never found again.	99
227	ucup-team254		99
227	ucup-team992		99
230	lpf		98
230	NOI_AK_ME	$\Large\pi=\frac{426880\sqrt{10005}}{\sum_{n=0}^\infty\frac{(6n)!(13591409+545140134n)}{(3n)!(n!)^3(-640320)^{3n}}}$	98
230	ucup-team570		98
233	Scintilla		97
233	skittles1412		97
235	crsfaa		96
235	Cx330qwq	不会输的	96
235	perspective	$$\sqrt{\pi n} \lesssim \mathbb E[\mathrm{depth}] \leq O((n\log n)^{1/2})$$	96
235	QAQQWQ		96
235	ucup-team2112		96
240	TTW		95
240	ucup-team010		95
240	ucup-team2006		95
240	xaphoenix		95
244	Farmer_D		94
244	ucup-team1984		94
246	Baltinic	$$\rho \left ( \frac{\partial \mathbf{v}}{\partial t} + \mathbf{v} \cdot \nabla \mathbf{v} \right) = - \nabla p + \nabla \cdot \mathbf{T} + \mathbf{f}$$	93
246	Harry27182		93
246	txl16211		93
246	ucup-team874	😨	93
250	DaBenZhongXiaSongKuaiDi		92
250	George_Plover		92
252	chenchi		91
252	nameless_story		91
252	ucup-team2128		91
252	ucup-team952	bulijiojiodibuliduo好闪，拜谢bulijiojiodibuliduo！	91
256	arnold518		90
256	mshcherba		90
256	ucup-team154		90
256	UFRJ		90
260	FISHER_		88
260	ucup-team1303	不姓姚不传谣	88
260	ucup-team2230		88
260	wsyear	笋子烧鸡	88
260	zzuqy		88
265	nhuang685		87
265	ucup-team484		87
267	little_sun		86
267	nanika		86
267	testusera		86
267	ucup-team1716		86
267	ucup-team2177		86
272	ucup-team1631		85
272	ucup-team959		85
272	warner1129		85
272	Yarema		85
272	youngsystem		85
272	zjy0001		85
278	Crying	第五人格。	84
278	Ecec243		84
278	tarjen		84
278	ucup-team162		84
278	ucup-team2725		84
278	wsc2008		84
284	HaccerKat		83
284	ucup-team206		83
284	Vengeful_Spirit		83
284	yangjiuzhi	@_silhouette_	83
288	abdelrahman001		82
288	Dualqwq		82
288	RedreamMer		82
288	ucup-team2039		82
288	ZSH_ZSH		82
293	1kri		81
294	15867449938	$$Z_G(t_1,t_2,\ldots,t_n) = \frac{1}{\|G\|}\sum_{g \in G} t_1^{c_1(g)} t_2^{c_2(g)} \cdots t_n^{c_n(g)}$$	80
294	2745518585		80
294	berarchegas		80
294	Froggygua	周转没有丁丁。	80
294	ucup-team019		80
294	ucup-team1332		80
294	ucup-team1600		80