QOJ.ac

QOJ

比赛排行榜 通过数

#290: MarSer020

Accepted: : 222

#290: MatrixGroup

Accepted: : 222
どうか どうか どうか | 可是真实的人生,必定是单调、残酷,而缺乏色彩的

#294: ucup-team2819

Accepted: : 221

#295: Little_Penguin

Accepted: : 220

#295: ucup-team7524

Accepted: : 220

#297: masterhuang

Accepted: : 219
不要逃避自己的命运

#297: nanika

Accepted: : 219

#297: xlwang

Accepted: : 219

#300: houzhiyuan

Accepted: : 217

#300: shinonome_ena

Accepted: : 217

#302: liuziao

Accepted: : 216

#302: ucup-team870

Accepted: : 216

#304: jxy2012

Accepted: : 215

#304: KevinLikesCoding

Accepted: : 215
$$\pi(n)=\phi\left(n,\pi\left(n^\frac{1}{3}\right)\right)-\pi\left (n^\frac{1}{3} \right ) + 1 - \sum_{p\in \left(n^\frac{1}{3},n^\frac{1}{2} \right] } \pi \left (\frac{n}{p} \right )-\pi(p)+1 $$

#304: RDFZchenyy

Accepted: : 215
悟已往之不谏,知来者之可追。实迷途其未远,觉今是而昨非。

#304: ucup-team3862

Accepted: : 215

#308: ucup-team580

Accepted: : 214

#308: zfs732

Accepted: : 214

#310: ucup-team3790

Accepted: : 213

#311: pystraf

Accepted: : 212
more haste, more waste

#311: thomas0702

Accepted: : 212

#313: ucup-team3966

Accepted: : 211
$$\underline{洹}我\underline{达}美\underline{乐}$$

#313: Wu_Ren

Accepted: : 211

#315: gg_gong

Accepted: : 210
Who am I? Why am I here?

#315: ucup-team228

Accepted: : 210

#315: ucup-team2401

Accepted: : 210

#315: yoy68

Accepted: : 210

#315: yzhang

Accepted: : 210
如果结果不如你所愿,就在尘埃落定前奋力一搏

#320: 2021cyq

Accepted: : 209

#321: Calculatelove

Accepted: : 208
Love all my perfect imperfections.

#321: do_while_true

Accepted: : 208

#323: feecle6418

Accepted: : 207
gyh ak ioi

#323: ucup-team123

Accepted: : 207

#325: ahihi1234

Accepted: : 206

#325: nhuang685

Accepted: : 206

#327: binminh01

Accepted: : 205

#327: jqh333

Accepted: : 205

#327: ucup-team073

Accepted: : 205

#327: ucup-team4478

Accepted: : 205

#331: yyyyxh

Accepted: : 204
What is OI (O_o)?

#332: Arkweedy

Accepted: : 203

#332: Lzy_

Accepted: : 203

#332: ucup-team1565

Accepted: : 203

#335: new_dawn_2

Accepted: : 202

#335: ucup-team3634

Accepted: : 202

#337: ucup-team6748

Accepted: : 201

#338: LYLAKIOI

Accepted: : 200

#338: Sktn0089

Accepted: : 200

#338: ucup-team1055

Accepted: : 200

#338: ucup-team1617

Accepted: : 200

#338: ucup-team3774

Accepted: : 200

#338: ucup-team7610

Accepted: : 200

#344: pengpeng_fudan

Accepted: : 199

#344: test_algth

Accepted: : 199

#344: ucup-team1126

Accepted: : 199

#347: ANIG

Accepted: : 198
..

#347: frankly6

Accepted: : 198

#349: Acoipp

Accepted: : 197

#349: arnold518

Accepted: : 197

#349: ucup-team1002

Accepted: : 197

#349: ucup-team3188

Accepted: : 197

#349: ucup-team7582

Accepted: : 197

#354: Nova_NightWind0311

Accepted: : 196

#354: Sai_tqwq

Accepted: : 196

#356: Lynia

Accepted: : 195

#356: qwq

Accepted: : 195
$\displaystyle \sum_{i=1}^n [i,i+1,\cdots, i+k] \pmod{10^9+7}$

#356: suspicious-impostor

Accepted: : 195

#356: ucup-team029

Accepted: : 195

#356: ucup-team7683

Accepted: : 195
一直游到海水变蓝

#361: ucup-team6072

Accepted: : 193

#362: Federal1Commander

Accepted: : 192

#362: ucup-team1191

Accepted: : 192

#364: ucup-team4740

Accepted: : 191

#364: ucup-team635

Accepted: : 191

#366: caijianhong

Accepted: : 190

#366: lmh_qwq

Accepted: : 190
嘟嘟嘟

#366: ucup-team1001

Accepted: : 190
utopian

#366: ucup-team2262

Accepted: : 190

#366: Yarema

Accepted: : 190

#371: C1942huangjiaxu

Accepted: : 189

#371: nathan4690

Accepted: : 189

#371: travel

Accepted: : 189

#371: zlxFTH

Accepted: : 189

#375: KafuuChinocpp

Accepted: : 188

#375: sdoi

Accepted: : 188
$$P_{a_i}(x) = [t^{a_i}]\frac{1}{1-xF(t)}$$

#375: ucup-team4938

Accepted: : 188
乌龟风扇俱乐部

#375: x_707471

Accepted: : 188

#379: LYT0122

Accepted: : 187

#379: ucup-team1766

Accepted: : 187

#379: ucup-team5546

Accepted: : 187

#379: ucup-team5656

Accepted: : 187
有点小幽默

#383: ucup-team026

Accepted: : 186

#383: ucup-team6877

Accepted: : 186

#385: crsfaa

Accepted: : 185

#385: Lucid_Sorrow

Accepted: : 185

#385: moriko

Accepted: : 185

#385: ucup-team1332

Accepted: : 185

#389: ffffyc

Accepted: : 184

#389: jinqihao2023

Accepted: : 184

#389: myee

Accepted: : 184
与其诺诺以顺,不若谔谔以昌
  • 1
  • 2
  • 3
  • 4
  • 5
  • 6
  • 7
  • 8
  • 9
  • 10
  • 11