QOJ.ac
QOJ
#290: ucup-team6719
Accepted: : 214
Are we robots?
#293: ucup-team3790
Accepted: : 213
#294: nanika
Accepted: : 211
#294: RDFZchenyy
Accepted: : 211
悟已往之不谏，知来者之可追。实迷途其未远，觉今是而昨非。
#294: ucup-team3966
Accepted: : 211
$$\underline{洹}我\underline{达}美\underline{乐}$$
#294: Wu_Ren
Accepted: : 211
#298: ucup-team228
Accepted: : 210
#298: yoy68
Accepted: : 210
#298: yzhang
Accepted: : 210
如果结果不如你所愿，就在尘埃落定前奋力一搏
#301: gg_gong
Accepted: : 209
Who am I? Why am I here?
#301: ucup-team7398
Accepted: : 209
#303: Euphoria_
Accepted: : 207
Orz ian_HLX
#303: ljw12345
Accepted: : 207
#303: ucup-team123
Accepted: : 207
#306: Calculatelove
Accepted: : 206
Love all my perfect imperfections.
#306: feecle6418
Accepted: : 206
gyh ak ioi
#306: jqh333
Accepted: : 206
#306: nhuang685
Accepted: : 206
#310: KevinLikesCoding
Accepted: : 205
$$\pi(n)=dp_{n,\pi \left (n^\frac{1}{3} \right )}-\pi \left (n^\frac{1}{3} \right ) +1-\sum_{p\in \left(n^\frac{1}{3},n^\frac{1}{2} \right] }\pi \left (\frac{n}{p} \right )-\pi(p)+1$$
#310: ucup-team4478
Accepted: : 205
#310: UESTC_BYR
Accepted: : 205
#313: do_while_true
Accepted: : 204
#313: jimmyywang
Accepted: : 204
#313: ucup-team6879
Accepted: : 204
#313: yyyyxh
Accepted: : 204
What is OI (O_o)?
#317: Lzy_
Accepted: : 203
#317: ucup-team1565
Accepted: : 203
#319: new_dawn_2
Accepted: : 202
#319: ucup-team3634
Accepted: : 202
#321: 2021cyq
Accepted: : 201
#321: ahihi1234
Accepted: : 201
#321: Arkweedy
Accepted: : 201
#324: ucup-team1055
Accepted: : 200
#324: ucup-team1617
Accepted: : 200
#324: ucup-team3774
Accepted: : 200
#324: ucup-team7524
Accepted: : 200
#328: binminh01
Accepted: : 199
#328: ucup-team1126
Accepted: : 199
#328: ucup-team2401
Accepted: : 199
#331: frankly6
Accepted: : 198
#331: MarSer020
Accepted: : 198
#331: test_algth
Accepted: : 198
#334: ANIG
Accepted: : 197
..
#334: arnold518
Accepted: : 197
#334: ucup-team1002
Accepted: : 197
#334: ucup-team3188
Accepted: : 197
#334: ucup-team7502
Accepted: : 197
#339: Nova_NightWind0311
Accepted: : 196
#340: Lynia
Accepted: : 195
#340: qwq
Accepted: : 195
$\displaystyle \sum_{i=1}^n [i,i+1,\cdots, i+k] \pmod{10^9+7}$
#340: thomas0702
Accepted: : 195
#340: ucup-team029
Accepted: : 195
#344: Little_Penguin
Accepted: : 193
#344: ucup-team6072
Accepted: : 193
#346: ucup-team1191
Accepted: : 192
#347: pengpeng_fudan
Accepted: : 191
#347: ucup-team4740
Accepted: : 191
#347: ucup-team635
Accepted: : 191
#347: zfs732
Accepted: : 191
#351: ucup-team1001
Accepted: : 190
utopian
#351: ucup-team2262
Accepted: : 190
#351: Yarema
Accepted: : 190
#354: KafuuChinocpp
Accepted: : 189
#354: ucup-team7610
Accepted: : 189
#356: sdoi
Accepted: : 188
$$P_{a_i}(x) = [t^{a_i}]\frac{1}{1-xF(t)}$$
#357: C1942huangjiaxu
Accepted: : 187
#357: pystraf
Accepted: : 187
more haste, more waste
#357: ucup-team1766
Accepted: : 187
#360: caijianhong
Accepted: : 186
#360: ucup-team026
Accepted: : 186
#362: Lucid_Sorrow
Accepted: : 185
#362: travel
Accepted: : 185
#362: ucup-team073
Accepted: : 185
#362: ucup-team1332
Accepted: : 185
#366: jinqihao2023
Accepted: : 184
#366: myee
Accepted: : 184
与其诺诺以顺，不若谔谔以昌
#368: lmh_qwq
Accepted: : 183
嘟嘟嘟
#368: zlxFTH
Accepted: : 183
#370: infCraft
Accepted: : 182
#370: ucup-team006
Accepted: : 182
#370: ucup-team7255
Accepted: : 182
#373: Acoipp
Accepted: : 181
#373: ffffyc
Accepted: : 181
#373: lazy1105
Accepted: : 181
ぼっち・ざ・ろっく！
#373: mendicillin2
Accepted: : 181
#373: oxford01
Accepted: : 181
#373: ucup-team6748
Accepted: : 181
#379: LYT0122
Accepted: : 180
#379: Sktn0089
Accepted: : 180
#379: ucup-team4938
Accepted: : 180
乌龟风扇俱乐部
#379: ucup-team5101
Accepted: : 180
#383: ucup-team3583
Accepted: : 179
#383: ucup-team6590
Accepted: : 179
#385: BreakPlus
Accepted: : 178
#385: x_707471
Accepted: : 178
#387: Diaosi
Accepted: : 177
#387: icpc_zhzx034
Accepted: : 177
#387: nathan4690
Accepted: : 177
#387: piggy123
Accepted: : 177
#391: ucup-team2454
Accepted: : 176