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#406: BeyondHeaven

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#406: KevinLikesCoding

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$\pi(n)=dp_{n,\pi(n^\frac{1}{3})}-\pi(n^\frac{1}{3})+1-\sum_{p\in (n^\frac{1}{3},n^\frac{1}{2}]}\pi(\frac{n}{p})-\pi(p)+1$

#406: lichenyu_ac

Accepted: : 144

#406: lllei

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#410: CharlieVinnie

Accepted: : 143
You fly away so proudly, away from my summer. Slient words of praying, all these years repeating

#410: NYCU_MyGO

Accepted: : 143

#410: Pannda

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#410: ucup-team3807

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Accepted: : 142

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Accepted: : 141

#416: ucup-team162

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#419: Arkweedy

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#419: KisuraOP

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#419: Sktn0089

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#422: lsj2009

Accepted: : 139

#422: PHarr

Accepted: : 139
One day I`ll be fearless.

#422: Suzuranovo

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#422: thomas0702

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#422: ucup-team7545

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#422: xmdxmdxmd

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#428: Godwang

Accepted: : 138

#428: juan_123

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#428: triplem5ds

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#428: ucup-team2008

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#432: 251Sec

Accepted: : 137

#432: foolnine

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#432: hutality

Accepted: : 137
$$[x^n](1-x)^{-\frac{1}{2}} \exp\left(\frac{x(1+x)}{2-2x}\right)\frac{\left(\frac{2-x}{2-2x}\right)^k}{k!}\cdot\,_0 F _1 \left(;k+1;x\left(\frac{2-x}{2-2x}\right)^2\right)$$

#432: new_game_plus_players

Accepted: : 137

#432: ucup-team2279

Accepted: : 137

#432: warner1129

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#438: IvanZhang2009

Accepted: : 136

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Glory Glory HUS HSGS

#438: Minneapolis

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卷王别卷了

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#448: jijidawang

Accepted: : 135
ajdkfjjflsjl

#448: ucup-team254

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#448: ucup-team4366

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#448: ucup-team4714

Accepted: : 135

#448: wxhtzdy

Accepted: : 135

#454: Euphoria_

Accepted: : 134
Orz ian_HLX

#454: futarian

Accepted: : 134

#454: ljw12345

Accepted: : 134

#454: ucup-team2016

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#454: zwh2008

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#459: Beevo

Accepted: : 133

#459: NOI_AK_ME

Accepted: : 133
爱思接外斜杠接外 如因博欧爱思接外 安普提厚普爱思接外 付鹅体科四一二三四五六爱思接外 爱思接外!

#459: paul2008

Accepted: : 133

#459: QZJ123456

Accepted: : 133
点赞过三万更新狗鲸鱼写真集

#459: ucup-team5330

Accepted: : 133
赤橙黄绿青鸽子,谁吃饼皮当空舞?

#464: bashkort

Accepted: : 132
Lost time is never found again.

#464: oceeff

Accepted: : 132

#464: Tomorrow

Accepted: : 132

#464: ucup-team154

Accepted: : 132

#464: ucup-team2303

Accepted: : 132

#469: jiamengtong

Accepted: : 131

#469: piggy123

Accepted: : 131

#469: ucup-team1348

Accepted: : 131

#472: alch07

Accepted: : 130

#472: Lucid_Sorrow

Accepted: : 130

#472: travel

Accepted: : 130

#472: ucup-team241

Accepted: : 130

#472: ucup-team3555

Accepted: : 130
In the changing arena,Zhicheng is the top of the algorithm.Code weaves into a winning net,Wisdom flowers bloom in spring.

#472: ucup-team3665

Accepted: : 130

#472: ucup-team7536

Accepted: : 130

#479: eastcloud

Accepted: : 129

#479: ucup-team1264

Accepted: : 129

#479: ucup-team2401

Accepted: : 129

#479: ucup-team3282

Accepted: : 129

#483: Tobo

Accepted: : 128

#483: ucup-team1704

Accepted: : 128

#483: ucup-team1876

Accepted: : 128

#483: ucup-team3502

Accepted: : 128

#483: ucup-team881

Accepted: : 128
simple whales

#483: uga

Accepted: : 128

#489: _LAP_

Accepted: : 127

#489: Diaosi

Accepted: : 127

#489: GZT

Accepted: : 127

#489: ucup-team3691

Accepted: : 127

#489: ucup-team4464

Accepted: : 127

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#495: 333zhan

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#495: cnyz

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#495: Matutino

Accepted: : 126

#498: 99pts_WA

Accepted: : 125

#498: cmk666

Accepted: : 125
qwq

#498: Harry27182

Accepted: : 125
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