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#3744: ShinJicsHow
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#3744: sleepyQAQ
Accepted: : 29
#3744: ssx
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#3744: T3alaadl3k2olyehymn3k
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#3744: TeamName
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#3744: tryharderforioi100
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#3744: tttfred
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#3744: ucup-team1063
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#3744: uoj
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被封号了呜呜呜
#3744: WBS123
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#3744: wdbl857
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#3744: Wh1t3zZ
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#3744: william555
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#3744: xiaolang
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#3744: xicheovo
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#3744: yae_miko
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$6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}$
#3744: yigan_Eins
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#3744: z
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#3744: zackary
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#3744: ZMU01
Accepted: : 29
#3832: _asunaa
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#3832: _ayaka_
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#3832: 050901
Accepted: : 28
#3832: 5k_sync_closer
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#3832: abbcc_1
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#3832: Akai_Koibito
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#3832: AKALemon
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#3832: Alinxester
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#3832: anmattroi
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#3832: anteknne
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#3832: Augenstern
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#3832: Ayaya
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#3832: BaraaAhmed
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#3832: bileo
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#3832: BUCTer
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#3832: bzq
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#3832: Capps
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#3832: CatFromMars
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#3832: CCF_NOI
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#3832: ChewingMachine
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#3832: Corycle
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#3832: Daidly
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#3832: dalao_see_me
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#3832: deepthought
Accepted: : 28
#3832: Displace_
Accepted: : 28
$p(i,j)=\frac{j-1}{k-1}p(i-1,j)+\frac{k-j+1}{k-1}p(i-1,j-1),p(1,1)=1$
#3832: Double10
Accepted: : 28
#3832: DUC27
Accepted: : 28
#3832: EyadBT
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#3832: fangcy
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#3832: fecto_elfilis
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Two Planet Approach the Roche Limit
#3832: Fiatiustitia
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#3832: Hakujitsu
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#3832: happy-rain
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#3832: heige
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#3832: HJ5623
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#3832: HJR
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#3832: Hootime
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Explore, Dream, Discover.
#3832: hotdogseller
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能暴力的不dp，开个O2没毛病
#3832: Hussein
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#3832: jean
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#3832: kagami001
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#3832: kozeki
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#3832: lajishift
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#3832: LanceJ
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#3832: laonongmin
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#3832: Lenisel
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