QOJ.ac
QOJ
Top Rated Accepted
#4477: auining
Accepted: : 29
#4477: awake
Accepted: : 29
#4477: bemagno
Accepted: : 29
#4477: Bicycle_23
Accepted: : 29
#4477: boheng
Accepted: : 29
#4477: CangShuV
Accepted: : 29
#4477: caojiashuo
Accepted: : 29
#4477: ciyekua
Accepted: : 29
#4477: Core
Accepted: : 29
#4477: cxq
Accepted: : 29
#4477: czx1010
Accepted: : 29
#4477: Dan4Life
Accepted: : 29
#4477: dohoon
Accepted: : 29
#4477: dremlory
Accepted: : 29
#4477: DrGilbert
Accepted: : 29
#4477: egypt_ioi2024_10
Accepted: : 29
$$\text{dp}_i = \min_{j < i} f(j)\times g(i) + h(j) + \text{dp}_j$$
#4477: Ex_sky
Accepted: : 29
#4477: EyadBT
Accepted: : 29
#4477: Floze3
Accepted: : 29
#4477: freshsun
Accepted: : 29
#4477: fucalorse
Accepted: : 29
#4477: FZANOTFOUND
Accepted: : 29
#4477: gates_orz
Accepted: : 29
#4477: ha114514ha
Accepted: : 29
Remaker
#4477: haohuihui
Accepted: : 29
#4477: happy_lazier
Accepted: : 29
#4477: hellocccl
Accepted: : 29
#4477: hepp
Accepted: : 29
#4477: hhhgjy
Accepted: : 29
#4477: HKR_Yukino
Accepted: : 29
#4477: huang123zs
Accepted: : 29
#4477: ice_cup
Accepted: : 29
#4477: IdealizedRomance
Accepted: : 29
$f_t=\sum\limits_{i=0}^{n-1}{n\choose i}(-1)^{n-1-i}\frac{i^{t-1}(n-i)}{n^t}$
#4477: Ignotus0
Accepted: : 29
#4477: Jay_ning
Accepted: : 29
#4477: jayjaychou
Accepted: : 29
#4477: JoyJohn
Accepted: : 29
#4477: juruocjl
Accepted: : 29
#4477: KiritoXD
Accepted: : 29
#4477: Kyte
Accepted: : 29
#4477: lgh
Accepted: : 29
#4477: LuoFeng_Nanami
Accepted: : 29
qwq
#4477: MaxDYF
Accepted: : 29
#4477: Mendeke
Accepted: : 29
#4477: messisu
Accepted: : 29
#4477: moon_nine
Accepted: : 29
#4477: mqh415
Accepted: : 29
#4477: neuro_sama
Accepted: : 29
#4477: nicksms
Accepted: : 29
#4477: Night_sea_64
Accepted: : 29
#4477: nuo
Accepted: : 29
#4477: otarius
Accepted: : 29
#4477: OvO977
Accepted: : 29
#4477: pupuan
Accepted: : 29
#4477: QingTian
Accepted: : 29
#4477: randomization
Accepted: : 29
#4477: reback
Accepted: : 29
#4477: sabagoduadze
Accepted: : 29
#4477: Sakura_ylr
Accepted: : 29
#4477: saywo
Accepted: : 29
#4477: sleepyQAQ
Accepted: : 29
#4477: Speculator
Accepted: : 29
#4477: ss11111
Accepted: : 29
#4477: T3alaadl3k2olyehymn3k
Accepted: : 29
#4477: TeamName
Accepted: : 29
#4477: toddler
Accepted: : 29
#4477: tusiliang2024
Accepted: : 29
#4477: ucup-team1063
Accepted: : 29
#4477: ucup-team1266
Accepted: : 29
#4477: ucup-team1430
Accepted: : 29
#4477: ucup-team1508
Accepted: : 29
#4477: ucup-team1548
Accepted: : 29
#4477: ucup-team1692
Accepted: : 29
#4477: ucup-team1814
Accepted: : 29
#4477: ucup-team2462
Accepted: : 29
#4477: ucup-team2526
Accepted: : 29
#4477: ucup-team3651
Accepted: : 29
#4477: ucup-team3890
Accepted: : 29
#4477: ucup-team4735
Accepted: : 29
#4477: ucup-team4801
Accepted: : 29
#4477: ucup-team4821
Accepted: : 29
#4477: ucup-team5819
Accepted: : 29
#4477: ucup-team647
Accepted: : 29
#4477: ucup-team8030
Accepted: : 29
#4477: ucup-team8596
Accepted: : 29
#4477: ucup-team8748
Accepted: : 29
#4477: uoj
Accepted: : 29
被封号了呜呜呜
#4477: WBS123
Accepted: : 29
#4477: wdbl857
Accepted: : 29
#4477: Wh1t3zZ
Accepted: : 29
#4477: WisdomCasual
Accepted: : 29
#4477: wjyhz
Accepted: : 29
#4477: wumai
Accepted: : 29
#4477: wxr_
Accepted: : 29
#4477: wyb666
Accepted: : 29
#4477: xbfd
Accepted: : 29
#4477: xboHodx
Accepted: : 29
#4477: xiaolang
Accepted: : 29
#4477: XUWUX
Accepted: : 29
#4477: yae_miko
Accepted: : 29
$6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{6^{}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}$