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الأعلى تقييماً المقبولة
#3623: shuopihua
Accepted: : 30
#3623: siwanmaoxi
Accepted: : 30
#3623: sjw712
Accepted: : 30
#3623: SkyMaths
Accepted: : 30
#3623: SpringFullGarden
Accepted: : 30
#3623: st20241631
Accepted: : 30
#3623: SultanS
Accepted: : 30
#3623: Tachanka233
Accepted: : 30
#3623: Talent_Camellia
Accepted: : 30
#3623: tanaka255
Accepted: : 30
#3623: tebiezhichu
Accepted: : 30
#3623: TJ_Andeviking
Accepted: : 30
#3623: tokitsukaze
Accepted: : 30
#3623: Tom22l
Accepted: : 30
#3623: tong_qi
Accepted: : 30
#3623: ucup-team0520
Accepted: : 30
#3623: ucup-team1120
Accepted: : 30
#3623: ucup-team1423
Accepted: : 30
#3623: ucup-team1426
Accepted: : 30
#3623: ucup-team3225
Accepted: : 30
#3623: ucup-team4795
Accepted: : 30
#3623: ucup-team5043
Accepted: : 30
#3623: ucup-team5069
Accepted: : 30
#3623: ucup-team5336
Accepted: : 30
#3623: ucup-team5630
Accepted: : 30
#3623: ucup-team6912
Accepted: : 30
#3623: ucup-team7636
Accepted: : 30
#3623: ucup-team7744
Accepted: : 30
#3623: ucup-team8591
Accepted: : 30
#3623: uofta
Accepted: : 30
#3623: wdw
Accepted: : 30
#3623: white_tiger
Accepted: : 30
#3623: WilliamFung
Accepted: : 30
#3623: Winless_gang
Accepted: : 30
#3623: wisdom135
Accepted: : 30
#3623: wl2025
Accepted: : 30
#3623: wuxigk
Accepted: : 30
#3623: wyhao
Accepted: : 30
#3623: XianChu
Accepted: : 30
#3623: xieliren
Accepted: : 30
#3623: ycccc319
Accepted: : 30
#3623: yeweiliang
Accepted: : 30
#3623: YGHcode
Accepted: : 30
#3623: ysghwzp
Accepted: : 30
#3623: zcxxn
Accepted: : 30
#3623: zhouyidie
Accepted: : 30
#3623: zhuzc
Accepted: : 30
#3623: zxlaliyun
Accepted: : 30
#3623: zzfs
Accepted: : 30
#3737: ahh
Accepted: : 29
#3737: Alan26
Accepted: : 29
#3737: andyc_03
Accepted: : 29
#3737: Anwar
Accepted: : 29
#3737: Bicycle_23
Accepted: : 29
#3737: CangShuV
Accepted: : 29
#3737: Cb127127
Accepted: : 29
#3737: ciyekua
Accepted: : 29
#3737: codwarm
Accepted: : 29
#3737: Dan4Life
Accepted: : 29
#3737: ddbjiang
Accepted: : 29
#3737: DrGilbert
Accepted: : 29
#3737: egypt_ioi2024_10
Accepted: : 29
$$\text{dp}_i = \min_{j < i} f(j)\times g(i) + h(j) + \text{dp}_j$$
#3737: Ex_sky
Accepted: : 29
#3737: fang_baby
Accepted: : 29
#3737: field_and_forest
Accepted: : 29
#3737: Floze3
Accepted: : 29
#3737: freshsun
Accepted: : 29
#3737: gates_orz
Accepted: : 29
#3737: gw_water
Accepted: : 29
#3737: ha114514ha
Accepted: : 29
Remaker
#3737: happy_lazier
Accepted: : 29
#3737: hellocccl
Accepted: : 29
#3737: hhhgjy
Accepted: : 29
#3737: hirayuu_qoj
Accepted: : 29
Gothic×Luck is my fave.
#3737: huang123zs
Accepted: : 29
#3737: hubeikemi
Accepted: : 29
#3737: hzy_____
Accepted: : 29
#3737: ice_cup
Accepted: : 29
#3737: IdealizedRomance
Accepted: : 29
$f_t=\sum\limits_{i=0}^{n-1}{n\choose i}(-1)^{n-1-i}\frac{i^{t-1}(n-i)}{n^t}$
#3737: Ignotus0
Accepted: : 29
#3737: Jay_ning
Accepted: : 29
#3737: juruocjl
Accepted: : 29
#3737: KiritoXD
Accepted: : 29
#3737: lgh
Accepted: : 29
#3737: Loser_Syx
Accepted: : 29
#3737: MaxDYF
Accepted: : 29
#3737: MiQiu
Accepted: : 29
#3737: nicksms
Accepted: : 29
#3737: OvO977
Accepted: : 29
#3737: princekin314159
Accepted: : 29
#3737: QingTian
Accepted: : 29
#3737: qweiewp
Accepted: : 29
#3737: ShinJicsHow
Accepted: : 29
#3737: sleepyQAQ
Accepted: : 29
#3737: ssx
Accepted: : 29
#3737: T118
Accepted: : 29
#3737: T3alaadl3k2olyehymn3k
Accepted: : 29
#3737: TeamName
Accepted: : 29
#3737: tryharderforioi100
Accepted: : 29
#3737: turska
Accepted: : 29