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#594:
_Kenma_
Accepted: : 168
#594:
pk661
Accepted: : 168
#594:
ucup-team4893
Accepted: : 168
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UESTC_3fairies
Accepted: : 168
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WJnY
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Zbyszek99
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Nangu
Accepted: : 167
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ucup-team4906
Accepted: : 167
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willow
Accepted: : 167
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dieselhuang
Accepted: : 166
#603:
gyydp123_LIM
Accepted: : 166
And in that light I find deliverance
#603:
randnameaaa
Accepted: : 166
#606:
Apteryxx
Accepted: : 165
$$\prod_{n=1}^\infty\frac{1}{1-x^n}=\sum_{m=0}^\infty x^{m^2}\left(\prod_{n=1}^m\frac{1}{1-x^n}\right)^2$$
#606:
gt
Accepted: : 165
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Rombing
Accepted: : 165
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treks
Accepted: : 165
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ucup-team7727
Accepted: : 165
#611:
eyiigjkn
Accepted: : 164
#611:
Include_Z_F_R_
Accepted: : 164
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msk_sama
Accepted: : 164
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oceeff
Accepted: : 164
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ucup-team118
Accepted: : 164
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Coffins
Accepted: : 163
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foolnine
Accepted: : 163
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lsj2009
Accepted: : 163
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noip258
Accepted: : 163
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Accepted: : 163
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xh_team
Accepted: : 163
#622:
lonelywolf
Accepted: : 162
#622:
ucup-team1137
Accepted: : 162
#622:
ucup-team7697
Accepted: : 162
#622:
Wuyanru
Accepted: : 162
Celeste 好玩
#626:
cmu2025-07
Accepted: : 161
#626:
real_sigma_team
Accepted: : 161
#626:
sk091204
Accepted: : 161
#626:
suzumi
Accepted: : 161
#626:
ucup-team660
Accepted: : 161
#631:
Appleblue17
Accepted: : 160
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cyfff
Accepted: : 160
#631:
supepapupu
Accepted: : 160
#631:
ucup-team4347
Accepted: : 160
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Accepted: : 160
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xyj
Accepted: : 160
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zbrc
Accepted: : 160
#638:
4927618350
Accepted: : 159
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HCPC
Accepted: : 159
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KisuraOP
Accepted: : 159
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modwwe
Accepted: : 159
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qoou
Accepted: : 159
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realcomplex0
Accepted: : 159
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Sa3tElSefr
Accepted: : 159
leh
#638:
SATSKY
Accepted: : 159
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Accepted: : 159
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uga
Accepted: : 159
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Unreality
Accepted: : 159
voyage 1969
#638:
wwwcom
Accepted: : 159
#650:
ucup-team3584
Accepted: : 158
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ucup-team6454
Accepted: : 158
#650:
ucup-team7572
Accepted: : 158
#650:
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Accepted: : 158
#654:
1903331632
Accepted: : 157
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2_qiym
Accepted: : 157
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evolfish
Accepted: : 157
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hsqqq
Accepted: : 157
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luqyou
Accepted: : 157
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Accepted: : 157
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Accepted: : 157
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xujindong
Accepted: : 157
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Yurily
Accepted: : 157
#663:
slyra
Accepted: : 156
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Accepted: : 156
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ucup-team8548
Accepted: : 156
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Carucao
Accepted: : 155
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ucup-team1338
Accepted: : 155
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Accepted: : 155
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UNos_maricones
Accepted: : 155
#670:
candy0014
Accepted: : 154
#670:
Fantasy_Ball
Accepted: : 154
#670:
q1w2e3r4
Accepted: : 154
#670:
repoman
Accepted: : 154
$$\prod_{i=0}^{n-1} (1+q^iz) = \sum_{i=0}^n q^{i(i-1)/2}\binom ni_q z^i$$
#670:
ucup-team1206
Accepted: : 154
#670:
ucup-team3935
Accepted: : 154
#670:
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Accepted: : 154
#670:
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Accepted: : 154
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xjx2009
Accepted: : 154
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zifanwang
Accepted: : 154
#680:
EasonHe
Accepted: : 153
#680:
goodman
Accepted: : 153
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liujiameng
Accepted: : 153
一只可爱的小豹子 | Milmon 的小号
#680:
Mini_PEKKA
Accepted: : 153
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rainygame
Accepted: : 153
#685:
Hirasawaa
Accepted: : 152
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randname114514
Accepted: : 152
#685:
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Accepted: : 152
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warner1129
Accepted: : 152
#689:
Fido_Puppy
Accepted: : 151
#689:
ucup-team968
Accepted: : 151
#691:
lizihan2010
Accepted: : 150
#691:
minhcool
Accepted: : 150
Glory Glory HUS HSGS
#691:
ucup-team1516
Accepted: : 150
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