D33Z_NUTS

Joined 11-02-2026

Level 5 73%

145,107 score to level 6

Global
#2,553,868
Country
#7,382
peak #41,723 11 Feb 2026
pp
15pp
Swiss #1s
0

Swiss #1s

#1s
0
#243 in CH
Also world #1
0
#9 in CH
Weighted pp
-
Average pp
-
Average SR
-
Average accuracy
-
Last 7 days
+0 / -0
gained / lost
Last 30 days
+0 / -0
gained / lost

Statistics

Statistics
Ranked score
838,662
Hit accuracy
71.81%
Play count
9
Play time
0h
Total score
1,104,893
Total hits
1,295
Maximum combo
127
Replays watched by others
0
Medals
3
Highest rank
#2,578,043
SS
0
SS
0
S
0
S
0
A
1
About
read 19d ago

Nothing filled in.

Followers
0
Mapping followers
0
Kudosu
0
Forum posts
0
Maps played
8
Global rank, 90 days

today #2,463,331

Play history
Replays watched

Nobody has watched a replay of this player.

Swiss ranks

Medals

3 of 352

Beatmap Challenge Packs 0/7

Beatmap Packs 0/80

Beatmap Spotlights 0/22

Hush-Hush 0/70

Hush-Hush (Expert) 0/64

Mod Introduction 1/13

Skill & Dedication 2/96

Rank history

18-09-2026 #2,553,868

Monthly pp since 2014

01-09-2026 #42,620

Rebuilt on the first of each month from the scores I hold, under the pp system live then. Bonus pp is an estimate. Every Swiss player that month

Top plays over time

Nothing at that depth yet. A career is ranked against itself in the background, so the first look can come up empty.

The figure is what the play was worth when it reached its best place, under the pp system live then; in brackets is what osu! says it is worth today, where a rework has moved it. A play's place can only get worse while a pp system runs, so the place shown is the one it reached the moment it arrived: when it was set, or when a rework re-priced everything in its favour. Plays osu! has dropped are here too, from what osu!track saw. These values are reconstructed, not osu!'s own. osu! does not publish what a play was worth in the past, so every historical figure here is recomputed from the map file under the pp system of the day, and lands within a few pp of the real number rather than on it. Two plays within about 5% of each other can therefore be listed the wrong way round.