data_id
int32
3M
4.59M
name
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description
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uploaded
int32
1.56B
1.56B
created
int64
947M
2.9B
gamestyle
int32
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theme
int32
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difficulty
int32
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tag1
int32
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tag2
int32
0
15
game_version
int32
0
1
world_record
int32
-1
6M
upload_time
int32
199
500k
upload_attempts
int32
1
1.54k
num_comments
int32
0
121k
clear_condition
int64
0
4.29B
clear_condition_magnitude
int32
0
999
timer
int32
10
500
autoscroll_speed
int32
0
2
clears
int32
0
1.8M
attempts
int32
1
30.1M
clear_rate
float64
0
100
plays
int32
1
2.57M
versus_matches
int32
0
23.6k
coop_matches
int32
0
70.9k
likes
int32
0
565k
boos
int32
0
37.9k
unique_players_and_versus
int32
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1.3M
weekly_likes
int32
0
641
weekly_plays
int32
0
4.02k
uploader_pid
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20
first_completer_pid
stringlengths
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20
record_holder_pid
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20
level_data
unknown
unk2
int32
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1
unk3
unknown
unk9
int32
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unk10
int32
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unk11
int32
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35,899,519
1,999 IQ
All other courses will want to play dis!!!!!!!!!!!!!!!!
1,644,633,071
1,644,604,080
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35,899,520
skipsqueak unfair kiss
Better to miss a kiss than to kiss a miss.
1,644,633,076
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0
"xbRjVVj6pv0pQW+go8rTRehBFE+yuurSYW2h7fWlEwP3JR7QRo3gN6EyHJxTNa7U"
1
1
1
1
35,899,523
not 1-1 gg
swedsxcdfgbbtrollgtgr :l
1,644,633,101
1,644,607,380
4
0
0
1
6
5
-1
76,861
1
0
1,665,820,273
3
300
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0
0
0
0
0
0
0
0
7056579595186237784
-1
-1
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1
"ukGdKL/Nnl8zTqV2Bz65eY1Wrz3VSQZJaYWHdszr/af/zhDmboVKvJ9vwWBal15m"
1
1
1
1
35,899,524
cielo
1,644,633,106
1,641,146,220
1
8
1
7
7
5
10,920
24,458
8
0
0
0
300
0
1
1
100
1
0
0
0
0
1
0
1
12831092045481459325
1009094121030845392
1009094121030845392
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2/1/ spikes spire
Climb the spire to cocure the spikes
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35,899,526
half auto
?????????????????????????
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5563922406905220414
5563922406905220414
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35,899,528
7-1 belcome to KoopaCity
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1,645,071,120
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5382009072001648991
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35,899,529
No Hit No Touch
This level is hard. Thank you for playing and hope you enjoy.
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35,899,530
The A-maze-ing Shell
You and the shell will continue together
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35,899,531
bob-omb
a remake of a level from super mario 64
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35,899,532
:)
is simple easy short
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1
1
1
35,899,533
imposible 3
1,644,633,143
1,644,636,600
3
3
1
6
11
5
-1
25,414
3
0
0
0
300
0
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3202121280128947453
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0
"LIpDb/zxN2RwWUsTa5BBvDx/BYq8TdKwbGMiSkQNTQFce5ukGPruLXuDx/lcFlqJ"
1
1
1
1
35,899,534
bosque
1,644,633,145
1,641,169,620
3
9
0
0
0
5
-1
29,245
1
0
0
0
300
0
0
0
0
0
0
0
0
0
0
0
0
12831092045481459325
-1
-1
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0
"kNCTs0mHQw8mDXI5II/XIOpTTyAlpyiu/1CPLi2mKhKabs6z+vnIj9tW2L2hZMOY"
1
1
1
1
35,899,535
the ultimate course
BOWSER
1,644,633,146
1,640,698,140
4
0
1
13
13
5
-1
58,728
3
0
0
0
500
0
0
0
0
0
0
0
0
0
0
0
0
16855884273758384082
-1
-1
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0
"xY9Rq1QU1psE0mQOIWbIdQnLf4Ov9e1hcFqjODIMZkaKzgYUdFb9aCy5argqrXZX"
1
1
1
1
35,899,536
level 6-5
find two kays and listen to the arrows
1,644,633,147
1,641,699,360
3
1
2
2
6
5
-1
100,759
8
0
0
0
300
0
0
0
0
0
0
0
0
0
0
0
0
2386041345296281183
-1
-1
"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"
0
"5bHgiLmxqUaphJz6ISxSjzZl7/A2h1+3dKDrGZEkw5+p/4aOeWHCm4pIOAh2eMyQ"
1
1
1
1
35,899,537
Trick Holes
Do you REALLY want to jump over the holes?
1,644,633,155
1,612,134,240
2
1
0
2
14
5
-1
43,950
1
0
0
0
300
0
0
0
0
0
0
0
0
0
0
0
0
2931966493950726907
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2-1: Land of The Giants
Welcome to the land of the giants in this new course. Enjoy!
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35,899,539
the angry wiggler chase
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35,899,540
Where have all the moles gone?
There are no moles in 3D world (Donuts for wall jumps, p blocks for twirls)
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1,644,614,820
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Run for it!
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