Dataset Viewer
Auto-converted to Parquet Duplicate
level
stringlengths
41
89
width
int64
6
9
height
int64
6
9
density
float64
0.5
0.8
start
listlengths
2
2
goal
listlengths
2
2
shortest_path
stringlengths
2
34
solution_length
int64
2
34
seed
int64
1.34k
2.24k
### # # # ## ## #### ## ## #### ####### ##S# #G## #### ## # #### # #
9
8
0.697
[ 5, 2 ]
[ 5, 6 ]
DLURURRDRULD
12
1,337
###### ######## ### #G ### ## # # # S
8
7
0.502
[ 6, 5 ]
[ 2, 7 ]
UURUULLLLDRURRRRRD
18
1,338
G# # #### ### ## #### ####S# ## # ### # ### # ## ## # ##
9
8
0.552
[ 3, 4 ]
[ 0, 0 ]
LLULU
5
1,339
# # ## # # ## # ###S ####### #G#### # #####
7
6
0.754
[ 2, 6 ]
[ 4, 1 ]
LLDRDLUL
8
1,340
##G #### ## ## # ######## ### ## # # # ##### # #### ## #S#
8
8
0.665
[ 7, 5 ]
[ 0, 2 ]
ULDRUULDRULLUULDRUU
19
1,341
## ## # ###G # # # #### #### S####
6
7
0.593
[ 6, 0 ]
[ 2, 4 ]
RRURDLURUU
10
1,342
### G# #### # ##S#### ##### ## # # # ## #
7
6
0.723
[ 2, 2 ]
[ 0, 5 ]
RDRUU
5
1,343
# ### ### #G ### #### ## ### ### # ###S## ### # # #
6
9
0.68
[ 6, 3 ]
[ 2, 1 ]
LURDLLUUU
9
1,344
### # # ###S # ## ## ###### ## # ## ###### ##### ####G##
7
8
0.764
[ 1, 5 ]
[ 7, 4 ]
LLDRDDRD
8
1,345
# # ### #G## ## ## #### ## ## ##S### ####### ##### ### # ##### #
8
9
0.676
[ 4, 2 ]
[ 1, 1 ]
DLUUU
5
1,346
# # ## # # ###### ### ## # ### # # # # # ##### # ###S# G### #
7
9
0.671
[ 7, 5 ]
[ 8, 1 ]
LDLURRDLL
9
1,347
## ### ### ## # ## ###G # ## ## ## ## #S ## ## #
7
8
0.595
[ 6, 1 ]
[ 3, 3 ]
ULURR
5
1,348
# S## #### ### # # # # ### # ##G## # ## ####
6
8
0.64
[ 0, 2 ]
[ 5, 2 ]
RDLDDLDR
8
1,349
# # # ## ## ####G ####### S## ##### ### ### # ## #
9
6
0.682
[ 3, 0 ]
[ 1, 8 ]
RURRURDLURR
11
1,350
####G S ##### #### ## ### # ### ### ###
8
6
0.508
[ 1, 1 ]
[ 0, 7 ]
DLDRUURURRRDDDLURUULURDRU
25
1,351
#### # ## # ### # # # #S# ######### ##### ## #### ## # #G #####
9
7
0.744
[ 2, 7 ]
[ 6, 1 ]
DRULDLLLDLD
11
1,352
## # # # # # #S # ##### ### #### ##G## # # ## # ## #
9
7
0.554
[ 1, 7 ]
[ 4, 3 ]
DLLDLLDRU
9
1,353
# # # # #G#### #### ### #### # S## # ## # # ## ### #
9
7
0.575
[ 4, 1 ]
[ 1, 3 ]
RUUURDLU
8
1,354
#### # #G# # ### ## ###### ## ### ##S# ## #
7
7
0.655
[ 5, 2 ]
[ 1, 1 ]
ULURDLURULDRDLU
15
1,355
# # ## S ##### ### ### ### # ## G # # # #
8
6
0.565
[ 1, 0 ]
[ 4, 5 ]
DRRURRDD
8
1,356
# ## #### # # #### # G## # ## ###S# ## #####
9
6
0.585
[ 4, 6 ]
[ 3, 2 ]
LLULURDDL
9
1,357
# S ## G## # ## ### ## ###### # # ## ##### ## ## # ####
6
9
0.722
[ 0, 5 ]
[ 1, 3 ]
DLDDDDLURUUUUUL
15
1,358
#### # G### # # # # ###### ##### ## # ### ## #S####
6
8
0.791
[ 7, 1 ]
[ 1, 0 ]
ULUUU
5
1,359
#### # # # ## #G##### # #### # ### ## # S## ##
9
6
0.604
[ 5, 3 ]
[ 2, 1 ]
URULL
5
1,360
##S # ###### # G## ## ### ## ## ## ## ## ##
6
7
0.729
[ 0, 2 ]
[ 2, 3 ]
LDRRRDLLURDL
12
1,361
#####S ### # ## ## # #G# # # # ### # # ### # ##### #
7
8
0.647
[ 0, 5 ]
[ 3, 1 ]
LLLDDDRDDLURDLLURDLUUURD
24
1,362
##G### ## #S# ## ### # ### ## # # # ### ##
7
7
0.606
[ 1, 5 ]
[ 0, 3 ]
DLURULDRRULL
12
1,363
# # ###G # ## # #### ### # ### # #S #
6
7
0.596
[ 6, 1 ]
[ 1, 3 ]
URRULUUR
8
1,364
### # ## ## # # # ## ### # #S### ## ## ## # ## #G
8
6
0.688
[ 3, 4 ]
[ 5, 7 ]
RURDD
5
1,365
#G### ### ## ## ## ## S # #
6
6
0.521
[ 4, 1 ]
[ 0, 1 ]
ULURULDRU
9
1,366
##### # # ##G# # ## ### # #### ### # # ## #### # ## #S ## ## ## ##
9
9
0.566
[ 6, 1 ]
[ 1, 5 ]
UUUURRDRULDR
12
1,367
###### S#### ### ## ## # #G### # #
6
6
0.714
[ 1, 1 ]
[ 4, 1 ]
DD
2
1,368
### # ## # # #### ### ## ## ### # ### S ## ######### # ### ## G # ## ## ### # #
9
9
0.676
[ 4, 4 ]
[ 7, 0 ]
DLLULDRRRRRDLULLLLULDRULDD
26
1,369
# #### ## ### #### # ## S#### # # ### # ##G # # # # #
7
9
0.571
[ 4, 0 ]
[ 6, 5 ]
RRUURDLURRDLDDDDR
17
1,370
### # ## ## # G # ### # ### #S##
6
6
0.614
[ 5, 3 ]
[ 2, 4 ]
URU
3
1,371
# # ## # # S ## #### ####### ### G# ## ## ### # ######
7
8
0.689
[ 1, 5 ]
[ 4, 5 ]
DD
2
1,372
S#### # ##G# ### ## ### # # ### ### #
6
6
0.743
[ 0, 1 ]
[ 1, 4 ]
RDR
3
1,373
# ###S# # ## # ### # # # # # # ## ### G # #### ###
7
9
0.525
[ 0, 5 ]
[ 6, 4 ]
LLDDDDDRRU
10
1,374
###S## ## # # # ###### ## ### # ### # G##
6
8
0.622
[ 0, 3 ]
[ 7, 2 ]
LLDDRRRDDLDRUURDLDDL
20
1,375
### # ### # # ## ### # ###G# # # # ###### # S## ##
6
9
0.649
[ 7, 3 ]
[ 4, 3 ]
RULLLUURDR
10
1,376
## #### ## S # ######## ######## ## ### # ## ##### G# # ##
8
8
0.683
[ 2, 0 ]
[ 7, 1 ]
DRRRDRULLLDRD
13
1,377
##S# ### ### ### ## # # #### G # ### ### ###### # ### ###
9
7
0.662
[ 0, 2 ]
[ 3, 6 ]
LDDDDRDLUULDRDRRDRUU
20
1,378
# ###### # #### G ##### ### ### #### # # ### S### ## ##
8
7
0.73
[ 5, 4 ]
[ 1, 7 ]
RRUULLURDLURDRRU
16
1,379
G### #### # ### ## ## ## ####S##
7
6
0.596
[ 5, 4 ]
[ 0, 1 ]
LLURUURRDLUUL
13
1,380
##### ### S ##### #### ## ## ## #G # #
6
8
0.593
[ 1, 4 ]
[ 6, 1 ]
DLLULURDLDDD
12
1,381
# # # # # # G # #### #### ### # #####S ## ## # #
6
9
0.593
[ 6, 5 ]
[ 2, 2 ]
LLLURUU
7
1,382
# S## # ###### ####### ##### ### # # ##G# # ## ###
7
7
0.772
[ 0, 2 ]
[ 5, 2 ]
RDDLDD
6
1,383
# ###G #### # ### ## # ### # # ## # #S##
6
7
0.662
[ 6, 2 ]
[ 0, 5 ]
UUUURR
6
1,384
### ## ####### S## # #### ## #### ## ## # ### ##G#### ## ##
7
9
0.713
[ 2, 0 ]
[ 7, 2 ]
URRDLURRRDDDDLL
15
1,385
###### ##### # ### S #G### ## # ## # # ###### ## ## # ## #### ### ###
8
9
0.704
[ 2, 5 ]
[ 3, 1 ]
ULLLDLDRULD
11
1,386
###S ##### ## # ## # #####G #
6
6
0.604
[ 0, 5 ]
[ 4, 5 ]
LDLLDDDRRR
10
1,387
# ## #####G## ### # ### # #S### ### #
9
6
0.519
[ 4, 3 ]
[ 1, 5 ]
RDLULULURRR
11
1,388
### S# # ### ###G## ### # ### ## ### # ## # # ##### ## #
6
9
0.744
[ 0, 4 ]
[ 2, 3 ]
DLDLUR
6
1,389
## # # S## # ## # ## ###G ###### # ##### # ### # ## # ## # #
8
9
0.576
[ 1, 1 ]
[ 3, 7 ]
DDRDDLURRRURR
13
1,390
## ## # #####S## ## # ## ##### # ### # # # G## # #### #
8
7
0.696
[ 1, 5 ]
[ 5, 2 ]
LLLDDRDDRUL
11
1,391
####### # G###### ### S ## #### # ####### #######
9
6
0.732
[ 2, 7 ]
[ 1, 2 ]
ULLDLUL
7
1,392
# ### # #### # # ### # ### G# ## ######## ## S## # ###### # ## #
8
9
0.64
[ 6, 5 ]
[ 4, 2 ]
RDLLLUU
7
1,393
## # # ### # #S## # ### ## ## #####G
7
7
0.536
[ 3, 1 ]
[ 6, 6 ]
RDLURRDLDDRRR
13
1,394
####### #S ## ## ## # # # ## # # #### # ### # ### # # ### ## ###G #
8
9
0.642
[ 1, 4 ]
[ 8, 3 ]
DDLDLDLDRR
10
1,395
##S## ## ## ### ### ### #### # #G### #
7
6
0.689
[ 0, 3 ]
[ 5, 1 ]
LDDDDDLURD
10
1,396
# ## ## ## #S### ## # ## ######## # ### # # # # # # #G ## # ### # ### ##
9
9
0.608
[ 1, 5 ]
[ 6, 3 ]
RRDLULLDDRURURDLLLLDDDRU
24
1,397
## ### # ### ## G# ##S## ######## ## # ## #######
8
6
0.797
[ 2, 5 ]
[ 2, 0 ]
ULDDDLLULU
10
1,398
## # ## ## #### # #### S # ##### #### ### # # # G##
7
8
0.638
[ 3, 6 ]
[ 7, 4 ]
DLLLULURDLUULDRDDRDD
20
1,399
## ## #####S # ## ### ## ##G # # # # #####
6
7
0.712
[ 1, 5 ]
[ 4, 2 ]
LLDD
4
1,400
### ## # # ##G # #### # # ## ###### ####### S## ##
8
8
0.578
[ 7, 0 ]
[ 2, 7 ]
RURRURDRULUUUR
14
1,401
S###### # ##### ### #### ## ## ## ######## G## ## # # ## ## # ### #
8
8
0.775
[ 0, 0 ]
[ 5, 0 ]
RRRDRDDLLLDL
12
1,402
# ## # #### G# ##### ###### # #S## # # #### #
6
8
0.689
[ 5, 3 ]
[ 2, 4 ]
URU
3
1,403
# # ##### # S #### ### ## # ### ### ## ### ##### # ## # # G# # ##
9
8
0.621
[ 1, 2 ]
[ 7, 2 ]
DDDD
4
1,404
##### # # G## # ### ## ##S ### #### # # #
7
7
0.596
[ 3, 6 ]
[ 1, 4 ]
ULLDRUUL
8
1,405
# ### ## ### S # ## ### # # # ## ### # # ##G ###
8
8
0.5
[ 2, 7 ]
[ 6, 7 ]
DDLDR
5
1,406
## # # ####S# #### ## # ##### ## ## #### # ####### G # ## # ##
7
9
0.709
[ 1, 5 ]
[ 7, 0 ]
LLDDDLLD
8
1,407
#### ### G##### # ## ## #### ## ######## # # #### #### ## ###S # # ### ###
9
9
0.693
[ 7, 4 ]
[ 1, 1 ]
LULDRUUUURULDRDLDRRRRDLULLLUUUL
31
1,408
S##### # # # #### ##### ## #### ### # ## #G # ## ## #### #
8
7
0.749
[ 0, 0 ]
[ 4, 7 ]
RRRDRDRD
8
1,409
# # # ## ##### # # ##S# ##G#### ## # ### ### #
8
6
0.682
[ 2, 5 ]
[ 3, 2 ]
LDL
3
1,410
G###S# #### ## ##### ##### # ### #
7
6
0.641
[ 0, 5 ]
[ 0, 1 ]
LDDDLDRRUUULL
13
1,411
# # #### ##### ### ## #### ###### ## ##G#### # ### ## ## ###### # S###### #
9
8
0.8
[ 7, 0 ]
[ 4, 2 ]
URRU
4
1,412
## ### ##G# # ## #### #### ## ##### ## ## # ## #### #######S#
9
8
0.654
[ 7, 7 ]
[ 1, 7 ]
LUUUUUUR
8
1,413
# # ###G # # # # ## ## # ### # ###### # ##### ##S##
8
7
0.644
[ 6, 2 ]
[ 0, 7 ]
RUURRULDRRUUU
13
1,414
# ##### ######## #G#### ### ## # #### ## # ### # #######S
9
7
0.708
[ 6, 8 ]
[ 2, 3 ]
LLURUUULDDL
11
1,415
# # # ### ##### #S# # ####### ### # ## #### # # ####### ## #G## # ### ## # ### #
9
9
0.72
[ 1, 7 ]
[ 6, 6 ]
DRULDLLLDRDRRRDL
16
1,416
# # # # #### # # ## ## # ######## #S#### ## ### ####G ## #####
9
8
0.644
[ 5, 1 ]
[ 6, 8 ]
RURDRDRUR
9
1,417
# ## ## # # #G #### ## ######## # ### S# # ##
8
7
0.567
[ 6, 0 ]
[ 2, 7 ]
UURDRRDRURU
11
1,418
##S ###G ##### # # # ## # # ### ##### #### # # ## ## #
9
8
0.53
[ 0, 2 ]
[ 0, 7 ]
DDDRRUUURR
10
1,419
# # ####### ######G # ### ####### ###S
7
6
0.749
[ 5, 3 ]
[ 2, 6 ]
UURR
4
1,420
##S # # # # #### # ## ### ###G### ## ## # ### ## # # # #### ##
8
8
0.672
[ 0, 2 ]
[ 3, 4 ]
DDRRURRDLL
10
1,421
G# # S## ## ## ###### # # # # # #
6
7
0.536
[ 1, 3 ]
[ 0, 0 ]
RDDLLLUU
8
1,422
## #G# #### # #### # S# ###### ## ####
7
6
0.683
[ 3, 3 ]
[ 0, 4 ]
URU
3
1,423
S## ## ## ### # # ## ### ###### ## ## #### ##G
6
9
0.628
[ 0, 3 ]
[ 8, 2 ]
RDDDDDLLLDRURRURDLLLDDDR
24
1,424
### ## ###G### # #### ####### ###### S## # # ## #### ## ##
7
8
0.797
[ 5, 0 ]
[ 1, 3 ]
RURUU
5
1,425
######## # #S ### ##### ### ### # ##### # ### # # ### ## ##### ## G##
8
9
0.718
[ 1, 3 ]
[ 8, 5 ]
DDDRRDRDL
9
1,426
S#### ### ## # # ### # # ## # ## ####### # ###G ### # # # # #
7
9
0.667
[ 0, 1 ]
[ 6, 5 ]
RRDRDDD
7
1,427
## # # # S# # ## ## ####G ### # # # ## # # # #
7
8
0.515
[ 2, 1 ]
[ 4, 5 ]
DRDRUR
6
1,428
# # # #S# ### G#### ### # ##### # # ## ###
6
8
0.627
[ 1, 4 ]
[ 3, 0 ]
DLDLUL
6
1,429
### ###### ## ### ###S ######## ##### G## # # # # #
9
6
0.717
[ 2, 8 ]
[ 4, 6 ]
DLLURDDL
8
1,430
## ## ## G ## ### S##### ##### #
8
6
0.504
[ 4, 2 ]
[ 2, 7 ]
RDRURRU
7
1,431
# #### ## ### # ## # #G### #S####### # ##### ######## # #####
9
7
0.756
[ 3, 1 ]
[ 2, 5 ]
RRDRURUL
8
1,432
# # # # # ### # G ### ## ## # ## ## # S# ## #### ##
9
7
0.53
[ 5, 1 ]
[ 2, 0 ]
ULU
3
1,433
## ###S # #### # ##### G#### # # # ## # # # ## ## # #
9
7
0.565
[ 0, 7 ]
[ 3, 2 ]
LLDRDLL
7
1,434
####### # ## # G## S #### ## ###### # ### ## #
7
7
0.697
[ 2, 5 ]
[ 2, 0 ]
DRDLULLUUL
10
1,435
### # # # # S # ## # #### # #G# #######
8
6
0.558
[ 2, 1 ]
[ 4, 6 ]
DDRRRURULD
10
1,436
End of preview. Expand in Data Studio

Bloxorz-Style Levels with Guaranteed Shortest Paths

Bloxorz-style grid levels procedurally generated with a guaranteed shortest-path solution (found via BFS).
Each example is a small ASCII map with a start (S), goal (G), walkable tiles (#), and void/holes ( ).
The dataset includes both the shortest move sequence and its length.

  • Splits: train (900), test (100)
  • File format: newline-delimited JSON (.jsonl)
  • Moves: U, D, L, R

Dataset Summary

This dataset is designed for planning, search, and sequence modeling tasks. Levels are generated on rectangular grids with variable sizes and tile densities, then solved with BFS to ensure the recorded plan is optimal in number of moves.

Example Record

{
  "level":" #######\n # #####\n G##S# #\n###### #\n####### \n##  # ##",
  "width":8,
  "height":6,
  "density":0.785,
  "start":[2,4],
  "goal":[2,1],
  "shortest_path":"LL",
  "solution_length":2,
  "seed":10337
}
Downloads last month
36