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DLLDLLDRU
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ULURDLURULDRDLU
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DRRURRDD
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LLULURDDL
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DLDDDDLURUUUUUL
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ULUUU
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####
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| 9
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[
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URULL
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######
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LLLDDDRDDLURDLLURDLUUURD
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DLURULDRRULL
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URRULUUR
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RURDD
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| 6
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ULURULDRU
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| 9
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[
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UUUURRDRULDR
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DD
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| 9
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[
4,
4
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[
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0
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DLLULDRRRRRDLULLLLULDRULDD
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| 7
| 9
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[
4,
0
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[
6,
5
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RRUURDLURRDLDDDDR
| 17
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### #
## ##
# G
# ###
# ###
#S##
| 6
| 6
| 0.614
|
[
5,
3
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[
2,
4
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URU
| 3
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# # ##
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## ####
#######
### G#
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### #
######
| 7
| 8
| 0.689
|
[
1,
5
] |
[
4,
5
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DD
| 2
| 1,372
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S####
# ##G#
### ##
### #
# ###
### #
| 6
| 6
| 0.743
|
[
0,
1
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[
1,
4
] |
RDR
| 3
| 1,373
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# ###S#
# ##
# ###
# #
# # #
# ##
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####
###
| 7
| 9
| 0.525
|
[
0,
5
] |
[
6,
4
] |
LLDDDDDRRU
| 10
| 1,374
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###S##
## #
# #
######
##
###
# ###
# G##
| 6
| 8
| 0.622
|
[
0,
3
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[
7,
2
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LLDDRRRDDLDRUURDLDDL
| 20
| 1,375
|
### #
###
# # ##
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###G#
# # #
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# S##
##
| 6
| 9
| 0.649
|
[
7,
3
] |
[
4,
3
] |
RULLLUURDR
| 10
| 1,376
|
##
#### ##
S #
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## ### #
## #####
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
#####
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#### # #
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| 8
| 7
| 0.73
|
[
5,
4
] |
[
1,
7
] |
RRUULLURDLURDRRU
| 16
| 1,379
|
G###
####
# ###
## ##
##
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| 7
| 6
| 0.596
|
[
5,
4
] |
[
0,
1
] |
LLURUURRDLUUL
| 13
| 1,380
|
#####
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#####
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##
## ##
#G #
#
| 6
| 8
| 0.593
|
[
1,
4
] |
[
6,
1
] |
DLLULURDLDDD
| 12
| 1,381
|
# #
# # #
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| 6
| 9
| 0.593
|
[
6,
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] |
[
2,
2
] |
LLLURUU
| 7
| 1,382
|
# S## #
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| 7
| 7
| 0.772
|
[
0,
2
] |
[
5,
2
] |
RDDLDD
| 6
| 1,383
|
# ###G
#### #
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# ###
# #
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| 6
| 7
| 0.662
|
[
6,
2
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[
0,
5
] |
UUUURR
| 6
| 1,384
|
### ##
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| 7
| 9
| 0.713
|
[
2,
0
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[
7,
2
] |
URRDLURRRDDDDLL
| 15
| 1,385
|
######
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| 8
| 9
| 0.704
|
[
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5
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[
3,
1
] |
ULLLDLDRULD
| 11
| 1,386
|
###S
#####
## #
## #
#####G
#
| 6
| 6
| 0.604
|
[
0,
5
] |
[
4,
5
] |
LDLLDDDRRR
| 10
| 1,387
|
# ##
#####G##
### #
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| 9
| 6
| 0.519
|
[
4,
3
] |
[
1,
5
] |
RDLULULURRR
| 11
| 1,388
|
### S#
# ###
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### #
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## # #
#####
## #
| 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## #
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| 8
| 7
| 0.696
|
[
1,
5
] |
[
5,
2
] |
LLLDDRDDRUL
| 11
| 1,391
|
#######
# G######
### S
## ####
# #######
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| 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 ##
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# #### #
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| 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###
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########
# ### #
# # # # #
#G ##
# ### #
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| 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
# #####
####
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# 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#
#####
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# #S##
# #
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| 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
# ## ###
# # #
## ###
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###
| 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
|
# # #
# ####
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## #
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#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
}
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