Datasets:
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
}
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