Prompt stringlengths 1.05k 1.62k | Cot_Response stringlengths 319 21.1k | Response stringlengths 6 186 | raw_token stringlengths 285 727 | maze_sizes int32 3 5 |
|---|---|---|---|---|
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 3: Go left
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|up|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go up
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|up|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|left|><|left|><|up|><|up|> | <ADJLIST_START> (0,0) <--> (1,0) ; (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (1,1) <--> (0,1) ; (1,2) <--> (2,2) ; (1,1) <--> (1,2) ; (1,2) <--> (0,2) ; (2,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (1,2) (2,2) (2,1) (2,0) (1,0) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|right|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_right_wall|><|down|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|right|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go down
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|down|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go left
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 6: Go left
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|> | <|right|><|down|><|right|><|down|><|left|><|left|> | <ADJLIST_START> (0,0) <--> (1,0) ; (1,1) <--> (0,1) ; (0,0) <--> (0,1) ; (1,1) <--> (1,2) ; (1,2) <--> (0,2) ; (2,1) <--> (2,0) ; (2,2) <--> (1,2) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (0,0) (0,1) (1,1) (1,2) (2,2) (2,1) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|up_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|up_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|up_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 3: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|up_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|up_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|up|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|left_right_wall|><|up|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|up_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 6: Go right
<|0-0|><|up_left_wall|><|right|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|up_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 7: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|up_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|left|><|left|><|up|><|up|><|right|><|right|> | <ADJLIST_START> (2,2) <--> (2,1) ; (1,2) <--> (1,1) ; (2,2) <--> (1,2) ; (0,0) <--> (0,1) ; (2,1) <--> (2,0) ; (0,1) <--> (0,2) ; (1,0) <--> (2,0) ; (1,0) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (1,2) (2,2) (2,1) (2,0) (1,0) (0,0) (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|right|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|origin|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|down|> | <ADJLIST_START> (0,0) <--> (1,0) ; (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (0,2) <--> (1,2) ; (1,2) <--> (2,2) ; (0,2) <--> (0,1) ; (2,0) <--> (1,0) ; (0,1) <--> (1,1) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (0,1) (0,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|down|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 4: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|origin|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|right|><|up|><|up|> | <ADJLIST_START> (2,1) <--> (1,1) ; (0,0) <--> (1,0) ; (1,1) <--> (1,0) ; (2,2) <--> (1,2) ; (2,1) <--> (2,0) ; (0,2) <--> (1,2) ; (2,2) <--> (2,1) ; (0,1) <--> (0,2) ; <ADJLIST_END> <ORIGIN_START> (1,1) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (1,1) (2,1) (2,2) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|target|><|2-2|><|down_left_right_wall|><|origin|> | Step 1: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|target|><|2-2|><|down_left_right_wall|><|up|>
Step 2: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|target|><|2-2|><|down_left_right_wall|><|origin|>
Step 3: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|target|><|2-2|><|down_left_right_wall|><|origin|>
Step 4: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|down|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|target|><|2-2|><|down_left_right_wall|><|origin|>
Step 5: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|down|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|target|><|2-2|><|down_left_right_wall|><|origin|> | <|up|><|up|><|left|><|down|><|down|> | <ADJLIST_START> (1,2) <--> (0,2) ; (2,1) <--> (1,1) ; (1,2) <--> (2,2) ; (0,1) <--> (1,1) ; (0,1) <--> (0,0) ; (1,0) <--> (2,0) ; (0,2) <--> (0,1) ; (2,0) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (2,2) (1,2) (0,2) (0,1) (1,1) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 2: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | <|up|><|up|> | <ADJLIST_START> (2,1) <--> (2,2) ; (1,0) <--> (0,0) ; (0,2) <--> (1,2) ; (0,1) <--> (0,2) ; (1,2) <--> (2,2) ; (1,1) <--> (1,0) ; (1,2) <--> (1,1) ; (2,0) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (2,2) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|right|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|> | <ADJLIST_START> (0,2) <--> (0,1) ; (2,2) <--> (1,2) ; (1,0) <--> (0,0) ; (0,1) <--> (0,0) ; (1,0) <--> (1,1) ; (0,2) <--> (1,2) ; (2,1) <--> (2,2) ; (2,0) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (0,0) (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | Step 1: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 2: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|down|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | <|down|><|down|> | <ADJLIST_START> (0,0) <--> (1,0) ; (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (1,2) <--> (0,2) ; (1,0) <--> (1,1) ; (1,2) <--> (2,2) ; (0,2) <--> (0,1) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (0,2) (1,2) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 4: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|><|up|><|up|> | <ADJLIST_START> (1,2) <--> (0,2) ; (2,0) <--> (1,0) ; (2,2) <--> (2,1) ; (0,1) <--> (0,2) ; (2,1) <--> (2,0) ; (1,1) <--> (1,0) ; (1,0) <--> (0,0) ; (2,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (2,0) (2,1) (2,2) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|target|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|down|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|target|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|> | <ADJLIST_START> (1,1) <--> (1,2) ; (1,1) <--> (0,1) ; (0,2) <--> (0,1) ; (2,1) <--> (2,2) ; (0,0) <--> (1,0) ; (2,0) <--> (1,0) ; (2,0) <--> (2,1) ; (1,2) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (0,1) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|target|><|1-1|><|down_left_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|target|><|1-1|><|down_left_right_wall|><|up|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|right|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|target|><|1-1|><|down_left_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|left_right_wall|><|target|><|1-1|><|down_left_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|target|><|1-1|><|down_left_right_wall|><|origin|><|1-2|><|left_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|target|><|1-1|><|down_left_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 6: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|target|><|1-1|><|down_left_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|>
Step 7: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|target|><|1-1|><|down_left_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|up|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|up|><|right|><|down|><|down|><|left|><|left|><|up|> | <ADJLIST_START> (2,2) <--> (2,1) ; (0,2) <--> (1,2) ; (1,0) <--> (0,0) ; (2,0) <--> (2,1) ; (1,2) <--> (2,2) ; (0,1) <--> (0,2) ; (1,0) <--> (2,0) ; (1,1) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (1,1) <ORIGIN_END> <TARGET_START> (1,0) <TARGET_END> <PATH_START> (1,1) (0,1) (0,2) (1,2) (2,2) (2,1) (2,0) (1,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|target|><|1-2|><|right_wall|><|origin|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|target|><|1-2|><|right_wall|><|left|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|> | <ADJLIST_START> (0,2) <--> (1,2) ; (0,0) <--> (0,1) ; (2,1) <--> (2,2) ; (1,2) <--> (2,2) ; (0,2) <--> (0,1) ; (1,0) <--> (1,1) ; (1,2) <--> (1,1) ; (2,1) <--> (2,0) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (1,2) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|target|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|left|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|target|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_wall|><|down|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|target|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|down|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|target|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|><|down|><|down|> | <ADJLIST_START> (1,0) <--> (0,0) ; (0,2) <--> (0,1) ; (1,2) <--> (2,2) ; (1,1) <--> (2,1) ; (0,0) <--> (0,1) ; (2,2) <--> (2,1) ; (0,2) <--> (1,2) ; (2,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (0,1) (0,0) (1,0) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 3: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|up|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|left|><|left|><|up|> | <ADJLIST_START> (2,0) <--> (2,1) ; (0,1) <--> (0,0) ; (1,1) <--> (0,1) ; (1,2) <--> (1,1) ; (2,2) <--> (2,1) ; (2,2) <--> (1,2) ; (2,0) <--> (1,0) ; (0,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (1,0) <TARGET_END> <PATH_START> (1,2) (2,2) (2,1) (2,0) (1,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 2: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|target|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|>
Step 3: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|>
Step 4: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|left|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|>
Step 5: Go down
<|0-0|><|up_left_wall|><|down|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|>
Step 6: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|right|><|1-1|><|up_down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | <|up|><|up|><|left|><|left|><|down|><|right|> | <ADJLIST_START> (0,2) <--> (1,2) ; (0,2) <--> (0,1) ; (2,0) <--> (2,1) ; (1,1) <--> (1,0) ; (1,0) <--> (0,0) ; (0,1) <--> (0,0) ; (1,2) <--> (2,2) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (2,2) (1,2) (0,2) (0,1) (0,0) (1,0) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|down|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|down|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | <|down|><|down|><|right|> | <ADJLIST_START> (2,0) <--> (2,1) ; (0,1) <--> (0,2) ; (0,0) <--> (1,0) ; (1,2) <--> (2,2) ; (2,0) <--> (1,0) ; (1,2) <--> (1,1) ; (2,1) <--> (2,2) ; (1,1) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (0,0) (1,0) (2,0) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|down|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|down|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|up|><|2-2|><|up_down_right_wall|><|blank|>
Step 5: Go right
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|right|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 6: Go up
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | <|down|><|down|><|right|><|up|><|right|><|up|> | <ADJLIST_START> (0,0) <--> (1,0) ; (2,1) <--> (2,0) ; (0,1) <--> (0,2) ; (0,2) <--> (1,2) ; (1,2) <--> (1,1) ; (1,0) <--> (2,0) ; (1,1) <--> (2,1) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (0,0) (1,0) (2,0) (2,1) (1,1) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|down|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|down|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 5: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|down|><|right|><|up|><|up|> | <ADJLIST_START> (2,2) <--> (1,2) ; (1,1) <--> (0,1) ; (0,2) <--> (1,2) ; (2,1) <--> (2,0) ; (2,0) <--> (1,0) ; (2,1) <--> (1,1) ; (0,0) <--> (1,0) ; (2,2) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (0,1) (1,1) (2,1) (2,2) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|target|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|target|> | <|right|> | <ADJLIST_START> (1,2) <--> (1,1) ; (2,2) <--> (1,2) ; (0,2) <--> (0,1) ; (0,0) <--> (0,1) ; (2,0) <--> (2,1) ; (0,2) <--> (1,2) ; (1,1) <--> (1,0) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (2,1) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|origin|> | Step 1: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|left|>
Step 2: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|left|><|2-2|><|up_down_right_wall|><|origin|>
Step 3: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|up|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|origin|>
Step 4: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|right|><|1-1|><|up_down_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|origin|>
Step 5: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|right|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|origin|>
Step 6: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|down_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|origin|>
Step 7: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|origin|> | <|left|><|left|><|up|><|right|><|right|><|up|><|left|> | <ADJLIST_START> (1,2) <--> (0,2) ; (1,0) <--> (1,1) ; (2,1) <--> (2,0) ; (0,2) <--> (0,1) ; (2,2) <--> (2,1) ; (1,1) <--> (1,2) ; (0,0) <--> (0,1) ; (1,0) <--> (2,0) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (0,1) <TARGET_END> <PATH_START> (2,2) (2,1) (2,0) (1,0) (1,1) (1,2) (0,2) (0,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|target|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|target|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|target|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|target|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 4: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|target|><|1-2|><|right_wall|><|left|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|><|up|><|left|> | <ADJLIST_START> (2,2) <--> (1,2) ; (1,0) <--> (2,0) ; (0,0) <--> (1,0) ; (1,1) <--> (1,2) ; (0,2) <--> (1,2) ; (2,2) <--> (2,1) ; (2,1) <--> (2,0) ; (0,1) <--> (1,1) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (2,0) (2,1) (2,2) (1,2) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 4: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|left|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|up|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 6: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|right|><|0-2|><|up_down_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|><|up|><|left|><|up|><|right|> | <ADJLIST_START> (1,2) <--> (1,1) ; (1,1) <--> (0,1) ; (2,2) <--> (1,2) ; (0,2) <--> (0,1) ; (2,0) <--> (1,0) ; (0,1) <--> (0,0) ; (2,2) <--> (2,1) ; (2,1) <--> (2,0) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (2,0) (2,1) (2,2) (1,2) (1,1) (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_wall|><|down|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|right|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|right|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|right|><|right|> | <ADJLIST_START> (2,0) <--> (2,1) ; (0,2) <--> (1,2) ; (2,2) <--> (2,1) ; (0,0) <--> (1,0) ; (1,1) <--> (1,0) ; (0,0) <--> (0,1) ; (2,2) <--> (1,2) ; (1,1) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (0,0) (1,0) (1,1) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|left|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|><|left|> | <ADJLIST_START> (0,2) <--> (0,1) ; (0,2) <--> (1,2) ; (1,1) <--> (2,1) ; (2,2) <--> (2,1) ; (1,1) <--> (1,0) ; (1,2) <--> (2,2) ; (2,0) <--> (1,0) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (0,2) (0,1) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|up|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|left|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|up|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go right
<|0-0|><|up_left_wall|><|right|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | <|up|><|left|><|up|><|right|> | <ADJLIST_START> (0,0) <--> (0,1) ; (1,2) <--> (2,2) ; (1,0) <--> (1,1) ; (2,1) <--> (1,1) ; (2,2) <--> (2,1) ; (2,0) <--> (2,1) ; (0,2) <--> (1,2) ; (0,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (0,1) <TARGET_END> <PATH_START> (2,1) (1,1) (1,0) (0,0) (0,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|origin|><|2-2|><|down_right_wall|><|up|>
Step 3: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|origin|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | <|right|><|up|><|up|><|left|> | <ADJLIST_START> (2,2) <--> (1,2) ; (1,0) <--> (0,0) ; (2,2) <--> (2,1) ; (0,2) <--> (0,1) ; (1,2) <--> (0,2) ; (1,1) <--> (2,1) ; (2,0) <--> (1,0) ; (1,1) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (0,1) <TARGET_END> <PATH_START> (2,1) (2,2) (1,2) (0,2) (0,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | Step 1: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|down|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | <|down|> | <ADJLIST_START> (1,2) <--> (2,2) ; (2,0) <--> (2,1) ; (1,1) <--> (1,0) ; (2,1) <--> (2,2) ; (0,2) <--> (1,2) ; (0,0) <--> (0,1) ; (0,1) <--> (0,2) ; (1,1) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (1,2) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|> | <|up|> | <ADJLIST_START> (1,2) <--> (1,1) ; (2,1) <--> (2,0) ; (2,2) <--> (1,2) ; (0,0) <--> (1,0) ; (1,2) <--> (0,2) ; (0,1) <--> (0,2) ; (2,2) <--> (2,1) ; (1,0) <--> (1,1) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (2,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|up|>
Step 3: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | <|right|><|up|><|up|><|left|> | <ADJLIST_START> (1,1) <--> (1,0) ; (2,2) <--> (2,1) ; (2,0) <--> (2,1) ; (1,0) <--> (0,0) ; (0,2) <--> (0,1) ; (1,2) <--> (2,2) ; (2,0) <--> (1,0) ; (0,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (0,1) <TARGET_END> <PATH_START> (2,1) (2,2) (1,2) (0,2) (0,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|origin|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|right|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|origin|><|1-2|><|down_right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 3: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|target|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|origin|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | <|right|><|up|><|left|> | <ADJLIST_START> (2,1) <--> (1,1) ; (1,2) <--> (1,1) ; (0,1) <--> (0,2) ; (2,2) <--> (2,1) ; (0,2) <--> (1,2) ; (0,0) <--> (0,1) ; (2,0) <--> (2,1) ; (0,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (1,1) <ORIGIN_END> <TARGET_START> (0,1) <TARGET_END> <PATH_START> (1,1) (1,2) (0,2) (0,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | Step 1: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|left|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 2: Go down
<|0-0|><|up_left_wall|><|down|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 3: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|down|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 4: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 5: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|target|> | <|left|><|down|><|down|><|right|><|right|> | <ADJLIST_START> (2,2) <--> (1,2) ; (0,0) <--> (0,1) ; (2,1) <--> (2,0) ; (2,2) <--> (2,1) ; (1,0) <--> (0,0) ; (0,1) <--> (1,1) ; (2,0) <--> (1,0) ; (0,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (0,1) (0,0) (1,0) (2,0) (2,1) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|right|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | <|right|> | <ADJLIST_START> (0,1) <--> (0,0) ; (0,2) <--> (1,2) ; (2,1) <--> (2,2) ; (2,1) <--> (2,0) ; (2,2) <--> (1,2) ; (0,1) <--> (0,2) ; (1,0) <--> (1,1) ; (1,0) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (2,0) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|target|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|up|><|left|> | <ADJLIST_START> (1,2) <--> (0,2) ; (1,1) <--> (1,0) ; (0,2) <--> (0,1) ; (0,0) <--> (1,0) ; (1,1) <--> (2,1) ; (1,0) <--> (2,0) ; (2,2) <--> (2,1) ; (2,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (0,1) <TARGET_END> <PATH_START> (1,2) (0,2) (0,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|right|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|down|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 3: Go down
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|left_right_wall|><|down|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|left|><|2-2|><|down_left_right_wall|><|blank|>
Step 5: Go up
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|target|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|up|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | <|right|><|down|><|down|><|left|><|up|> | <ADJLIST_START> (1,1) <--> (0,1) ; (1,1) <--> (2,1) ; (2,0) <--> (2,1) ; (1,2) <--> (0,2) ; (0,0) <--> (0,1) ; (2,0) <--> (1,0) ; (1,2) <--> (2,2) ; (0,2) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (1,0) <TARGET_END> <PATH_START> (0,0) (0,1) (1,1) (2,1) (2,0) (1,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|left|> | <|left|> | <ADJLIST_START> (1,0) <--> (0,0) ; (0,2) <--> (0,1) ; (2,2) <--> (1,2) ; (2,2) <--> (2,1) ; (1,1) <--> (1,2) ; (2,0) <--> (2,1) ; (1,0) <--> (1,1) ; (1,2) <--> (0,2) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (2,2) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|right|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 4: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 6: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|down|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|><|up|><|up|><|left|><|down|> | <ADJLIST_START> (2,1) <--> (2,2) ; (0,1) <--> (1,1) ; (2,0) <--> (2,1) ; (0,2) <--> (1,2) ; (2,2) <--> (1,2) ; (1,1) <--> (1,0) ; (0,1) <--> (0,0) ; (0,2) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (2,0) (2,1) (2,2) (1,2) (0,2) (0,1) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|down|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|right|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|left|> | <|down|><|right|><|down|><|left|> | <ADJLIST_START> (1,1) <--> (1,2) ; (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (1,0) <--> (2,0) ; (0,0) <--> (0,1) ; (0,1) <--> (0,2) ; (1,2) <--> (2,2) ; (0,1) <--> (1,1) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (0,1) (1,1) (1,2) (2,2) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | <|right|><|down|> | <ADJLIST_START> (2,1) <--> (2,0) ; (0,2) <--> (1,2) ; (0,0) <--> (1,0) ; (0,0) <--> (0,1) ; (2,1) <--> (1,1) ; (0,2) <--> (0,1) ; (1,2) <--> (1,1) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (0,1) (0,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|up|>
Step 3: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|left|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|down_left_wall|><|up|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|left|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|>
Step 6: Go down
<|0-0|><|up_left_wall|><|down|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | <|right|><|up|><|left|><|up|><|left|><|down|> | <ADJLIST_START> (1,1) <--> (1,2) ; (0,1) <--> (0,0) ; (1,1) <--> (0,1) ; (2,2) <--> (1,2) ; (1,2) <--> (0,2) ; (1,0) <--> (0,0) ; (2,1) <--> (2,0) ; (2,2) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (1,0) <TARGET_END> <PATH_START> (2,1) (2,2) (1,2) (1,1) (0,1) (0,0) (1,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go up
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 2: Go up
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|origin|>
Step 3: Go left
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|origin|>
Step 4: Go left
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_wall|><|left|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | <|up|><|up|><|left|><|left|> | <ADJLIST_START> (0,1) <--> (0,0) ; (0,2) <--> (1,2) ; (1,0) <--> (2,0) ; (0,1) <--> (0,2) ; (0,0) <--> (1,0) ; (1,2) <--> (2,2) ; (2,1) <--> (2,2) ; (1,1) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (2,2) (1,2) (0,2) (0,1) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|origin|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|right|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|origin|><|1-1|><|up_down_wall|><|right|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|origin|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|up_down_left_wall|><|origin|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go left
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|left|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|origin|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|><|up|><|left|><|left|> | <ADJLIST_START> (1,1) <--> (1,2) ; (2,2) <--> (2,1) ; (0,2) <--> (0,1) ; (2,0) <--> (2,1) ; (1,2) <--> (2,2) ; (0,2) <--> (1,2) ; (1,0) <--> (1,1) ; (0,0) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (1,0) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (1,0) (1,1) (1,2) (0,2) (0,1) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|origin|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|left|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|down|><|0-2|><|up_down_right_wall|><|origin|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|origin|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|right|><|1-2|><|up_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|><|down|><|right|> | <ADJLIST_START> (1,0) <--> (2,0) ; (0,1) <--> (0,2) ; (0,1) <--> (0,0) ; (2,2) <--> (2,1) ; (2,0) <--> (2,1) ; (1,2) <--> (2,2) ; (1,2) <--> (1,1) ; (1,1) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (0,2) (0,1) (1,1) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 3: Go left
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|up|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go up
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|up|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|left|><|left|><|up|><|up|> | <ADJLIST_START> (1,2) <--> (2,2) ; (1,0) <--> (2,0) ; (0,2) <--> (1,2) ; (0,0) <--> (1,0) ; (1,2) <--> (1,1) ; (2,2) <--> (2,1) ; (2,1) <--> (2,0) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (1,2) (2,2) (2,1) (2,0) (1,0) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|right|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|right|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|> | <ADJLIST_START> (0,1) <--> (1,1) ; (1,0) <--> (2,0) ; (2,1) <--> (2,0) ; (0,0) <--> (0,1) ; (0,1) <--> (0,2) ; (2,2) <--> (2,1) ; (1,2) <--> (2,2) ; (0,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (0,0) (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|up|><|2-2|><|down_right_wall|><|blank|> | <|up|> | <ADJLIST_START> (2,2) <--> (1,2) ; (1,2) <--> (0,2) ; (0,1) <--> (0,0) ; (1,1) <--> (2,1) ; (1,1) <--> (1,0) ; (0,1) <--> (0,2) ; (2,1) <--> (2,2) ; (2,1) <--> (2,0) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (2,1) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|origin|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|down|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|origin|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|left|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|origin|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|up|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_right_wall|><|left|><|0-2|><|up_left_right_wall|><|origin|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|left|><|up|><|left|> | <ADJLIST_START> (0,1) <--> (0,0) ; (0,1) <--> (1,1) ; (0,2) <--> (1,2) ; (2,2) <--> (2,1) ; (2,0) <--> (2,1) ; (1,1) <--> (1,2) ; (0,0) <--> (1,0) ; (1,2) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (0,2) (1,2) (1,1) (0,1) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_wall|><|down|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go left
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|down_right_wall|><|left|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|down_left_wall|><|up|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|><|down|><|left|><|up|> | <ADJLIST_START> (1,2) <--> (0,2) ; (2,2) <--> (1,2) ; (0,0) <--> (1,0) ; (2,1) <--> (2,0) ; (2,1) <--> (2,2) ; (1,1) <--> (1,0) ; (1,1) <--> (0,1) ; (0,1) <--> (0,2) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (0,2) (0,1) (1,1) (1,0) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|left|> | <|left|> | <ADJLIST_START> (0,1) <--> (1,1) ; (1,0) <--> (1,1) ; (1,2) <--> (2,2) ; (2,0) <--> (2,1) ; (0,2) <--> (1,2) ; (1,0) <--> (0,0) ; (1,0) <--> (2,0) ; (2,2) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (2,2) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|up|>
Step 3: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | <|right|><|up|><|up|> | <ADJLIST_START> (1,1) <--> (1,2) ; (1,2) <--> (2,2) ; (2,0) <--> (2,1) ; (0,2) <--> (1,2) ; (0,1) <--> (0,2) ; (2,1) <--> (2,2) ; (1,0) <--> (1,1) ; (1,0) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (2,1) (2,2) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | <|right|> | <ADJLIST_START> (1,0) <--> (2,0) ; (2,1) <--> (2,0) ; (1,2) <--> (1,1) ; (0,0) <--> (0,1) ; (0,2) <--> (1,2) ; (0,0) <--> (1,0) ; (0,1) <--> (0,2) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|up|><|2-2|><|down_left_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|right|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|up|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 5: Go left
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 6: Go left
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_down_wall|><|left|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | <|right|><|up|><|right|><|up|><|left|><|left|> | <ADJLIST_START> (1,1) <--> (1,2) ; (1,2) <--> (0,2) ; (2,0) <--> (2,1) ; (1,2) <--> (2,2) ; (1,1) <--> (2,1) ; (0,2) <--> (0,1) ; (1,0) <--> (2,0) ; (0,0) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (2,0) (2,1) (1,1) (1,2) (0,2) (0,1) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 2: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | <|up|><|up|> | <ADJLIST_START> (2,1) <--> (2,2) ; (1,0) <--> (1,1) ; (1,1) <--> (0,1) ; (2,2) <--> (1,2) ; (1,2) <--> (0,2) ; (0,0) <--> (0,1) ; (0,2) <--> (0,1) ; (2,0) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (2,2) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|target|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|target|><|2-2|><|down_right_wall|><|left|> | <|left|> | <ADJLIST_START> (2,1) <--> (2,2) ; (0,2) <--> (0,1) ; (0,2) <--> (1,2) ; (1,2) <--> (2,2) ; (1,1) <--> (2,1) ; (1,1) <--> (1,0) ; (0,1) <--> (0,0) ; (2,1) <--> (2,0) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (2,2) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|right|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|down|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|right|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go down
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|down|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go left
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 6: Go left
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|> | <|right|><|down|><|right|><|down|><|left|><|left|> | <ADJLIST_START> (1,2) <--> (2,2) ; (2,2) <--> (2,1) ; (0,1) <--> (0,0) ; (1,0) <--> (2,0) ; (2,1) <--> (2,0) ; (1,1) <--> (1,2) ; (0,2) <--> (0,1) ; (0,1) <--> (1,1) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (0,0) (0,1) (1,1) (1,2) (2,2) (2,1) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|down_right_wall|><|up|> | <|right|><|up|> | <ADJLIST_START> (0,0) <--> (1,0) ; (2,1) <--> (2,2) ; (0,2) <--> (1,2) ; (2,0) <--> (2,1) ; (1,1) <--> (0,1) ; (2,2) <--> (1,2) ; (2,0) <--> (1,0) ; (1,1) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (2,1) (2,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 2: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|origin|> | <|left|><|left|> | <ADJLIST_START> (0,0) <--> (1,0) ; (2,1) <--> (2,0) ; (0,2) <--> (1,2) ; (0,1) <--> (0,0) ; (1,1) <--> (0,1) ; (2,1) <--> (2,2) ; (2,0) <--> (1,0) ; (2,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (2,2) (2,1) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|target|><|1-2|><|right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|target|><|1-2|><|right_wall|><|left|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|> | <ADJLIST_START> (2,0) <--> (2,1) ; (1,2) <--> (1,1) ; (0,0) <--> (0,1) ; (2,2) <--> (1,2) ; (0,2) <--> (1,2) ; (1,0) <--> (0,0) ; (2,1) <--> (2,2) ; (1,0) <--> (2,0) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (1,2) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|origin|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|up|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_wall|><|right|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|origin|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|origin|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|down_left_right_wall|><|origin|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|up|><|right|><|right|><|down|> | <ADJLIST_START> (2,2) <--> (1,2) ; (2,1) <--> (2,0) ; (1,2) <--> (0,2) ; (0,0) <--> (0,1) ; (0,0) <--> (1,0) ; (1,1) <--> (2,1) ; (0,2) <--> (0,1) ; (2,2) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (1,0) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (1,0) (0,0) (0,1) (0,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|up|> | <|right|><|up|> | <ADJLIST_START> (0,2) <--> (0,1) ; (1,1) <--> (1,2) ; (1,2) <--> (2,2) ; (2,1) <--> (2,0) ; (1,2) <--> (0,2) ; (0,1) <--> (0,0) ; (1,0) <--> (1,1) ; (2,2) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (2,1) (2,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | <|down|><|down|> | <ADJLIST_START> (2,2) <--> (1,2) ; (2,0) <--> (1,0) ; (0,1) <--> (1,1) ; (0,0) <--> (1,0) ; (1,2) <--> (0,2) ; (0,1) <--> (0,2) ; (2,1) <--> (2,0) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (0,2) (1,2) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 3: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|up|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|right|><|1-1|><|down_right_wall|><|target|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|left|><|left|><|up|><|right|> | <ADJLIST_START> (1,0) <--> (0,0) ; (1,1) <--> (0,1) ; (2,0) <--> (1,0) ; (1,2) <--> (2,2) ; (2,2) <--> (2,1) ; (2,1) <--> (2,0) ; (1,1) <--> (1,0) ; (0,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (1,2) (2,2) (2,1) (2,0) (1,0) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|up|>
Step 3: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|left|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|up|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | <|right|><|up|><|left|><|up|> | <ADJLIST_START> (2,1) <--> (2,0) ; (1,2) <--> (1,1) ; (1,2) <--> (2,2) ; (0,1) <--> (1,1) ; (1,0) <--> (0,0) ; (1,2) <--> (0,2) ; (2,2) <--> (2,1) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (0,1) <TARGET_END> <PATH_START> (2,1) (2,2) (1,2) (1,1) (0,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|down|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|right|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|down|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 5: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|origin|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|> | <|down|><|right|><|down|><|left|><|left|> | <ADJLIST_START> (1,0) <--> (2,0) ; (1,1) <--> (0,1) ; (1,0) <--> (0,0) ; (1,2) <--> (1,1) ; (2,2) <--> (1,2) ; (2,0) <--> (2,1) ; (2,1) <--> (2,2) ; (0,1) <--> (0,2) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (0,1) (1,1) (1,2) (2,2) (2,1) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|target|><|1-2|><|up_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_down_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|target|><|1-2|><|up_right_wall|><|left|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|> | <ADJLIST_START> (0,2) <--> (0,1) ; (0,0) <--> (1,0) ; (2,1) <--> (2,2) ; (0,1) <--> (0,0) ; (2,2) <--> (1,2) ; (2,0) <--> (1,0) ; (2,1) <--> (2,0) ; (1,2) <--> (1,1) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (1,2) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|right|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|origin|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|left|> | <|right|><|down|><|down|><|left|> | <ADJLIST_START> (2,2) <--> (2,1) ; (0,1) <--> (0,2) ; (1,0) <--> (2,0) ; (2,2) <--> (1,2) ; (0,1) <--> (1,1) ; (0,2) <--> (1,2) ; (2,1) <--> (2,0) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (0,1) (0,2) (1,2) (2,2) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|origin|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | Step 1: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|left|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 2: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|down|><|0-2|><|up_down_right_wall|><|origin|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 3: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|origin|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|right|><|1-2|><|up_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 4: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_down_right_wall|><|origin|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|up_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | <|left|><|down|><|right|><|down|> | <ADJLIST_START> (2,1) <--> (2,2) ; (0,2) <--> (0,1) ; (1,0) <--> (2,0) ; (1,2) <--> (2,2) ; (2,0) <--> (2,1) ; (0,1) <--> (1,1) ; (1,1) <--> (1,2) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (0,2) (0,1) (1,1) (1,2) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|origin|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_wall|><|target|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|up|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | <|up|> | <ADJLIST_START> (0,1) <--> (0,2) ; (2,1) <--> (2,0) ; (2,1) <--> (2,2) ; (1,2) <--> (1,1) ; (1,1) <--> (2,1) ; (1,2) <--> (0,2) ; (0,0) <--> (1,0) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (1,0) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (1,0) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | Step 1: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 2: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|down|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | <|down|><|down|> | <ADJLIST_START> (2,2) <--> (1,2) ; (0,1) <--> (0,2) ; (0,0) <--> (0,1) ; (2,0) <--> (2,1) ; (2,1) <--> (2,2) ; (0,2) <--> (1,2) ; (1,0) <--> (1,1) ; (1,1) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (0,2) (1,2) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|> | <|up|> | <ADJLIST_START> (0,0) <--> (0,1) ; (1,0) <--> (1,1) ; (2,2) <--> (1,2) ; (0,2) <--> (1,2) ; (2,1) <--> (2,2) ; (2,0) <--> (2,1) ; (1,1) <--> (0,1) ; (0,2) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (2,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|up|> | <ADJLIST_START> (2,1) <--> (2,0) ; (1,0) <--> (2,0) ; (0,0) <--> (1,0) ; (1,2) <--> (2,2) ; (2,1) <--> (2,2) ; (1,1) <--> (0,1) ; (0,2) <--> (1,2) ; (0,0) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|right|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_right_wall|><|down|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|target|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|down|> | <ADJLIST_START> (1,0) <--> (2,0) ; (0,1) <--> (0,0) ; (2,2) <--> (2,1) ; (1,2) <--> (2,2) ; (2,0) <--> (2,1) ; (0,1) <--> (1,1) ; (1,1) <--> (2,1) ; (1,2) <--> (0,2) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (1,1) <TARGET_END> <PATH_START> (0,0) (0,1) (1,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|up|><|2-2|><|down_left_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|up|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 4: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|right|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|origin|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | <|right|><|up|><|up|><|right|> | <ADJLIST_START> (2,1) <--> (1,1) ; (1,2) <--> (2,2) ; (0,1) <--> (1,1) ; (0,1) <--> (0,2) ; (1,0) <--> (2,0) ; (1,0) <--> (0,0) ; (2,1) <--> (2,0) ; (0,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (2,0) (2,1) (1,1) (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|down|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|down|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|up|> | <|down|><|down|><|right|><|up|> | <ADJLIST_START> (0,1) <--> (0,0) ; (2,1) <--> (1,1) ; (1,2) <--> (2,2) ; (2,0) <--> (1,0) ; (0,1) <--> (1,1) ; (2,0) <--> (2,1) ; (1,2) <--> (0,2) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (0,1) (1,1) (2,1) (2,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|right|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 4: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|><|up|><|up|> | <ADJLIST_START> (2,2) <--> (2,1) ; (2,2) <--> (1,2) ; (1,1) <--> (1,0) ; (0,2) <--> (1,2) ; (1,2) <--> (1,1) ; (0,2) <--> (0,1) ; (2,0) <--> (2,1) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (2,0) (2,1) (2,2) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_down_left_wall|><|target|><|0-1|><|up_right_wall|><|left|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|> | <ADJLIST_START> (1,2) <--> (2,2) ; (0,1) <--> (0,0) ; (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (0,2) <--> (1,2) ; (1,1) <--> (0,1) ; (1,1) <--> (1,0) ; (2,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (0,1) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|origin|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|down|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|origin|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|origin|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|up|><|2-2|><|down_left_right_wall|><|blank|>
Step 4: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|origin|><|1-1|><|up_left_wall|><|right|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 5: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|origin|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | <|down|><|right|><|up|><|right|><|up|> | <ADJLIST_START> (1,2) <--> (0,2) ; (0,1) <--> (0,2) ; (1,2) <--> (2,2) ; (2,1) <--> (2,0) ; (1,1) <--> (2,1) ; (0,1) <--> (0,0) ; (1,1) <--> (1,2) ; (2,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (1,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (1,0) (2,0) (2,1) (1,1) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|origin|><|2-2|><|down_left_right_wall|><|target|> | Step 1: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|up|><|2-2|><|down_left_right_wall|><|target|>
Step 2: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|right|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|origin|><|2-2|><|down_left_right_wall|><|target|>
Step 3: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|origin|><|2-2|><|down_left_right_wall|><|target|> | <|up|><|right|><|down|> | <ADJLIST_START> (0,1) <--> (0,0) ; (2,0) <--> (2,1) ; (1,2) <--> (0,2) ; (2,1) <--> (1,1) ; (1,1) <--> (1,2) ; (0,0) <--> (1,0) ; (1,0) <--> (2,0) ; (2,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (2,1) (1,1) (1,2) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|right|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_wall|><|origin|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|> | <ADJLIST_START> (0,1) <--> (0,0) ; (0,2) <--> (1,2) ; (0,1) <--> (0,2) ; (2,1) <--> (2,2) ; (2,0) <--> (2,1) ; (1,0) <--> (0,0) ; (2,2) <--> (1,2) ; (1,1) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (0,0) (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | <|right|><|down|> | <ADJLIST_START> (1,0) <--> (2,0) ; (1,2) <--> (0,2) ; (0,0) <--> (1,0) ; (2,1) <--> (1,1) ; (2,2) <--> (1,2) ; (0,2) <--> (0,1) ; (0,1) <--> (0,0) ; (2,0) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (0,1) (0,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|origin|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|right|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | <|right|> | <ADJLIST_START> (0,1) <--> (1,1) ; (1,2) <--> (0,2) ; (1,2) <--> (2,2) ; (2,2) <--> (2,1) ; (1,2) <--> (1,1) ; (2,0) <--> (2,1) ; (0,0) <--> (1,0) ; (0,0) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (2,0) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (2,0) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|origin|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|right|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|origin|><|1-1|><|up_down_wall|><|right|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|origin|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|down|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|origin|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 5: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|origin|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|target|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|> | <|right|><|right|><|down|><|left|><|left|> | <ADJLIST_START> (0,2) <--> (1,2) ; (1,2) <--> (1,1) ; (1,0) <--> (0,0) ; (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (0,1) <--> (0,0) ; (1,1) <--> (1,0) ; (1,2) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (1,0) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (1,0) (1,1) (1,2) (2,2) (2,1) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|target|><|1-1|><|up_right_wall|><|origin|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|target|><|1-1|><|up_right_wall|><|left|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|left|> | <ADJLIST_START> (2,1) <--> (1,1) ; (1,2) <--> (2,2) ; (2,2) <--> (2,1) ; (1,2) <--> (0,2) ; (1,0) <--> (0,0) ; (2,1) <--> (2,0) ; (1,1) <--> (1,0) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (1,1) <ORIGIN_END> <TARGET_START> (1,0) <TARGET_END> <PATH_START> (1,1) (1,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|origin|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|target|><|2-2|><|down_right_wall|><|left|> | <|down|><|left|> | <ADJLIST_START> (2,2) <--> (2,1) ; (1,0) <--> (2,0) ; (0,0) <--> (1,0) ; (1,2) <--> (0,2) ; (2,2) <--> (1,2) ; (1,1) <--> (1,0) ; (2,0) <--> (2,1) ; (1,1) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (1,2) <ORIGIN_END> <TARGET_START> (2,1) <TARGET_END> <PATH_START> (1,2) (2,2) (2,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 2: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|up|><|2-2|><|down_right_wall|><|origin|>
Step 3: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|left|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|>
Step 4: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|up|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|>
Step 5: Go right
<|0-0|><|up_left_wall|><|right|><|0-1|><|up_down_right_wall|><|target|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | <|left|><|up|><|left|><|up|><|right|> | <ADJLIST_START> (2,0) <--> (2,1) ; (1,2) <--> (0,2) ; (2,2) <--> (2,1) ; (0,1) <--> (0,0) ; (1,2) <--> (2,2) ; (2,1) <--> (1,1) ; (1,1) <--> (1,0) ; (1,0) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (0,1) <TARGET_END> <PATH_START> (2,2) (2,1) (1,1) (1,0) (0,0) (0,1) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|origin|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_right_wall|><|target|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|up|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|up|> | <ADJLIST_START> (1,1) <--> (1,0) ; (0,2) <--> (1,2) ; (1,2) <--> (2,2) ; (2,1) <--> (2,0) ; (2,2) <--> (2,1) ; (1,0) <--> (0,0) ; (1,1) <--> (0,1) ; (0,2) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (1,0) <ORIGIN_END> <TARGET_START> (0,0) <TARGET_END> <PATH_START> (1,0) (0,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|target|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|target|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|up|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|target|><|1-1|><|up_right_wall|><|left|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | <|up|><|left|> | <ADJLIST_START> (1,0) <--> (2,0) ; (2,2) <--> (2,1) ; (1,2) <--> (0,2) ; (1,1) <--> (1,0) ; (0,0) <--> (1,0) ; (0,2) <--> (0,1) ; (2,2) <--> (1,2) ; (2,1) <--> (1,1) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (1,0) <TARGET_END> <PATH_START> (2,1) (1,1) (1,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|down|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|down|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|right|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go right
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 5: Go up
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|>
Step 6: Go up
<|0-0|><|up_left_right_wall|><|origin|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | <|down|><|down|><|right|><|right|><|up|><|up|> | <ADJLIST_START> (2,2) <--> (2,1) ; (2,1) <--> (2,0) ; (1,0) <--> (1,1) ; (1,0) <--> (2,0) ; (1,1) <--> (0,1) ; (1,2) <--> (2,2) ; (0,2) <--> (1,2) ; (0,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (0,0) (1,0) (2,0) (2,1) (2,2) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|origin|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|right|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_wall|><|blank|><|1-1|><|up_down_wall|><|origin|><|1-2|><|down_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | <|right|><|up|> | <ADJLIST_START> (1,1) <--> (1,2) ; (1,2) <--> (0,2) ; (1,0) <--> (2,0) ; (0,1) <--> (0,2) ; (0,1) <--> (0,0) ; (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (1,0) <--> (1,1) ; <ADJLIST_END> <ORIGIN_START> (1,1) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (1,1) (1,2) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|down|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_wall|><|blank|><|0-2|><|up_right_wall|><|origin|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|down|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | <|down|><|down|> | <ADJLIST_START> (2,0) <--> (1,0) ; (2,2) <--> (2,1) ; (1,1) <--> (0,1) ; (1,0) <--> (0,0) ; (0,2) <--> (1,2) ; (1,2) <--> (2,2) ; (0,2) <--> (0,1) ; (2,0) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (0,2) (1,2) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_down_left_wall|><|right|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_down_left_wall|><|origin|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | <|right|><|right|> | <ADJLIST_START> (0,2) <--> (0,1) ; (2,1) <--> (2,0) ; (1,2) <--> (1,1) ; (2,1) <--> (2,2) ; (1,0) <--> (2,0) ; (0,1) <--> (0,0) ; (1,1) <--> (2,1) ; (0,2) <--> (1,2) ; <ADJLIST_END> <ORIGIN_START> (0,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (0,0) (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|origin|> | Step 1: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_wall|><|blank|><|1-1|><|up_down_wall|><|blank|><|1-2|><|right_wall|><|target|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|up|> | <|up|> | <ADJLIST_START> (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (2,2) <--> (1,2) ; (1,2) <--> (0,2) ; (1,1) <--> (1,0) ; (1,1) <--> (1,2) ; (0,1) <--> (0,2) ; (0,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (2,2) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (2,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|origin|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|target|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|right|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|origin|><|1-1|><|up_right_wall|><|down|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|blank|><|2-2|><|down_right_wall|><|target|>
Step 3: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_down_left_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_wall|><|origin|><|1-1|><|up_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_right_wall|><|blank|><|2-1|><|down_left_wall|><|right|><|2-2|><|down_right_wall|><|target|> | <|right|><|down|><|right|> | <ADJLIST_START> (0,0) <--> (1,0) ; (2,2) <--> (1,2) ; (0,1) <--> (0,2) ; (1,0) <--> (1,1) ; (1,1) <--> (2,1) ; (0,2) <--> (1,2) ; (2,2) <--> (2,1) ; (1,0) <--> (2,0) ; <ADJLIST_END> <ORIGIN_START> (1,0) <ORIGIN_END> <TARGET_START> (2,2) <TARGET_END> <PATH_START> (1,0) (1,1) (2,1) (2,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|origin|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|down|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|origin|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|down|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|origin|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|down_right_wall|><|left|>
Step 4: Go left
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|origin|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|down_left_wall|><|blank|><|1-2|><|right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|left|><|2-2|><|down_right_wall|><|blank|> | <|down|><|down|><|left|><|left|> | <ADJLIST_START> (1,0) <--> (0,0) ; (2,0) <--> (1,0) ; (2,1) <--> (2,0) ; (0,1) <--> (1,1) ; (1,2) <--> (0,2) ; (2,1) <--> (2,2) ; (1,2) <--> (1,1) ; (1,2) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,2) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (0,2) (1,2) (2,2) (2,1) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|down|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|down|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 4: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|origin|><|0-2|><|up_left_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|target|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_wall|><|blank|><|2-2|><|down_right_wall|><|up|> | <|down|><|down|><|right|><|up|> | <ADJLIST_START> (1,1) <--> (0,1) ; (2,2) <--> (1,2) ; (2,0) <--> (1,0) ; (2,0) <--> (2,1) ; (1,2) <--> (0,2) ; (2,1) <--> (1,1) ; (1,0) <--> (0,0) ; (2,1) <--> (2,2) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (1,2) <TARGET_END> <PATH_START> (0,1) (1,1) (2,1) (2,2) (1,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|down_right_wall|><|origin|><|2-2|><|down_left_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_down_left_wall|><|blank|><|0-1|><|up_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|up_left_right_wall|><|blank|><|1-1|><|left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|down_right_wall|><|left|><|2-2|><|down_left_right_wall|><|blank|> | <|left|> | <ADJLIST_START> (1,1) <--> (0,1) ; (0,1) <--> (0,2) ; (0,1) <--> (0,0) ; (1,1) <--> (2,1) ; (2,1) <--> (2,0) ; (2,2) <--> (1,2) ; (2,0) <--> (1,0) ; (1,2) <--> (0,2) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (2,1) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|origin|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|up|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_wall|><|right|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|origin|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|>
Step 3: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|right|><|0-2|><|up_right_wall|><|target|>
<|1-0|><|left_right_wall|><|origin|><|1-1|><|up_left_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|down_right_wall|><|blank|><|2-2|><|down_left_right_wall|><|blank|> | <|up|><|right|><|right|> | <ADJLIST_START> (1,0) <--> (0,0) ; (1,1) <--> (2,1) ; (0,1) <--> (0,2) ; (0,2) <--> (1,2) ; (0,1) <--> (0,0) ; (1,0) <--> (2,0) ; (1,2) <--> (2,2) ; (2,0) <--> (2,1) ; <ADJLIST_END> <ORIGIN_START> (1,0) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (1,0) (0,0) (0,1) (0,2) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|up|><|2-2|><|up_down_right_wall|><|blank|>
Step 2: Go right
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|up_left_wall|><|right|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|up_down_right_wall|><|blank|>
Step 3: Go up
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|up|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|up_down_right_wall|><|blank|>
Step 4: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|left|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|up_down_right_wall|><|blank|>
Step 5: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|left|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|up_down_right_wall|><|blank|>
Step 6: Go down
<|0-0|><|up_left_wall|><|down|><|0-1|><|up_down_wall|><|blank|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|down_left_right_wall|><|target|><|1-1|><|up_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|up_down_left_wall|><|blank|><|2-1|><|down_wall|><|origin|><|2-2|><|up_down_right_wall|><|blank|> | <|up|><|right|><|up|><|left|><|left|><|down|> | <ADJLIST_START> (2,0) <--> (2,1) ; (0,2) <--> (0,1) ; (1,2) <--> (1,1) ; (1,2) <--> (0,2) ; (2,2) <--> (2,1) ; (0,0) <--> (1,0) ; (1,1) <--> (2,1) ; (0,0) <--> (0,1) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (1,0) <TARGET_END> <PATH_START> (2,1) (1,1) (1,2) (0,2) (0,1) (0,0) (1,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | Step 1: Go left
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|left|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 2: Go down
<|0-0|><|up_left_wall|><|down|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|blank|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|>
Step 3: Go down
<|0-0|><|up_left_wall|><|blank|><|0-1|><|up_down_wall|><|origin|><|0-2|><|up_right_wall|><|blank|>
<|1-0|><|left_right_wall|><|down|><|1-1|><|up_down_left_wall|><|blank|><|1-2|><|down_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|target|><|2-1|><|up_down_wall|><|blank|><|2-2|><|up_down_right_wall|><|blank|> | <|left|><|down|><|down|> | <ADJLIST_START> (1,2) <--> (1,1) ; (0,2) <--> (1,2) ; (0,0) <--> (1,0) ; (1,0) <--> (2,0) ; (2,0) <--> (2,1) ; (2,2) <--> (2,1) ; (0,2) <--> (0,1) ; (0,1) <--> (0,0) ; <ADJLIST_END> <ORIGIN_START> (0,1) <ORIGIN_END> <TARGET_START> (2,0) <TARGET_END> <PATH_START> (0,1) (0,0) (1,0) (2,0) <PATH_END> | 3 |
You are a helpful assistant that solves mazes. You will be given a maze represented by a series of tokens.
The tokens represent:
- Coordinates: <|row-col|> (e.g., <|0-0|>, <|2-4|>)
- Walls: <|no_wall|>, <|up_wall|>, <|down_wall|>, <|left_wall|>, <|right_wall|>, <|up_down_wall|>, etc.
- Origin: <|origin|>
- Target: <|target|>
- Movement: <|up|>, <|down|>, <|left|>, <|right|>, <|blank|>
Your task is to output the sequence of movements (<|up|>, <|down|>, <|left|>, <|right|>) required to navigate from the origin to the target, based on the provided maze representation. Think step by step. At each step, predict only the next movement token. Output only the move tokens, separated by spaces.
MAZE:
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | Step 1: Go right
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|right|><|2-2|><|down_right_wall|><|blank|>
Step 2: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|blank|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|up|>
Step 3: Go up
<|0-0|><|up_left_right_wall|><|blank|><|0-1|><|up_left_right_wall|><|blank|><|0-2|><|up_left_right_wall|><|target|>
<|1-0|><|left_wall|><|blank|><|1-1|><|down_right_wall|><|blank|><|1-2|><|left_right_wall|><|up|>
<|2-0|><|down_left_wall|><|blank|><|2-1|><|up_down_wall|><|origin|><|2-2|><|down_right_wall|><|blank|> | <|right|><|up|><|up|> | <ADJLIST_START> (1,0) <--> (2,0) ; (2,1) <--> (2,2) ; (1,1) <--> (0,1) ; (0,2) <--> (1,2) ; (1,0) <--> (1,1) ; (1,2) <--> (2,2) ; (2,1) <--> (2,0) ; (0,0) <--> (1,0) ; <ADJLIST_END> <ORIGIN_START> (2,1) <ORIGIN_END> <TARGET_START> (0,2) <TARGET_END> <PATH_START> (2,1) (2,2) (1,2) (0,2) <PATH_END> | 3 |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.