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Maze Solver in Python
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Source code is copyright 2014 [email protected] | |
Feel free to use and modify for commercial and non-commercial purposes. | |
A link back to this page must be included UNLESS the source is functionally changed. |
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#################################### | |
#S# ## ######## # # # # # | |
# # # # # # # | |
# # ##### ## ###### # ####### # # | |
### # ## ## # # # #### # | |
# # # ####### # ### #E# | |
#################################### |
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# | |
# Maze Solver 1.0 | |
# March 2014 | |
# [email protected] | |
# | |
# Solves a maze stored in a text file, and outputs the solution | |
# path to a second text file in the same format. | |
# | |
# Required command-line arguments: <input_file> <output_file> | |
# Example usage: | |
# | |
# <in.txt> | |
# #################################### | |
# #S# ## ######## # # # # # | |
# # # # # # # # | |
# # # ##### ## ###### # ####### # # | |
# ### # ## ## # # # #### # | |
# # # # ####### # ### #E# | |
# #################################### | |
# | |
# python maze.py in.txt out.txt | |
# | |
# <out.txt> | |
# #################################### | |
# #S# ## ########.#.#>>>>>v# >>v# # | |
# #v#>>v# >>>v.....#^# >>>>^#>>v# | |
# #>>^#v#####^##v######^# ####### #v# | |
# ###.#v##>>>^##>>>>>v#^# # ####v# | |
# #...#>>>^#..#######>>^# ### #E# | |
# #################################### | |
# | |
import operator | |
import sys | |
class Maze(object): | |
"""Represents a two-dimensional maze, where each cell can hold a | |
single marker.""" | |
def __init__(self): | |
self.data = [] | |
def read_file(self, path): | |
"""Read a maze text file and split out each character. Return | |
a 2-dimensional list where the first dimension is rows and | |
the second is columns.""" | |
maze = [] | |
with open(path) as f: | |
for line in f.read().splitlines(): | |
maze.append(list(line)) | |
self.data = maze | |
def write_file(self, path): | |
"""Write the specified 2-dimensional maze to the specified | |
file, writing one line per row and with columns | |
side-by-side.""" | |
with open(path, 'w') as f: | |
for r, line in enumerate(self.data): | |
f.write('%s\n' % ''.join(line)) | |
def find(self, symbol): | |
"""Find the first instance of the specified symbol in the | |
maze, and return the row-index and column-index of the | |
matching cell. Return None if no such cell is found.""" | |
for r, line in enumerate(self.data): | |
try: | |
return r, line.index('S') | |
except ValueError: | |
pass | |
def get(self, where): | |
"""Return the symbol stored in the specified cell.""" | |
r, c = where | |
return self.data[r][c] | |
def set(self, where, symbol): | |
"""Store the specified symbol in the specified cell.""" | |
r, c = where | |
self.data[r][c] = symbol | |
def __str__(self): | |
return '\n'.join(''.join(r) for r in self.data) | |
def solve(maze, where=None, direction=None): | |
"""Finds a path through the specified maze beginning at where (or | |
a cell marked 'S' if where is not provided), and a cell marked | |
'E'. At each cell the four directions are tried in the order | |
RIGHT, DOWN, LEFT, UP. When a cell is left, a marker symbol | |
(one of '>', 'v', '<', '^') is written indicating the new | |
direction, and if backtracking is necessary, a symbol ('.') is | |
also written. The return value is None if no solution was | |
found, and a (row_index, column_index) tuple when a solution | |
is found.""" | |
start_symbol = 'S' | |
end_symbol = 'E' | |
vacant_symbol = ' ' | |
backtrack_symbol = '.' | |
directions = (0, 1), (1, 0), (0, -1), (-1, 0) | |
direction_marks = '>', 'v', '<', '^' | |
where = where or maze.find(start_symbol) | |
if not where: | |
# no start cell found | |
return | |
if maze.get(where) == end_symbol: | |
# standing on the end cell | |
return where | |
if maze.get(where) not in (vacant_symbol, start_symbol): | |
# somebody has been here | |
return | |
for direction in directions: | |
next_cell = map(operator.add, where, direction) | |
# spray-painting direction | |
marker = direction_marks[directions.index(direction)] | |
if maze.get(where) != start_symbol: | |
maze.set(where, marker) | |
sub_solve = solve(maze, next_cell, direction) | |
if sub_solve: | |
# found solution in this direction | |
return sub_solve | |
# no directions worked from here - have to backtrack | |
maze.set(where, backtrack_symbol) | |
if __name__ == '__main__': | |
if len(sys.argv) < 3: | |
print 'Arguments: <input file> <output file>' | |
sys.exit(1) | |
input_file, output_file = sys.argv[1:3] | |
maze = Maze() | |
maze.read_file(input_file) | |
solution = solve(maze) | |
if solution: | |
print 'Found end of maze at %s' % solution | |
else: | |
print 'No solution (no start, end, or path)' | |
print maze | |
maze.write_file(output_file) |
In case anyone grabs the original code and gets an error when running it with Python 3, you'll need to update it with 2 changes to make it compatible with Python 3.
- add parentheses around the arguments to the 4
print
functions, i.e. instead ofprint maze
, make itprint(maze)
- replace
map(operator.add, where, direction)
withlist(map(operator.add, where, direction))
Alternatively (and even simpler) just run 2to3 -w maze.py
to convert it in a single shot.
If you don't do these changes, when you run python maze.py in.txt out.txt
there will an error printed:
SyntaxError: Missing parentheses in call to 'print'. Did you mean print('Arguments: <input file> <output file>')?
still getting an error, a window pops up and closes immediately
still getting an error, a window pops up and closes immediately
Please try running the command in a terminal, if you are on Windows and you run the python program directly it will not allow you to provide arguments and you also won't get to see output.
- Run a terminal/console
- Run
2to3 -w maze.py
to convert the Python 2 code to Python 3 code - Run
python3 maze.py in.txt out.txt
and you'll see this output:
Found end of maze at [5, 34]
####################################
#S# ## ########.#.#>>>>>v# >>v# #
#v#>>v# >>>v.....#^# >>>>^#>>v#
#>>^#v#####^##v######^# ####### #v#
###.#v##>>>^##>>>>>v#^# # ####v#
#...#>>>^#..#######>>^# ### #E#
####################################
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If the entire path is desired, not just the position of the end symbol, the solver can be modified to build up the list as it goes, by making these changes:
Example output: