You are given an n \times m grid that represents a labyrinth. Your task is to determine the length of the shortest route from the square A to the square B. Each square is either floor (.) or wall (#), and all squares along the edges of the grid are wall.
You may assume that 1 \le n,m \le 20. If there is no path, return −1.
In a file labyrinth.py, implement a function count that returns the length of the shortest route.
def count(r):
# TODO
if __name__ == "__main__":
r = ["########",
"#.A....#",
"#.#.##.#",
"#.##...#",
"#...B#.#",
"########"]
print(count(r)) # 7
