/BSQ

The program that draws and print the biggest possible square in the given area

Primary LanguageC

BSQ - Final project of the School21 piscine

The aim of this project is to find the biggest square on a map, avoiding obstacles.

Map's information:

  • The first line of the map contains information on how to read the map :
    • The number of lines on the map;
    • The "empty" character;
    • The "obstacle" character;
    • The "full" character.
  • The map is made up of "empty" characters, lines and "obstacle" characters.
  • The aim of the program is to replace ’"empty" characters’ by ’"full" characters’ in order to represent the biggest square possible.
  • In the case that more than one solution exists, we’ll choose to represent the square that’s closest to the top of the map, then the one that’s most to the left.

Definition of a valid map:

  • All lines must have the same length.
  • There’s at least one line of at least one box.
  • At each end of line, there’s a line break.
  • The characters on the map can only be those introduced in the first line.

In case of an invalid map, your program should display map error on the error output followed by a line break. Your program will then move on to the next map.

Example:

%>cat example_file
10.ox
..o..............o.....o.
.........o..o............
....o....................
.............o......o....
..o.....o................
......o..........o....o..
..........o.......o..oo..
...............oo.o....o.
.............o...........
o.......................o
%>./a.out Test/t0
..o..............o.....o.
.........o..o............
....o....................
.............o......o....
..o.....o................
.xxxxxo..........o....o..
.xxxxx....o.......o..oo..
.xxxxx.........oo.o....o.
.xxxxx.......o...........
oxxxxx..................o
%>

It is a square indeed. Even though it might not look like it visually.

You can generate your own the map with generator.pl:

%>perl generator.pl 5 8 2
8.ox
..o..
.o...
.....
..o.o
o....
...o.
.....
o.o..
%>
  • 5 - width
  • 8 - length
  • 2 - density of obstacle