This Java code defines a program for solving Sudoku puzzles. Sudoku is a logic-based number placement puzzle, where the goal is to fill a 9x9 grid with digits so that each column, each row, and each of the nine 3x3 subgrids (also known as regions or boxes) contain all of the digits from 1 to 9 without repetition.
Here's a breakdown of the code's main components and functionality:
-
display
method:- This method is responsible for displaying the current state of the Sudoku board.
- It uses ANSI escape codes for terminal text coloration to make the output visually appealing.
- It prints the Sudoku board, with each cell's value in either cyan or yellow color, separated by vertical and horizontal lines.
-
solve
method:- This is the main recursive method that attempts to solve the Sudoku puzzle.
- It takes the current Sudoku board, row (
i
), and column (j
) as parameters. - The method progresses through the grid, trying to fill in valid numbers (1-9) in empty cells.
- If it successfully fills in the entire board, it prints the solution.
- If the board cannot be solved, it backtracks by resetting a cell's value to 0 and continues exploring other possibilities.
-
isValid
method:- This method checks whether it's valid to place a number (
val
) in a specific cell (x
,y
) of the Sudoku board. - It checks three conditions: row, column, and subgrid (3x3 box). If the number already exists in any of these conditions, it returns
false
; otherwise, it returnstrue
.
- This method checks whether it's valid to place a number (
-
main
method:- The
main
method is the entry point of the program. - It initializes a 9x9 Sudoku board with a starting configuration. The provided example is a typical Sudoku puzzle.
- Alternatively, you can uncomment a section of code to input the Sudoku puzzle from the console using a
Scanner
. - It displays the initial state of the Sudoku board and then calls the
solve
method to find a solution. - If a solution is found, it is printed. Otherwise, it prints "No solution possible" if no valid solution exists.
- The
Overall, this code provides a Sudoku solver that uses a recursive backtracking algorithm to find the solution to the puzzle. It is capable of solving most standard Sudoku puzzles and provides a visual representation of the solved board using colored text.