![]() ![]() This website will provide you printable irregular sudoku puzzles, we daily update including solutions. Printable Irregular Sudoku Puzzles (Daily update) The new games can be referred to Jigsaw Diagonal Sudoku or Jigsaw X Sudoku. Our irregular jigsaw sudoku are printable through the menu 9X9-JIGSAW-SUDOKU and the link Print puzzles. Jigsaw Sudoku can also add rules of having two diagonal lines. Number 1-N can only appear once in each group.Number 1-N can only appear once in each row.Jigsaw Sudoku This version requires placing numbers in rows, columns, and boxes (like in a standard sudoku). Samurai Sudoku This is a challenging variation of the classic puzzle, with five overlapping 9×9 grids. Number 1-N can only appear once in each column. Here are some popular ones: Mini Sudoku This is a 4×4 grid with numbers from 1 to 4.The solving process for Jigsaw Sudoku is to fill numbers from 1-N in NxN grids.Numbers cannot be repetitive in each row, each column, each group (N grids in rough-line boxes). (Easy Jigsaw Sudoku Puzzle Books) Volume 4 Jones, Christiana on. By pressing "New Puzzle.", you can choose game size and difficulty level. Fill in the blanks so that each row, each column, and each of the nine 3x3. Jigsaw Sudoku puzzles on ol have seven sizes of “3x3,4x4,5x5,6圆,7x7,8x8,9x9” with ten difficulty levels. Sudoku is easy to play and the rules are simple. ![]() Different from standard Sudoku, jigsaw Sudoku uses irregular gridding groups to replace traditional 3x3 grids. ![]() Archive Printable Blank Grids Members Forum Your Puzzles Tips Contact Us Sign In Join Timer 00:00:00 Start Pause Reset Play this pic as a Jigsaw or Sliding Puzzle. Place digits from 1 to 9 in each empty cell. Easy to Expert Levels plus blank grids, solvers, 16x16 and Kids puzzles. The standard sudoku rules apply to each 9 x 9 grid. Samurai sudoku puzzles consist of five overlapping sudoku grids. Print samurai sudoku puzzles free at several grid sizes. Jigsaw Sudoku is also referred to puzzle Sudoku. Samurai Sudoku puzzles and solver with hints and step-by-step solutions. ![]()
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