A LITTLE LOGIC. A CLEARER MIND.

Samurai Sudoku.
Learn the rules, see the possibilities.

Samurai Sudoku joins five 9×9 grids into one larger puzzle: four corner grids and one central grid. A 3×3 box from each corner grid overlaps a box in the center. These shared cells must have the same values in both grids, allowing one deduction to help solve another part of the puzzle.

FOLLOW THE HIGHLIGHT

How to play Samurai Sudoku

Three ideas. Illustrated on the board. Take them one move at a time.

01THE RULE

See how the five grids fit together

Think of the board as five familiar Sudoku puzzles connected at their corners. Each 9×9 grid has its own rows, columns, and boxes. Blank gaps between the grids are not playable cells. You do not apply a single 1–9 rule across the full width of the combined board.

A useful way to think

Identify the boundaries of one 9×9 grid before checking a row or column.

02THE RULE

Treat the overlaps as shared space

Each highlighted overlap is a full 3×3 box used by both a corner grid and the center. A digit placed there must satisfy the relevant rows and columns of both grids. In the playable board above, changing one of these cells updates its matching position automatically.

A useful way to think

A number forced by one grid can eliminate candidates in the other grid immediately.

03THE RULE

Solve locally, then pass information along

Start with a nearly complete row, column, or box in whichever grid offers the clearest move. Once you solve a shared cell, inspect the neighboring grid for new deductions. Repeat this process between the corner grids and the center until all five are complete.

A useful way to think

Use Tab to cycle between grids, or click directly on the part of the Samurai board you want to work on.

FROM FIRST MOVE TO LAST

Sudoku strategies that work in every variant

Every Sudoku is solved with the same three habits. They need no arithmetic and no guessing — just a careful look at what each cell can still be.

  1. Scan rows, columns, and boxes

    Pick a number and sweep the grid. Where a number already appears, it cannot go again in that row, column, or box. Three placed copies often leave only one open cell for the fourth.

  2. Hunt for singles

    Look for a cell with just one possible symbol left. A row or box that is almost complete is the fastest place to find one, and each single you place narrows the next cell.

  3. Write candidates, then eliminate

    When two or three cells stay open, switch on Notes and pencil in the possibilities. Cross out candidates as peers fill in. If a digit fits only one cell inside a group, that cell must hold it.

SMALL DETAILS, BIG PICTURE

A few Samurai Sudoku facts

5

Connected Sudoku grids

Four corner grids surround one central grid.

4

Shared 3×3 boxes

Each corner grid overlaps the center once.

369

Distinct playable cells

Five times 81 cells, minus four shared boxes of nine.

These figures describe the standard five-grid Samurai layout.

LESS FRICTION, MORE FOCUS

Make yourself at home on the board.

Choose a cell, enter a symbol, and keep going. Use Notes for possibilities, Undo to revisit a move, and Hint when you need a nudge. Change the visual theme without changing your game.

↑↓←→
Move between cells
1–9
Enter a number; use the keypad for larger symbol sets
Del
Erase your entry
Ctrl / ⌘Z
Undo the last move
GOOD QUESTIONS

Samurai Sudoku, explained.

A few things you might be wondering.

How many cells does a Samurai Sudoku have?

A standard five-grid Samurai puzzle has 369 distinct playable cells. The five 9×9 grids contain 405 cell positions, but four overlapping 3×3 boxes count only once.

Must a full row across the large Samurai board contain 1–9?

No. Row and column constraints apply within each individual 9×9 grid. The complete multi-grid layout is not one giant Classic Sudoku grid.

Can I solve the five grids independently?

Each grid follows Classic Sudoku rules, but overlapping entries must agree. Use deductions from the shared boxes to transfer information between grids rather than treating their shared cells as independent values.

SAME LOVE OF LOGIC. A NEW PERSPECTIVE.

Find your next kind of Sudoku.