Complete rules, examples, step-by-step walkthroughs, and practical solving techniques. Includes an illustrated solved puzzle and tips you can use right away.
Sudoku is a logic-based number placement puzzle. The standard puzzle uses a 9×9 grid divided into nine 3×3 boxes. The objective is to fill every empty cell with a digit from 1 to 9 so that each row, each column, and each 3×3 box contains every digit exactly once.
Each horizontal row must contain the digits 1–9 without repetition.
Each vertical column must contain the digits 1–9 without repetition.
Each 3×3 subgrid must have numbers 1–9 exactly once.
Sudoku requires logic and deduction, not arithmetic—so anyone can play regardless of math skill.
These basic steps will solve many easy puzzles. When you progress, use the intermediate techniques below.
Below is a solvable example. We'll walk through several steps, showing pencil marks and reasoning. Replace placeholder images with your in-game screenshots for best clarity.
(This is a common tutorial puzzle—many solvers will recognize it.)
Look for cells that clearly can only be one number. For example, consider the top-left 3×3 box (rows 1–3, cols 1–3). If numbers 5,6,9,8 are already present in oriented rows/columns, sometimes a cell will only accept one candidate.
For a central blank, list possible numbers left (e.g., 2,4). If later one gets eliminated, place the final number.
If within a row a certain digit can only go in one cell (even if that cell has multiple pencil marks), that's a hidden single — place it.
Follow these simple deductions repeatedly. When no more singles exist, move to intermediate tactics below.
If two cells in a unit (row/column/box) contain the exact same two candidates (e.g., {2,7} and {2,7}), then those two digits must occupy those cells. You can remove those candidates from other cells in that unit.
If within a box candidate X can only appear in cells that lie in the same row (or column), then X cannot appear in that row (or column) outside the box — remove it from those cells.
X-Wing uses patterns across two rows and two columns to eliminate candidates. If a candidate appears in only two positions in two different rows and those positions line up in the same two columns, then that candidate can be removed from other cells in those columns.
Swordfish generalizes X-Wing across three rows/columns. These patterns are rarer but powerful for very difficult puzzles.
Most published Sudoku puzzles (especially from reputable sources) are designed to be solvable by logic alone. Extremely difficult puzzles may require advanced techniques, but you should still avoid blind guessing.
Practice for a few weeks and you'll see big improvements. Start with easy puzzles, then move to medium, using the techniques above.