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Sudoku

Pick a grid size, then fill in the blanks so every row and every column contains each number exactly once. Pre-filled clues are locked; clicking an open cell cycles it through the possible numbers.

It plays like classic Sudoku, but without the 3x3 box rule — which means it works cleanly at sizes that don't divide neatly into sub-boxes, from a quick 4x4 warm-up up to a full 10x10 challenge.


How to Play


About This Game

This is a Latin-square number puzzle rather than a traditional 9x9 Sudoku. There are no 3x3 boxes to satisfy — just the rule that every row and every column must contain each number from 1 to the grid size exactly once. Some cells start filled in as fixed clues; the rest are yours to complete. Get every row and column right with no conflicts, and the puzzle is solved.


Why We Built It

Classic Sudoku's 3x3 box rule only works cleanly on a 9x9 grid, since 9 is a perfect square. We wanted players to be able to choose their own grid size — including ones like 5x5, 8x8, or 10x10 that don't split evenly into sub-boxes — so we kept the row-and-column rule and dropped the box constraint entirely. The result is a puzzle that scales smoothly from a two-minute warm-up to a genuinely demanding 10x10 grid, without ever feeling like a different game.


How It Works

Each puzzle is generated from two independently shuffled orderings of rows and columns, combined with modular arithmetic to produce a guaranteed-valid Latin square — every row and column is mathematically guaranteed to contain each number exactly once before any cells are even hidden. About 48% of cells are then kept visible as fixed clues, and the rest start blank. Clicking an open cell increments its value by one (wrapping back to blank after the grid size), and any cell that currently shares its value with another cell in the same row or column is highlighted in red so you can spot conflicts immediately.


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