Number Duel Games

KenKen

KenKen is a arithmetic logic puzzle invented by Japanese math teacher Tetsuya Miyamoto in 2004. Like Sudoku, each row and column must contain each number exactly once. But KenKen adds an extra layer: cells are grouped into "cages" with arithmetic targets. To solve the puzzle, you must satisfy both the Latin Square constraint AND the cage arithmetic constraints.

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How to Play KenKen

  1. Fill the grid so each row and column contains numbers 1 to N exactly once (like Sudoku).
  2. Cells are grouped into cages, shown by thick borders.
  3. Each cage has a target number and an operation (e.g., "12×" means the numbers in that cage multiply to 12).
  4. For addition (+) cages: the numbers in the cage add up to the target.
  5. For multiplication (×) cages: the numbers multiply to the target.
  6. For subtraction (−) cages: subtract the smaller from the larger to get the target.
  7. For division (÷) cages: divide the larger by the smaller to get the target.
  8. Single-cell cages show the answer directly.

KenKen vs Sudoku

KenKen and Sudoku share the Latin Square rule (each row/column has unique numbers). The key difference: Sudoku uses 3×3 block constraints, while KenKen uses arithmetic cages. This means KenKen requires both logic AND arithmetic — making it a more complete brain workout. Many puzzle enthusiasts find KenKen more engaging than Sudoku because each cage adds a new dimension of deduction.

Grid Sizes

KenKen Strategy Tips

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