Digit Sum Grid Puzzle

Digit Sum Grid Puzzle

Math Logic Digits
Developer: Wolf Claw Games
Updated: 2026-07-20

What players say

Digit Sum Grid Puzzle stands out for its elegant simplicity. The core mechanic—filling runs to match clue sums without repeating digits—creates satisfying logical puzzles. The three difficulty levels scale well, from gentle introductions to demanding grids that require sustained concentration. The ad-free, timer-free interface respects the player's pace. Unlimited generation means the challenge never ends. This is a solid choice for anyone seeking a quiet, brain-engaging activity without frills or pressure.

About

FAQ
Can I play Digit Sum Grid Puzzle on my mobile phone?
Yes, the game is designed to work in standard mobile browsers. The grid resizes to fit smaller screens, and touch input is fully supported. No app installation is needed.
Is there a way to track my progress or statistics?
The game does not include built-in progress tracking or statistics. Each puzzle is independent, so players can focus on solving without performance metrics. Some may prefer to track their own times or solve counts externally.
Does the game include hints or a solution checker?
The game does not provide hints or automatic solution checking. Players must rely entirely on their own logical deduction. This approach encourages self-reliance and deeper learning of puzzle-solving techniques.
What happens if I make a mistake while filling digits?
There is no penalty for incorrect entries. Players can freely change digits in any white cell at any time. The game does not validate moves until the puzzle is complete, allowing trial and error as part of the learning process.
Are there any in-app purchases or subscription fees?
No. The game is completely free to play with no purchases, subscriptions, or hidden costs. All features, including unlimited puzzle generation and all difficulty levels, are available without payment.
How does the puzzle generation ensure uniqueness?
The generation algorithm creates puzzles with a single valid solution. It starts with a complete grid and removes digits while verifying that only one solution remains. This guarantees each puzzle is fair and solvable through logic alone.

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