Sumoku - Seven-segment Math
Make 10 with digital numbers
Ratings
Age
4+
Category
Puzzle
Languages
English
Thu Oct 21 2021
• Optimized for iOS 15
• Minor improvements
Sumoku is a logic game that will challenge your mind and sharpen your math skills. Using numbered tiles, you must build rows and columns where each line sums up to a multiple of the 'key' number for that level. With multiple modes and increasing difficulty, it's a perfect puzzle for both casual play and serious brain training.
Dinsun Expert Review
Our Expert Score
Sumoku is a brilliant fusion of Sudoku and crossword-style layout, but with a math-focused twist. It’s the kind of game that is easy to learn but difficult to master. The core mechanic is simple: place tiles so that the sum of each row and column is a multiple of a given key number. It requires a different kind of 'brain-wiring' than typical number puzzles, focusing on mental arithmetic and spatial planning.
The app is clean and distraction-free, which is perfect for a logic game. The 'seven-segment' math aesthetic is cool and retro, making it feel like playing on a classic calculator. It’s a great educational tool that actually feels like a game, making it perfect for kids practicing multiplication or adults who want to keep their mental math sharp. It’s a quiet, clever, and highly replayable puzzle game.
Features
Unique math-meets-Sudoku gameplay
Multiple difficulty levels and game modes
Clean, retro seven-segment display style
Great for both kids and adults
Tips & Walkthrough
If the key number is 5, look for ways to make your rows end in 0 or 5. If you already have a 7 in a row, you need to add a 3, 8, or 13 to reach a multiple of 5. Planning your overlaps at the intersections is the key to high scores.
Gameplays
Start with 'Relax' mode to get a feel for the sums. Once you are comfortable, try 'Time Attack' where you have to complete the grid under pressure. This forces you to internalize multiplication tables much faster.
Screenshot
Q&A
The key number is the value that all rows and columns must be a multiple of for that specific level.
