📖 About

Fillomino is the creative region-dividing puzzle from Japan! Fill every cell with a number, where same numbers form connected regions (polyominoes). Each region's size must equal the number it contains. But here's the twist: different regions of the same number CANNOT share an edge. This creates fascinating logical challenges as you balance region sizes with placement constraints!

🎯 Objectives

Fill the entire grid with numbers such that each number forms a connected region of exactly that size. Different regions with the same number cannot be orthogonally adjacent. Every cell must belong to exactly one region!

🎮 How to Play

Click a cell and enter a number (1-9). Same numbers must form connected regions. Each region size must equal its number. Different regions with the same number cannot touch.

💡 Tips

• ✓ Given numbers are anchors - regions must match their value
• ✓ Small regions (1, 2) are easiest to place first
• ✓ Watch for conflicts where same-numbered regions would touch
• ✓ Count cells carefully - each region needs exactly its number of cells

❓ Frequently Asked Questions