Hexagonal-Square 1 Maze Generator — Free Online Tool
The geometry
The Hexagonal-Square 1 maze pairs broad hexagons with small connecting squares, producing one of the most decorative tilings in the whole collection. The hexagons act like roomy chambers while the squares pinch into narrow gateways between them, so solving feels like moving from hall to hall through a tiled palace floor rather than tracing a flat grid. It is geometric, ornamental, and immediately distinctive on the page.
How it works
This semi-regular tiling gives hexagonal cells and square cells different connectivity, which sprinkles a satisfying variety of junctions across the maze. The compiled C/C++ engine carves the pattern with the recursive backtracker and renders the contrasting six-sided and four-sided edges sharply at 300 DPI. Full control over wall colour, background, and stroke weight means the ornamental tiling reads cleanly whether it appears as a small puzzle inset or a full-page centrepiece.
Who it's for
Hexagonal-square mazes are a strong pick for publishers chasing a premium, design-led look — the tiled-floor aesthetic suggests craftsmanship and justifies a higher-priced 'deluxe' activity book. Educators use the alternating chamber-and-gateway structure to discuss tessellations and tiling patterns alongside the puzzle itself. Game and pattern designers lift the semi-regular tiling straight into decorative level art and mosaic backgrounds. Generate a sample free, or upgrade for all 30 styles plus 300 DPI PDF and batch export.
Hexagonal-Square 1 vs. a classic orthogonal maze
| Attribute | Hexagonal-Square 1 | Orthogonal (square grid) |
|---|---|---|
| Cell shape | Hexagons and squares | Square |
| Connections per cell | Mixed | Four (up, down, left, right) |
| Solving feel | Patterned, semi-regular | Clean right angles, easiest to read |
| Print-ready export | Yes — 300 DPI PDF (paid) | Yes — 300 DPI PDF (paid) |
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Browse every geometry side by side, or jump straight into the generator.
All maze types See plans & pricing Read: 30 Maze Types Explained: A Complete Guide to Geometric Maze Styles