Logic Puzzles
Logic Puzzles
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Number Maze

A honeycomb path of consecutive numbers — easy to learn, hard to master.

Number Maze in a nutshell

Fill every hex with 1 through N so consecutive numbers sit in neighboring cells. Diamonds mark pairs that must be consecutive.

  1. The board is a honeycomb of hexes. You must use each number from 1 to the number of cells exactly once.
  2. Consecutive numbers (like 7 and 8) must sit in hexes that share an edge.
  3. Some numbers are already placed. A white diamond on an edge means those two hexes must be consecutive.
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About Number Maze

Play Number Maze online for free — a hexagonal number-path puzzle in the spirit of Rikudo. Place 1 through N so each pair of consecutive numbers sits in neighboring hexes. Some numbers are given, and diamond marks force a consecutive pair across that edge.

The Rules

Fill every hex with 1 through N so consecutive numbers sit in neighboring cells. Diamonds mark pairs that must be consecutive.

Step by Step

  1. The board is a honeycomb of hexes. You must use each number from 1 to the number of cells exactly once.
  2. Consecutive numbers (like 7 and 8) must sit in hexes that share an edge.
  3. Some numbers are already placed. A white diamond on an edge means those two hexes must be consecutive.
  4. Tap an empty hex next to a filled one to place the next consecutive number. Tap a number you placed to erase it.

Tips & Strategy

  • Start from 1 and the last number — they are always given — and grow the path from both ends.
  • A diamond is a forced step: those two cells are neighbors on the path, so you can often deduce both numbers.
  • If two consecutive numbers are both placed, they must already be neighbors. A clash means something earlier is wrong.

Frequently Asked Questions

Is this the same as a square number maze?

No. This is a hexagonal path puzzle: fill every cell with consecutive numbers, like Rikudo, rather than jumping a printed distance on a square grid.

What does the diamond mean?

The path must cross that edge, so the two hexes it sits between contain consecutive numbers.

Is there always only one solution?

Yes — every generated board has exactly one valid path from 1 to the highest number, so there's never any guesswork about which layout is 'right.'

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