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Printable Maze Generator

Make a printable maze in seconds, in an easy 6×6, standard 10×10, or challenge 14×14 size. Every maze is built as a spanning tree of its grid — mathematically guaranteed to be fully connected with exactly one path from start to finish, never a dead layout and never more than one solution. Print the maze, or download a PDF with the solution path highlighted on its own page. Free, no sign-up, and everything stays in your browser.

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PDF puts the answer key on its own page.

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Printable Maze

10×10 · Standard (10×10)

StartFinish

Made with Classeem · Free classroom tools at classeem.com
Step by step

How to use the printable maze generator

  • 1Choose a difficulty — easy, standard, or challenge — which sets the maze size.
  • 2Trace a path from Start to Finish.
  • 3Press Regenerate for a brand-new maze anytime.
  • 4Print the maze, or download a PDF with the solution path shown on its own page.
When it helps

When this is useful

Fine motor and pencil control practice

Tracing a maze path is a fun, low-pressure way to build pencil control for younger students.

Early finisher activities

A self-contained puzzle that needs no extra materials — perfect for students who finish other work early.

Brain breaks and transitions

A quick, calm activity to fill a few spare minutes between lessons.

Party and worksheet packets

Bulk up a packet or take-home page with a maze that's genuinely solvable, not just filler.

A harder challenge for older students

The 14×14 challenge size gives older students a longer, more demanding maze to solve.

In practice

Examples to try

An easy 6×6 maze

A small, quick maze suited to younger students or a short activity.

A standard 10×10 maze

A medium-sized maze with a longer path for a more involved challenge.

A challenge 14×14 maze

A large maze for older students or anyone who wants a longer puzzle to solve.

Get more out of it

Tips for better results

  • Start from both ends

    For a harder maze, tracing from both Start and Finish toward the middle can make the path easier to spot.

  • Use a pencil, not a pen

    A pencil makes it easy to back out of a dead end without marking up the page.

  • Check the solution page if stuck

    Download the PDF to get the solved path on its own page if a student gets stuck.

  • Regenerate for a fresh layout

    Press Regenerate for a brand-new maze at the same size and difficulty.

Under the hood

How the printable maze generator works

The maze is carved with a randomized depth-first walk across the grid: starting from one cell, it moves to a random unvisited neighbor, opening a passage as it goes, and backtracks when it reaches a dead end. Every passage opened this way connects a cell that wasn't reachable yet, so the finished maze is exactly a spanning tree of the grid — mathematically guaranteed to have zero cycles and exactly one simple path between any two cells.

Because of that guarantee, every maze is fully solvable and has exactly one solution, never an accidental dead layout or a maze with multiple valid paths.

Everything is generated on your device, so you can make as many fresh mazes as you like, instantly and for free. Press Regenerate for a brand-new maze using the same settings.

Your data

Private by design

  • No account and no sign-up. Just open it and start.
  • Everything runs on your device, so the worksheet settings you choose stays with you.
  • Nothing you create is uploaded. No values, names, scores, or generated content are sent to our servers.
  • We use Google Analytics only for basic, anonymous pageview counts. It never receives what you enter into the tool.
Good to know

Frequently asked questions

Is the maze generator free?

Yes, completely free, with no account and no limit on how many mazes you make. There's no watermark on the printed sheet.

Can I print the maze?

Yes. Use the Print button to send the maze straight to your printer.

Can I download a PDF?

Yes. Download a clean PDF built on your device, with the blank maze on the first page and the solution path highlighted on its own page.

Is every maze actually solvable?

Yes. Every maze is built as a spanning tree of its grid, which is mathematically guaranteed to be fully connected — every cell, including the finish, is always reachable from the start.

Is there ever more than one solution?

No. A spanning tree has exactly one simple path between any two cells, so every maze has exactly one solution from start to finish, never an ambiguous second route.

Are worksheet settings uploaded or saved anywhere?

No. The maze is built entirely on your device, and the PDF is created there too — nothing is ever uploaded or stored on a server.

Helpful supplies

Helpful supplies for this activity

Optional supplies that can make printed classroom materials easier to reuse, organize, or share.

Some links may be affiliate links. As an Amazon Associate we earn from qualifying purchases, at no extra cost to you.

Cardstock paper

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Laminator machine

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Laminating pouches

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Dry erase pockets

Slide worksheets into reusable sleeves for quick practice and small groups.

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