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🔥 Hard · Large 30 × 30 · ID large-hard-23

Hard Large Maze No. 23

A hard 30 × 30 maze with exactly one route from Start to Finish, 409 steps long, with 240 dead ends to avoid. Best for older kids and adults who like to settle in; allow about 10–30 minutes.

Mazes per page
Paper (for downloads)
Options

The sheet below is exactly what prints on one A4 or Letter page. Corridors are about 4.4 mm wide: too narrow for crayons. For little hands try easy mazes for kids. Leave scaling at 100% in the print dialog.

MazeHard · 30 × 30 · ID large-hard-23STARTFINISHbrainteaserclub.com

Solution (hidden until you want it)

Stuck, or checking a finished maze? Reveal the route, or open the printable solution page to keep the answer sheet separate.

Printable solution page

Generate a new maze

Any size, any difficulty. Each new maze gets a seed in its link, so you can share or reprint exactly the same maze later.

About this maze

Hard mazes carve a long winding route first, then grow dozens of short dead-end branches right beside it so the wrong turns look as good as the right one. Every hard maze is measured and rejected unless its route is long and crowded with decoys. More to try: easy mazes for kids, hard mazes for adults and maze worksheets, or browse the printable maze page.

Finished the maze?

Try a hard riddle

Mazes and riddles both reward patience and spotting the way through. Here are a few hard riddles with answers.

You get 1 gift on day 1, 2 gifts on day 2, 3 gifts on day 3, and so on up to 12 gifts on day 12. How many gifts do you get altogether?

Type:MathSeasonal
Reveal answer

The answer is

78 gifts

Hints and details

Two elves guard two doors, and one door leads to Santa's workshop. One elf always tells the truth and the other always lies, but you do not know which is which. You ask either elf, "Which door would the other elf say leads to the workshop?" The elf points to Door A. Which door really leads to the workshop?

Type:LogicSeasonal
Reveal answer

The answer is

Door B

Hints and details

Two fathers and two sons share three cookies so everyone gets one. How is that possible?

Type:Math
Reveal answer

The answer is

They are a grandfather, a father and a son

Hints and details