How to Make Your Own Maze: Draw a Maze Step by Step

Learning how to make a maze is a great rainy-day project, a fun thing to do with kids, and a sneaky way to understand why mazes are tricky to solve in the first place. You do not need any software. With a pencil, some graph paper, and the simple method below, you can draw your own maze from scratch in about fifteen minutes and make it as easy or as fiendish as you like. Here is how to design a maze step by step.

What you'll need

• Graph paper (the squared kind). It keeps your corridors even and your walls straight.
• A pencil with an eraser. You will make changes.
• A pen or marker for tracing the final walls once you are happy.

That is it. Graph paper does most of the hard work by giving you a ready-made grid to build on.

The simplest method: draw the path first

The easiest way to create a maze that actually has a solution is to draw the correct path before you draw any walls. This guarantees the maze is solvable, which is the part beginners usually get wrong when they draw walls randomly.

Step 1: Mark the start and finish

Pick a square on one edge of your grid for the entrance and another, usually on the opposite edge, for the exit. Label them clearly. A maze with the start and finish far apart is more satisfying than one where they sit side by side.

Step 2: Draw the solution path

In pencil, draw a single winding line from the start to the finish, weaving through the squares. Make it twist and turn as much as you like, the longer and curvier the better, but never let it cross itself. This line is the one true route through your maze. Keep it light; you will erase it later.

Step 3: Add the false paths (dead ends)

This is where a maze becomes a puzzle. Starting from random points along your solution path, draw extra branches that wander off and then stop. Each of these is a dead end, a trap for the solver. Add lots of them, and make some of them long so they look like they might be the real route. The more convincing your dead ends, the harder your maze. You can also branch dead ends off other dead ends to build little false networks.

Step 4: Fill the empty space

Look for any squares your paths have not reached yet. Sprout more dead-end branches into them so the whole grid gets used. A maze with big blank areas looks unfinished and is easy to solve, because the solver can ignore the empty zones. Aim to fill almost every square with either the solution or a dead end.

Step 5: Draw the walls

Now flip your thinking. Everywhere there is not a corridor, there is a wall. Go along the grid lines and ink in a wall on every edge that does not have a path crossing it. Trace the outer boundary too, leaving gaps only at your start and finish. When you are done, the corridors you drew become the open passages and everything else is solid wall.

Step 6: Erase the path

Gently erase your pencil corridors, leaving only the inked walls behind. Suddenly all your paths look identical, the real one and the dead ends alike, and your maze is ready to challenge someone. Keep a copy of the original solution so you can prove it works.

How to make your maze easy or hard

The same method scales to any difficulty. To control how tough your maze is, adjust these levers:

• Grid size. A 10-by-10 grid makes a quick easy maze; a 25-by-25 grid makes a serious challenge.
• Path length. A long, winding solution is harder to find than a short direct one.
• Dead-end density. More dead ends, and longer ones, make the maze harder. Few dead ends make it kid-friendly.
• Decoy dead ends near the start. Putting convincing false paths right at the entrance throws solvers off immediately.

This is exactly how puzzle makers tune difficulty, and it lines up with what we cover in types of mazes and the way our own difficulty levels are built.

A faster method: carve from a full grid

If you prefer, you can work the other way around. Start by drawing every wall so the grid is completely solid, then "carve" passages by erasing walls. Begin at the start square and erase a wall into a neighboring square, then keep moving to new, unvisited squares, erasing walls as you go. Whenever you reach a dead end, back up to an earlier square that still has an unvisited neighbor and carve from there. Keep going until every square has been visited. This is the pencil-and-paper version of the recursive backtracking algorithm that computers use to generate mazes, and it always produces a solvable maze with exactly one path between any two points.

Make it a picture maze

Once you have the basics, try shaping the outer boundary into a picture: a heart, a star, an animal. Draw the outline first, then fill the inside with corridors using either method above. Picture mazes are a hit with kids and make great handmade cards or party activities. You can see the variety of shapes this allows in our types of mazes guide.

Test it before you share it

Always solve your own maze before handing it over. Trace from start to finish to confirm the path works, and look for accidental shortcuts where two corridors touch when they should not. A quick run with the maze-solving methods, especially dead-end filling, will reveal any unintended second solution.

Making mazes teaches you to see them the way a designer does, which, funnily enough, makes you much better at solving them. Once you have drawn a few of your own, try your hand at ours, from gentle easy grids up to the Einstein level, and see if you can spot the dead ends a fellow maze-maker built to fool you.