What is a Schulte table?
A Schulte table is a grid of numbers in random order, usually 1 to 25 on a 5×5 grid. The task is to find them in order, 1, 2, 3 and on, as quickly as possible. Tables like this are usually credited to the German psychiatrist Walter Schulte, and they are popular today as a quick attention and visual search exercise.
How to play it here
Choose a 3×3, 4×4 or 5×5 grid and press Show the table. The grid stays hidden until then, so you can't study it first. Tap or click the numbers in order; the number you need next is shown above the grid. Numbers you have found stay as they are, as on a printed table, so you have to remember where you are. On a keyboard, the arrow keys move between numbers and Enter or Space taps one.
How is your result calculated?
The clock starts in the animation frame that first draws the grid and stops when you tap the last number. Your result is that time. Wrong taps don't add time on their own, but they are counted as mistakes and shown with your result, along with your average time per number.
How to get faster at Schulte tables
- Keep your eyes near the center. The classic advice is to fix your gaze on the middle of the grid and find the numbers with your peripheral vision, instead of scanning cell by cell. On a 5×5 grid most of the table is within a short glance of the center.
- Look ahead. While your finger goes to one number, start looking for the next.
- Don't rush the tap. A wrong tap costs a moment of re-finding where you were.
- Start small. The 3×3 grid is a quick warm-up before the full table.
What can change your result
- Mouse or touch. On a phone your finger can cover the next number; with a mouse the pointer has to travel.
- Screen size. A bigger grid takes in more of your field of view, so more of it is outside the sharp center of your vision.
- Luck. Some tables put consecutive numbers close together. Averaging several tables gives a fairer picture than one.
This is a game, not an assessment of attention, and results from different devices aren't directly comparable. For another search task, try the Visual Search Test.