“Count Them Once And You’ll Almost Certainly Be Wrong.” The 1% Club’s ‘How Many Squares?’ Challenge Is Fooling Viewers Because The Shapes Everyone Notices First Aren’t Even Half Of What’s Really Hiding In The Picture.

The 1% Club’s ‘How Many Squares?’ Puzzle Looks Like Something From A Primary School Worksheet — But The Obvious Answer Misses More Than Half Of Them

A simple grid.

A handful of smaller boxes.

And one question that looks almost insultingly easy:

“How many squares are there in this image?”

At first glance, this The 1% Club challenge seems like the kind of thing you could answer in seconds.

There are four rows.

Four columns.

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And inside each section sits another small square.

So perhaps you count the obvious shapes, add them together and move on.

But that is exactly how this puzzle catches people out.

Because the question isn’t asking how many individual boxes you can immediately see.

It asks how many squares are hiding in the entire image.

And once you start counting the larger shapes created by combining several boxes together, the total climbs very quickly.

Give yourself 30 seconds before scrolling down to the solution.

The 16 Small Squares Are Only The Beginning

@1percentclubitv It’s hip to be square! ⏹️ #The1PercentClub #quiztok #quiztime ♬ original sound – The 1% Club

The first thing most people notice is the 4×4 grid.

That gives you:

16 individual grid squares.

Then look inside those 16 boxes.

Each contains one smaller square.

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So that adds another:

16 squares.

Already, you’re at:

32.

But if you stop there, you’re nowhere near finished.

The trick is remembering that a square doesn’t have to be one single box.

Several neighbouring boxes can combine to create a much larger square.

And there are a lot of those hiding in this grid.

Now Start Building Bigger Squares

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Look at the main 4×4 grid again.

How many 2×2 squares can you make?

There are three possible starting positions across and three down.

That gives:

3 × 3 = 9

So add another:

9 squares.

Running total:

32 + 9 = 41.

But there are still bigger ones.

The 3×3 Squares Are Easy To Miss

Inside a 4×4 grid, you can also form 3×3 squares.

There are four of them:

  • top-left
  • top-right
  • bottom-left
  • bottom-right

So:

41 + 4 = 45.

And there’s still one more.

The entire outer grid is itself a square.

That takes the total to:

46.


The Answer: 46 Squares

The correct total is:

46

Here is the full breakdown.

The main 4×4 grid contains:

16 individual 1×1 squares
9 larger 2×2 squares
4 larger 3×3 squares
1 complete 4×4 square

That gives:

16 + 9 + 4 + 1 = 30

Then there are the 16 smaller squares sitting inside the individual grid cells.

So:

30 + 16 = 46

Final answer: 46 squares

The clever part is how quickly your brain wants to count only the most obvious boxes.

But the moment you remember that the grid itself creates larger and larger squares, the answer shoots up.

It is the classic kind of The 1% Club puzzle that looks almost embarrassingly simple after you know the trick — but under pressure, stopping at 32 can feel very tempting.

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