These ideas extend far beyond puzzles.
They apply to problem-solving, creativity, decision-making—even how we understand other people.
Strategies for Solving It (Without Missing Anything)
If you want to approach this puzzle more systematically, there are a few strategies that can help:
1. Work from smallest to largest
Start by counting the smallest squares, then move up in size. This ensures you don’t skip categories.
2. Use a formula for grids
For an n × n grid, the total number of squares can be found using this formula:
n(n + 1)(2n + 1) / 6
For example, with n = 4:
4 × 5 × 9 ÷ 6 = 30
This method is efficient—but it removes some of the joy of discovery.
3. Mark as you go
If you’re solving it visually, use a pencil or your finger to trace each square. This helps prevent double-counting or missing shapes.
4. Slow down
The biggest mistakes come from rushing. The puzzle rewards patience and careful observation.
Why We Love Puzzles Like This
There’s something deeply satisfying about a puzzle that tricks you.
Not in a frustrating way—but in a way that reveals something about your own thinking.
