a simple counting exercise. You see a few digits here, a few digits there, and you think you’ve nailed it.
But look closer. Is a “6” only a printed number, or can it be hidden in the curves of the scenery?
Does a “6” count if it’s upside down? What if we dive deep into the digital matrix of the image itself?
Puzzles like this are brilliant because they challenge our cognitive flexibility. They force us to ask: What defines a “6”?
Is it strictly the mathematical digit, or is
