Imagine a sheet of paper about 0.1 mm thick. Fold it once: 0.2 mm. Again: 0.4 mm. Again: 0.8 mm. Nothing feels remarkable. But every fold doubles the thickness.
After 10 folds, it's over 10 cm thick. After 20 folds, more than 100 metres. After 24 folds, it stands over 1.6 kilometres. After 42 folds, it would be over 440,000 kilometres thick — enough to reach the Moon, if such perfect folding were physically possible.
That's the power of exponential growth. Our brains are wired for straight lines. We expect progress to add. Reality often multiplies.
The same mathematics explains why investments seem slow before compounding, why learning suddenly accelerates after months of practice, and why tiny daily habits — good or bad — eventually reshape our lives.
A 1% improvement each day compounds into something extraordinary. A 1% decline follows the same mathematics in the opposite direction.