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$1M vs 10¢

$1M vs 10¢

Take $1 million right now, or start from a single penny that doubles every day for 31 days — which one makes you richer? Follow the amount day by day and watch how the tiny penny, worthless at first, ends up overtaking the million. See the power of compounding and exponential growth for yourself.

What's the choice?

Take 1 billion won right now vs. start from 100 won and receive money that doubles every day for 31 days. Which makes you richer? At first glance 1 billion looks overwhelming, but follow it day by day and the result flips.

Doubling from 100 won, even after ten days it's only a few tens of thousands of won. But once you pass 30 days it becomes an unimaginable sum. This is the power of 'exponential growth.'

The power of exponential growth and compounding

Doubling every day is an extreme example of compounding at work. Frustratingly slow at first, then explosively large at some point — that's the nature of exponential growth.

Real investment returns aren't as huge as doubling daily, but the principle is the same. Even small returns, compounded over a long time, end up making a big difference. Enter realistic rates in the 'Compound Wizard' to feel this principle even more.

Why 'early and long' matters

In an exponential graph, the segment that grows the most is always the 'end.' To reach that end, you have to endure the sluggish early period. That's why investing advice says 'start early and stay invested for a long time.'

Frequently Asked Questions

Does 100 won really beat 1 billion?

Yes. Doubling from 100 won, by day 31 it far exceeds 1 billion. Follow the daily amounts in the content and see for yourself.

Does real investing grow like this?

Not that fast. Doubling daily is an extreme example, and real returns are much lower. Still, the principle that 'compounding over a long time grows large' is the same.

What can I learn from this content?

You can feel, with your own eyes, the power of compounding and exponential growth, and the value of 'starting early and staying invested.'