The author of the tweet didn’t go far enough. Should have gone for for 1 million USD instead. Even if you made 1 000 000$ every day, it would still not be enough.
shit, I was about to write that you overshot by a few zeroes, and then I looked closer and put the commas and everything, and you’re right: 194,440,000,000.
It cracks me up that compound interest gets raised every time someone makes an argument about just how much money billionaires have. As if the only reason we’re not billionaires is because we were too dumb to invest the $5,000 we’ve been making every day since Columbus sailed the ocean blue.
No it isn’t because it’s an imagery used to show how absurd that amount of money is. 5000 a day is easy to grasp and a few hundred years is easy to grasp.
Today “compound interest” usually relates to reinvested dividends and amortized growth/appreciation of investments (e.g., stocks, bonds) simply because non-predatory loans are designed for payoff within some fixed term. So if the term “compound interest” applies, something unexpected is happening (e.g., default) and the loan will be bundled and sold at a discount to collections.
Not far enough back to make a difference I’d wager
I’ll take that wager! 5k daily, ignoring inflation and leap-years, compounding annually (not quarterly) at 10% annualized ROI, gives us the standard annuity formula
1.1 * 5000 * 365 (1.1n-1) / 0.1
where n is the number of years, which
… in 100 years becomes ~278 billion (e11)
… in 200 years becomes ~3.8 million billion (e15)
… in 300 years becomes ~53 billion billion (e19)
… in 400 years becomes ~721 thousand billion billion (e23)
… in 533 years becomes ~231 billion billion billion (e29)
If that sounds incredible to you, you’re not alone. It’s the result of a hyperbolic growth curve that starts slow but keeps accelerating indefinitely, and 533 years is a very long time in market terms, so you easily reach the silly-numbers range.
Edit: the numbers before were napkin computation. I edited this to use the standard annuity formula which should be more accurate. Point should be the same though. Exponential growth is crazy.
Lol you’re right! It looks like the final number I gave was only for 400 years. I didn’t actually reach 533.
Also I was rounding numbers midway through like a pen and paper physics computation. Since that error scales exponentially, even if I had gotten to 533 the final number was guaranteed to be off.
I’m more interested about the 5k/d. That must be excluding compound interest. Like, all the money if just being stuffed into mattresses, or something. OTOH, having your money in a bank account might have reset you to zero in 1929.
Here’s the math since I was curious
1492 was 194,440 days ago * $5000 = $972,200,000
Forbes put bezos at $209,000,000,000 for 2025
The author of the tweet didn’t go far enough. Should have gone for for 1 million USD instead. Even if you made 1 000 000$ every day, it would still not be enough.
Absolutely insane.
shit, I was about to write that you overshot by a few zeroes, and then I looked closer and put the commas and everything, and you’re right: 194,440,000,000.
Yeah, it’s so fucking wild.
Well it says that you wouldn’t even be a billionaire. That’s right up against the limit for being a billionaire.
But yeah bezos has over 200x that money
No, Bezos has basically the same amount of money. Still absolutely wild.
nEt WoRtH iS nOT sAlaRy
I feel like compound interest would be important here
It cracks me up that compound interest gets raised every time someone makes an argument about just how much money billionaires have. As if the only reason we’re not billionaires is because we were too dumb to invest the $5,000 we’ve been making every day since Columbus sailed the ocean blue.
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That’s real nice and all but curiously, nobody ever says that.
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No it isn’t because it’s an imagery used to show how absurd that amount of money is. 5000 a day is easy to grasp and a few hundred years is easy to grasp.
When did compound interest even get invented?
Not far enough back to make a difference I’d wager
Edit: Compound interest when charged by lenders was once regarded as the worst kind of usury and was severely condemned by Roman law and the common laws of many other countries.
Well…shit…
Today “compound interest” usually relates to reinvested dividends and amortized growth/appreciation of investments (e.g., stocks, bonds) simply because non-predatory loans are designed for payoff within some fixed term. So if the term “compound interest” applies, something unexpected is happening (e.g., default) and the loan will be bundled and sold at a discount to collections.
I’ll take that wager! 5k daily, ignoring inflation and leap-years, compounding annually (not quarterly) at 10% annualized ROI, gives us the standard annuity formula
1.1 * 5000 * 365 (1.1n-1) / 0.1
where n is the number of years, which
… in 100 years becomes ~278 billion (e11)
… in 200 years becomes ~3.8 million billion (e15)
… in 300 years becomes ~53 billion billion (e19)
… in 400 years becomes ~721 thousand billion billion (e23)
… in 533 years becomes ~231 billion billion billion (e29)
If that sounds incredible to you, you’re not alone. It’s the result of a hyperbolic growth curve that starts slow but keeps accelerating indefinitely, and 533 years is a very long time in market terms, so you easily reach the silly-numbers range.
Edit: the numbers before were napkin computation. I edited this to use the standard annuity formula which should be more accurate. Point should be the same though. Exponential growth is crazy.
100% agree with the point you’re making and 100% disagree with the math that you did to get there.
Lol you’re right! It looks like the final number I gave was only for 400 years. I didn’t actually reach 533.
Also I was rounding numbers midway through like a pen and paper physics computation. Since that error scales exponentially, even if I had gotten to 533 the final number was guaranteed to be off.
Update: fixed it
even $1 at 1% compound interest gets ridiculous after a hundred years
$2.70
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DAMN YOU AND YOUR MONSTER MATHS!
look it up and let us know, we’d like to get the math done :)
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I’m more interested about the 5k/d. That must be excluding compound interest. Like, all the money if just being stuffed into mattresses, or something. OTOH, having your money in a bank account might have reset you to zero in 1929.
Does this account for inflation?
Can you even do that since this is before USD was a thing
Inflation makes the money you earned longer ago worth less, so it would be an even less amicable comparison.
Yeah but what if you have compound interest?