Is it actually possible to borrow for so many times without ever returning it back or is this an hyperbole?
Back of the napkin calculations:
Total assets $100 million
Annual Expenses as Annual Income
Annual withdrawal = $4 million
Assuming 40% tax, tax due = $1 million
Asset liquidated = $5 million
Remaining asset = $95 million
End of Year asset @ 4% growth = 98.8 million
Annual Expenses as Loan Annual withdrawal as loan = $4 million
1% interest on annual loan = $40,000
Asset liquidated to pay loan interest and taxes on liquidated assets = $60,000
Remaining assets = $99.940 million
EOY asset = $103.937 million - $4 millionInflation - ignored.
What happens when your asset goes down in value - ignored.
https://www.interactivebrokers.com/en/index.php?f=46376&p=m
Now imagine you're a billionaire!
But I don't think that is likely to hold for very long. I've never seen interest rates this low in my life.
Furthermore, when interest rates do go up, suddenly you're paying a lot of money for that large accumulated debt.
In this example you continue to incur new debt, but at a rate not more than the growth rate of your assets.