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Скачать или смотреть Why Billionaires Pay Less Tax Than Regular People

  • Dollar IQ
  • 2025-12-28
  • 6
Why Billionaires Pay Less Tax Than Regular People
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Ever wondered how billionaires like Jeff Bezos or Elon Musk maintain their lavish lifestyles while paying lower effective tax rates than a school teacher?. It isn't just about clever accounting; it is a century-old strategy known as "Buy, Borrow, Die".
In this video, we break down the exact mathematical framework the ultra-wealthy use to stay rich and keep the taxman at bay—legally. You will learn how the system is fundamentally designed to tax labour (your earned income) while rewarding capital (assets), and how you can apply these principles to your own wealth-building journey.
What You Will Learn:
• The Hook: Why the current tax system creates a massive disparity between teachers and billionaires.
• The Strategy: A deep dive into the three-step process of buying appreciating assets, borrowing against them at low interest rates (around 3%), and utilising the "stepped-up basis".
• The Wipeout: How capital gains taxes are effectively deleted upon death, allowing heirs to inherit billions tax-free.

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TIMESTAMPS
0:00 - The Teacher vs. Billionaire Paradox
0:45 - What is "Buy, Borrow, Die"?
1:15 - Step 1: BUY – Why assets are better than a salary
2:30 - Step 2: BORROW – How to get tax-free cash at 3% interest
3:20 - Step 3: DIE – The power of the Stepped-Up Basis
4:15 - Labour vs. Capital: Why the system is rigged for owners
5:00 - How to apply these lessons to your portfolio

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#BuyBorrowDie #TaxStrategy #WealthBuilding #FinancialFreedom #Investing #BillionaireSecrets #TaxFree #WealthManagement #CapitalGains
To understand this strategy, imagine wealth is like a massive reservoir of water; while most people have to carry water in small buckets from the lake to their house and pay a "cup tax" for every trip (income tax), the ultra-wealthy simply build a pipe (borrowing) to draw exactly what they need, only paying a tiny fee for the pipe's maintenance (interest), while the lake itself just keeps getting deeper and deeper.

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