Скачать или смотреть Why Fair Elections are IMPOSSIBLE!

Every time you vote, you trust the system to be fair. But what if mathematics proves that’s impossible?

In this video, we explore the math behind voting systems, from the Condorcet Paradox to Arrow's Impossibility Theorem. You'll see real-world examples, like how Bill Clinton won with only 43% of the vote, and why no system can perfectly reflect the will of the people.

Whether you're a student, teacher, or just someone curious about how democracy works (or doesn't), this is the ultimate breakdown of the mathematics of voting.

📌 Topics Covered:

Plurality voting flaws

The Condorcet Paradox

Borda Count

Arrow’s Impossibility Theorem

Strategic Voting

Real-world election examples

🧠 Learn how logic and math expose the limits of fairness — and what that means for every election you’ve ever participated in.

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