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ToggleBefore Bitcoin, computing had a great unsolved dilemma: how to get a group of people to agree on the Internet without knowing each other and without a central bank to control them? This riddle from the 80s is called “The Byzantine Generals Problem,” and its solution gave life to cryptocurrencies.
To understand it easily: imagine several generals surrounding an enemy city. To win, they must all attack at the same time. If some advance and others retreat, they fail.
The problem is that they can only communicate via text messages, and they know that among them there are traitors who will send false orders to sabotage the mission. How can they agree securely if they cannot trust anyone?

To reason about this dilemma without complicating ourselves with computing, imagine several generals of the Byzantine army encamped with their troops around an enemy city. They have a clear objective, but they are geographically separated and only have two valid options: attack all together or retreat all together.
If the majority advance and a few retreats, or vice versa, the forces are divided, and the army will be massacred. Total coordination is the only path to victory.
Here is where everything gets complicated:
Achieving consensus in an environment where you cannot trust anyone seemed like a dead end. This scenario, originally proposed by computer scientists in 1982, demonstrated that in an open, leaderless system, a single traitor can completely break communication. A revolutionary solution was needed for a group of strangers to agree securely over a potentially dangerous network.

This generals’ conflict did not remain in military history books; it became the headache of computer scientists for decades when they tried to create the Internet and digital money. If we translate the story into today’s technology, the scenario is exactly the same:
In the financial world, the equivalent of a “traitor general” is someone attempting a double spend, i.e., tricking the network into spending the same digital coins twice.

The challenge remained identical: how to get thousands of unknown computers to agree on a single version of the truth without anyone being able to cheat and without relying on a central bank?
For a long time, science mathematically proved that if more than one-third of a network’s computers became “traitors,” the entire system would collapse. It seemed an impossible limit to overcome, and that is why all previous attempts at digital money failed. The real problem was that, without a boss, no one knew what data to trust… until Bitcoin appeared.
In 2008, Satoshi Nakamoto solved this dilemma in the Bitcoin Whitepaper. His genius was to brilliantly combine two elements that transformed trust into a mathematical rule:

By uniting both tools, Satoshi Nakamoto completely changed the rules of the game. If a malicious participant tried to cheat or double-spend a transaction, the other nodes would detect it and reject it immediately.
To trick the system, an attacker would need to control more than 50% of all the computing power on the planet connected to Bitcoin. Since attacking the network is infinitely more expensive than participating honestly, cheating ceases to be profitable.
Bitcoin’s rule is simple and automated: the chain with the most accumulated work is the only official truth. This is how thousands of strangers can manage money securely and 100% decentralized, without bosses and without banks.
Solving the Byzantine Generals Problem not only made the birth of Bitcoin possible; it opened the door to a new technological era based on decentralization. The ability to get thousands of strangers to agree without an intermediary is the foundation of everything we build today on Web3. Thanks to this mathematical breakthrough, today we can develop:

In short, understanding the Byzantine Generals Problem allows us to see the true value of blockchain technology: it is not just about digital money, but a revolutionary tool capable of transforming the way we trust, collaborate, and make decisions on the Internet.