Location Of Terra's Bitcoin Reserve Unknown

In such a system, the node that records each transaction is chosen by an algorithm, with chances of selection increasing with the amount of the currency the node’s owner holds. That makes it possible to dramatically decrease the complexity of the cryptographic work, leading to massive throughput gains for the whole network. As each node must stake its own currency to https://www.cnbc.com/2022/05/12/bitcoin-btc-price-falls-below-27000... participate, it would remain prohibitively expensive for anyone to attack the network. He was twenty-three years old and studied theoretical cryptography by himself in Dublin—there weren’t any other cryptographers at Trinity. But he had been programming computers since he was ten and he could code in a variety of languages, including C++, the language of bitcoin.

  • Nakamoto’s software would allow people to send money directly to each other, without an intermediary, and no outside party could create more bitcoins.
  • According to research by Cambridge https://lenincoin.com/ University, between 2.9 million and 5.8 million unique users used a cryptocurrency wallet in 2017, most of them for bitcoin.
  • Most are turning to enterprise-level cold storage techniques businesses use to store essential data for extended timeframes.
  • Still, with more than seven million bitcoins in circulation, Nakamoto had created thirty-five million dollars of value.
  • For the first six months of 2018, $761 million worth of cryptocurrencies was reported stolen from exchanges.

XN Mental Wealth Founder Adam Bowcutt has launched his latest book, titled ‘Work is Mental’, on the BSV blockchain. This makes Berlin the meeting point for the entire Bitcoin community in Germany, Austria and Switzerland. Michael Brune helped shutdown hundreds of fossil fuel-fired power plants as executive director of the Sierra Club. Leo Schwartz is a Mexico City-based reporter at Rest of World.

North Korean Hackers Steal $400 Million In Crypto

Some bitcoin proponents have said the digital currency could protect its holders against inflation and act as a hedge against a decline in the stock market. Inflation at the consumer level rose 8.3% in April compared to a year ago, a level last seen in the early '80's. With the Federal Reserve aggressively raising interest rates to try to tamp down inflation, investors are dumping risky assets, including stocks and crypto.

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"

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