Latest News On Crypto Regulation, Ico, Btc And Eth From All Major News Providers

Nearly $400 million worth of digital assets were stolen by North Korean hackers, according to a Chainalysis report published recently. Ether accounted for most of the stolen funds, followed by altcoins, ERC-20 tokens, and https://lenincoin.com/ Bitcoin, according to the report. According to Chainanalysis, security researchers believe many of last year’s attacks were carried out by a group labeled as advanced persistent threat 38 , also known as Lazarus Group.

The last bitcoin is expected to be mined somewhere around 2140. All 21 million bitcoins will have been mined at that time, and miners will depend solely on fees to maintain the network. The miners compete to see which one will solve the hash first—the one that does receives the bitcoin reward, a new block is created, and the process repeats for the next group of transactions.

  • Interviews with dozens of Salvadoran citizens, economists, and technology developers reveal cracks in the project.
  • The MIT Digital Currency Initiative funds some of the development of Bitcoin Core.
  • It’s a formal crowd, the kind of party where Versace’s iconic Elizabeth Hurley punk dress would have been a bit risqué.
  • If you’re in Ohio, Kentucky, or Indiana and you fancy purchasing an automobile with cryptocurrency, you may want to stop by the Jeff Wyler Automotive Family auto center.
  • You should always use a reputable wallet provider, like from a registered cryptocurrency exchange.

Bitcoin is open-source; its design is public, nobody owns or controls Bitcoin and everyone can take part. Through many of its unique properties, Bitcoin allows exciting uses that could not be covered by any previous payment system. Investors are fleeing from cryptocurrencies at a time when stock markets have plunged from the highs of the coronavirus pandemic on fears over soaring prices and a deteriorating economic outlook. U.S. inflation data out Wednesday showed prices for goods and services jumping 8.3% in April, higher than expected by analysts and close to the highest level in 40 years. Warren Buffett-backed Nubank, one of the world’s largest digital banking platforms, has launched cryptocurrency trading.

Kapron believes crypto does little to further China's growth agenda and may even undermine it by keeping a form of value outside of the government’s control. "Any challenge to that economic stability and development, or the financial system that supports it, is similarly challenging for the political system," Kapron told VOA in an email. Weber noted in an interview with VOA that China not only bails out stakeholders after financial bubbles burst, but the government actively tries to prevent bubbles from bursting in the first place. As a result, authorities are also very sensitive towards rapid speculative expansions and price hikes such as the one that occurred in the Bitcoin sector in recent months. Representations of Bitcoin cryptocurrency are seen in front of an image of Chinese flags in this illustration picture taken June 2, 2021. FBI Arrests NY Crypto Platform CEO for Alleged FraudPonzi schemes continue to infest the cryptocurrency sector, adding to the industry's growing challenges.

Welcome To Liberland, A Nation Created By Bitcoin

Tom Shea, crypto tax leader at accounting firm EY, tells me he saw one such hat, and it made him nervous. Fortunately, he says, he’s met a lot of people — me included — who are curious about how taxation on cryptocurrency works. Ian Lee speaks about the meteoric growth of the digital asset industry and the importance of risk mitigation and regulatory compliance. The University of Dubai is https://penzu.com/p/388a96ca leading the charge in developing the skills needed for the Fourth Industrial Revolution and the next generation of the Internet built on blockchain technology. Several cryptocurrency experts who spoke with E&E News noted that Larsen, who is now Ripple’s executive chairman, has a long history of raising concerns about bitcoin’s energy use. The environmental coalition is confident it can reform the decentralized bitcoin system, in part because it’s happened before.

A win for environmentalists could also bolster Ripple and its founder, Larsen, according to cryptocurrency experts. The effort, which Brune is facilitating, will also explore legal and regulatory efforts. Bukele originally said the Bitcoin bonds would be available by early 2022. On March 11, Zelaya, the finance minister, said they might be issued in mid-March. At the time of publication, they had not yet been made available.

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"