For the cryptocurrencies, no company or government can produce new units. The underlying technical system upon which cryptos are based was initially created by the mysterious Satoshi Nakamoto, Bitcoin’s creator. CoinQuora is an independent media organization that exists to inform and educate our readers regarding the latest news and updates in the crypto and blockchain industry. Lawmakers in New York passed a bill that bans some types of cryptocurrency mining that rely on carbon-based fuel during an early morning session of the state’s senate on Friday. All of those technologies have come under criticism in their own ways.
- Cryptocurrencies can fluctuate widely in prices and are, therefore, not appropriate for all investors.
- The downward pressure on reserve assets coupled with UST withdrawals, he said, triggered a stress scenario akin to a “run on the bank,” and the reserves weren’t enough to prevent UST’s collapse.
- Cryptocurrencies are worthless, according to European Central Bank President Christine Lagarde.
- Securities and Exchange Commission chair Gary Gensler said last week that crypto exchanges are sidestepping rules and may be “trading against their clients” in an interview with Bloomberg.
- Large LUNA holders connected to Terraform Labs dumped their tokens on retail for massive profits before UST's depeg according to Arcane Research.
- Bitcoin price analysis is bullish today as the market has retraced and found support at $29,500.
In 2021 alone, scammers took $14 billion worth of crypto, according to a recent report from blockchain data firm Chainalysis. The Fed released a long-awaited report exploring the pros and cons of government-issued crypto, but ultimately took no position on the matter. Through May 20, 2022, the Fed is asking Americans to provide public comment on the possible rollout of a digital dollar.
That works out to around $15 million and $19 million in ethereum and bitcoin, respectively, based on current exchange rates. All customers have been "fully reimbursed" for any lost funds as a result of the hack, Crypto.com said. Kyber Network has become one of the crowning glories of the https://lenincoin.com/ blockchain industry and crypto trade. Bitcoin price analysis is bullish today as the market has retraced and found support at $29,500. Denver-based Crusoe Energy Systems—which helps power bitcoin mining—closed a $350 million Series C equity round led by G2 Venture Partners, as well...
NBC News contacted representatives for 10 celebrities who backed cryptocurrencies in eye-catching commercials, social media posts and other announcements. StormX , one of the first global crypto-based solutions to reach international markets, managed to penetrate... UpLift DAO, streamlining early-stage investment for blockchain-based projects, has recently announced the completion... Bitcoin price analysis is bullish today as we expect the current retest of $29,500 support to end with a local...
Coinbase, a cryptocurrency exchange, went public last Wednesday; almost immediately, it became worth more than G.M. This leads us to the main reason, in my view, that society wants to regulate new and poorly understood markets for financial https://pbase.com/topics/sulainufux/szimtcx861 products. Blockchain infrastructure provider Fireblocks has launched a suite of developer tools and a portal for customers to access cryptocurrency exchanges, NFT marketplaces and other decentralized applications across multiple networks. Cryptocurrencies represent an internet-based medium of exchange that takes advantage of cryptographical functions in order to conduct financial transactions. They leverage blockchain technology to achieve decentralization, immutability, and transparency.
Cryptocurrency News Today: Bitcoin, Ethereum Stall After Recent Gains
The Layer 1 token reached a low of $4.50 and it is hovering around $4.80 at the time of writing. Further selling pressure could send LUNA 2.0 price to retest May 28's low at $3.50. FXStreet's latest content to stay informed about the cryptocurrencies market prices and its opportunities. Gemini, the crypto exchange and custodian run by the billionaire twins Cameron and Tyler Winklevoss, is cutting 10% of its workforce in a bid to survive the crypto market slump....
Bitcoin price analysis is bullish today as we have seen another rejection for downside yesterday and steady consolidation... Basecoin, also known as Basis, was a cryptocurrency whose protocol was designed to keep its price stable. Tether , one of the most important stablecoin cryptocurrencies, is pegged to and backed by the U.S. dollar.
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"