Its final report was published in 2018, and it issued a consultation on cryptoassets and stablecoins in January 2021. In 1998, Wei Dai published a description of "b-money", characterized as an anonymous, distributed electronic cash system. Yesterday's boost in prices across both the crypto and traditional markets appeared to be motivated by relief from investors that the rate hike wasn't higher. "A 75-basis-point [0.75%] increase is not something the committee is actively considering,” Powell said, adding that the economy has "a good chance to have a soft or softish landing" from last year's everything rally.
- Transactions that occur through the use and exchange of these altcoins are independent from formal banking systems, and therefore can make tax evasion simpler for individuals.
- Some analysts say they see $30,000 as the next level of support for the cryptocurrency to test, but analyst John Roque of 22V Research believes bitcoin could fall even further.
- In August 2017, its market capitalization was around $28 billion.
- The revenue crypto service providers are deriving from blockchain tech has explosively grown over the past few years.
- In the year following the initial shutdown of Silk Road, the number of prominent dark markets increased from four to twelve, while the amount of drug listings increased from 18,000 to 32,000.
Currently, he focuses on news, articles with deep analysis of crypto projects and technical analysis of cryptocurrency trading pairs. Morningstar anticipates that the adoption of blockchain technology in the future will be driven mostly by existing players, Hume says. We've already seen this move from Visa, which offers a debit card funded by a user's Coinbase balance. Last year, Mastercard announced a partnership that would make it easier for merchants, banks and financial-technology firms to integrate cryptocurrency into their products and services. TurboTax recently teamed up with Coinbase to allow customers to get their tax refunds in crypto.
Cryptocurrencies are digital assets that use cryptography, an encryption technique, for security. Cryptocurrencies are primarily used to buy and sell goods and services, though some newer cryptocurrencies also function to provide a set of rules or obligations for its holders—something we will discuss later. They possess no intrinsic value in that they are not redeemable for another commodity, such as gold. Unlike traditional currency, they are not issued by a central authority and are not considered legal tender. Excitement about the possibilities of decentralized finance and non-fungible tokens is growing, and memecoins like Dogecoin and Shiba Inu continue to attract attention. For an average cryptocurrency, the gap between the two calculating methods tends to be larger, lowering the total market cap of the space even further.
Before you buy, ask yourself what your goals are for this investment. Are you interested in carrying out transactions using cryptocurrency? Are you interested in using the underlying technology via decentralized apps? As a leading cryptocurrency payments company, we strive to offer key statistics to help businesses better understand the cryptocurrency market—how you can reach untapped markets and grow your business.
Bitcoin, blockchain, initial coin offerings, ether, exchanges. As you’ve no doubt noticed, cryptocurrencies have caused quite the uproar in the media, online forums, and perhaps even in your dinnertime conversations. Despite the buzz, the meanings of these terms still elude many people’s comprehension.
While securities are in place, that does not mean cryptocurrencies are un-hackable. Several high-dollar hacks have cost cryptocurrency start-ups heavily. Hackers hit Coincheck to the tune of $534 million and https://finance.yahoo.com/cryptocurrencies/ BitGrail for $195 million, making them two of the biggest cryptocurrency hacks of 2018. Several companies that sell tech products accept crypto on their websites, such as newegg.com, AT&T, and Microsoft.
Crypto Exchange Binance Gets Regulatory Approval In France
In 2022, when inquiring about the state of the cryptocurrency market, the first question to ask would be on the total market capitalization of the whole landscape. A total of $400 million worth of long orders were liquidated on the cryptocurrency market in the last 24 hours following the massive plunge of Bitcointo $36,000, per CoinGlass. The first cryptocurrency even managed to briefly test the $35,000 range before a slight recovery. This website includes information about cryptocurrencies, contracts for difference and other financial instruments, and about brokers, exchanges and other entities trading in such instruments. Both cryptocurrencies and CFDs are complex instruments and come with a high risk of losing money.
Some cryptocurrencies have no transaction fees, and instead rely on client-side proof-of-work as the transaction prioritization and anti-spam mechanism. Some miners pool resources, sharing their processing power over a network to split the reward equally, according to the amount of work they contributed to the probability of finding a block. A "share" is awarded to members https://theleadbtc.org/ of the mining pool who present a valid partial proof-of-work. Another example is Ethereum, which has smart contract functionality that allows decentralized applications to be run on its blockchain. Ethereum was the most used blockchain in 2020, according to Bloomberg News. In 2016, it had the largest "following" of any altcoin, according to the New York Times.
Why Does Crypto Market Cap Matter?
I did everything to get back my funds by contacting the support but there was nothing they could do. A friend told me about a recovery company, ,They help fight against various investment scam and i could only thank God they were able to retrieve some of the lost coins. If your bitcoin gets stolen, then it can be a very frustrating time but instead of getting frustrated, it is important to act fast so that you can get your money back.
Proof of stake is another way of achieving consensus about the accuracy of the historical record of transactions on a blockchain. It eschews mining in favor of a process known as staking, in which people put some of their own cryptocurrency holdings at stake to vouch for the accuracy of their work in validating new transactions. Some of the cryptocurrencies that use proof of stake theleadbtc include Cardano, Solana and Ethereum .
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"