Alternatively, an increase in circulating supply can also lead to an increase in market cap. However, an increase in supply also tends to lead to a lower price per lenincoin.com unit, and the two cancel each other out to a large extent. In practice, an increase in price per unit is the main way in which a cryptocurrency’s market cap grows.
There are currently over a thousand different cryptocurrencies in the world. Some crypto schemes use validators to maintain the cryptocurrency. In a proof-of-stake model, owners put up their tokens as collateral. In return, they get authority over the token in proportion to the amount they stake. Generally, these token stakers get additional ownership in the token over time via network fees, newly minted tokens or other such reward mechanisms. Bitcoin's value fell by more than half its value since its November 2021 peak, which caused the entire cryptocurrency market to collapse.
- He also helped me recover all my lost funds within a short period.
- With the implosion of TerraUSD, other stablecoins are under a microscope, particularly Tether.
- The hardware segment is further segmented into ASIC, GPU, FPGA, and others.
- This then leads to higher liquidity, which, combined with a higher market cap, can turn a cryptoasset into a preferred investment opportunity.
In other words – as more and more people and businesses start mining Bitcoin, mining Bitcoin becomes more difficult and resource-intensive. This feature is implemented so that the Bitcoin block time remains close to its 10 minute target and the supply https://canvas.instructure.com/eportfolios/821147/ricardobrxs739/Hackers_Stole_His_Entire_165000_Crypto_Account_The_Fbi_Says_It_Cant_Help_Him of BTC follows a predictable curve. With a blockchain, it’s possible for participants from across the world to verify and agree on the current state of the ledger. Blockchain was invented by Satoshi Nakamoto for the purposes of Bitcoin. Other developers have expanded upon Satoshi Nakamoto’s idea and created new types of blockchains – in fact, blockchains also have several uses outside of cryptocurrencies.
Ethereum, considered one of the most stable digital currencies and the market favourite next to Bitcoin, also lost 24% of its value over the past week. Chipmakers Nvidia and AMD don’t deal with cryptocurrencies directly, but these two semiconductor companies are the leading designers of graphics processing units . Best known for powering high-end video game graphics, GPUs now enable computing-intensive applications such as data centers, artificial intelligence, and the creation of crypto assets. Stablecoins are tied to the value of a specific asset, in Tether’s case, the U.S. Tether often acts as a medium when traders move from one cryptocurrency to another.
If you transfer property held as a capital asset in exchange for virtual currency, you will recognize a capital gain or loss. If you transfer property that is not a capital asset in exchange for virtual currency, you will recognize an ordinary gain or loss. For more information on gains and losses, see Publication 544, Sales and Other Dispositions of Assets. If you exchange virtual currency held as a capital asset for other property, including for goods or for another virtual currency, you will recognize a capital gain or loss. When you receive property, including virtual currency, in exchange for performing services, whether or not you perform the services as an employee, you recognize ordinary income. For more information on compensation for services, see Publication 525, Taxable and Nontaxable Income.
Cryptocurrency Market
Its final report was published in 2018, and it issued a consultation on cryptoassets and stablecoins in January 2021. In 1983, the American cryptographer David Chaum conceived an anonymous cryptographic electronic money called ecash. Later, in 1995, he implemented it through Digicash, an early form of cryptographic electronic payments. Digicash required user software in order to withdraw notes from a bank and designate specific encrypted keys before it can be sent to a recipient. This allowed the digital currency to be untraceable by the issuing bank, the government, or any third party. FTX is a centralized cryptocurrency exchange that offers derivative and spot trading services.
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"