Popular cryptocurrencies such as Bitcoin and Ethereum are built on blockchain technology. Blockchains like Bitcoin and Ethereum are constantly growing as new blocks are added to the chain, increasing the security of the ledger dramatically. Mr. Powell has argued that Bitcoin is more like gold than the dollar. It has value because it’s rare and people want to hold it, so it can even at times be traded for other goods and services, but it is not government-guaranteed money. This PwC index ranked digital retail currencies by launch status, central bank communications and public interest. In this regard, the question is not whether Bitcoin and other digital currencies can be used to launder money , but whether they are a method that legislators, fraud investigators, and anti-money laundering programs should invest in preventing.
How do beginners buy bitcoins?
You must add a bank account, debit card, or credit card to make your first bitcoin purchase on most exchanges. Adding a bank account is recommended for buying large amounts of bitcoin as the transfer fees tend to be lower. Credit and debit cards are only recommended for smaller purchases as they carry higher fees.
But the rise of digital currencies, such as the digital yuan, can remove the power of US sanctions. China’s first mover advantage in the launch of a virtual currency could be a step towards unseating the US dollar from decades of financial dominance. We propose a practical mechanism combining novel technological breakthroughs with well-established hedging techniques for building an asset-backed transactional oriented cryptocurrency, which we call the digital trade coin .
Policy
Instead, the Ripple system uses a small set of nodes that act more like notaries, validating transactions at a higher throughput and much lower cost compared to Bitcoin. Unlike Bitcoin, most entities in the system are known and not anonymous. By their very nature, all of these currencies are native tokens, residing on a blockchain. Their transition from one economic agent to the next is controlled by the set of rules that are inherent or ‘hardwired’ in the blockchain set-up and are needed to maintain the integrity of their blockchain as a whole.
If, as part of an arm’s length transaction, you transferred virtual currency to someone and received other property in exchange, your basis in that property is its fair market value at the time of the exchange. Your gain or loss http://wallstreethack.com/ will be the difference between your adjusted basis in the virtual currency and the amount you received in exchange for the virtual currency, which you should report on your Federal income tax return in U.S. dollars. For more information on gain or loss from sales or exchanges, see Publication 544, Sales and Other Dispositions of Assets. While China was the first major economy to issue a CBDC, many are looking into it.
Compare Nfts Vs Cryptocurrency Vs Digital Currency
These failures can be minimized, but not eliminated, by virtue of using proper modern technology. Accordingly, narrow bank deposits would be as close to the fiat currency, https://wallstreethack.com/ as technically possible.2 Ideally, one narrow bank per fiat currency is required. Within decades, physical cash may cease to exist in industrialized societies.
- Cryptocurrency is stored in a digital wallet, which can be online, on your computer, or on an external hard drive.
- In order for the DTC ecosystem to operate according to the desired community behaviour, there must be technical mechanisms that allow agreed policies to be carried out in the system as a whole.
- Others hold cryptocurrency as an investment, hoping the value goes up.
- In theoriginal white paper, released in the wake of the 2008 financial crisis, Satoshi Nakamoto expressed a desire to create "a new electronic cash system" that was "completely decentralized with no server or central authority."
Almost 10% more said laws are currently being changed to allow for it. The most obvious answer is that some people seek a second source of income and others want more financial freedom without the interference of governments or banks. For instance, crypto miners verify the legitimacy of transactions in exchange for Bitcoin as a reward for their efforts. Distributed ledger technology is a decentralized database that various network participants administer.
The design philosophy of the Internet is based on three fundamental goals, namely network survivability ; variety of service types and variety of networks . We believe the same fundamental goals must be adopted for the current development of blockchain technology—and more specifically they must drive the technological selection for the implementations of the DTC architecture. Second, unlike centralized payment apps like China’s WeChat or the U.S.’s PayPal, it is censorship-resistant.
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"