How Central Banks Think About Digital Currency

Payments in cryptocurrencies are growing more popular among large corporations and in industries such as fashion and pharmaceuticals. The question is whether the new technology is going to make the yuan an attractive alternative to other currencies. The development of cryptocurrencies spawned a parallel universe of alternative financial services,known as Decentralized Finance, or DeFi, allowing crypto businesses to move into traditional banking territory, including lending and borrowing. “Does the public want, or need, a new digital form of central bank money to complement what is already a highly efficient, reliable and innovative payments arena? It’s a tricky question, and the central bank doesn’t seem to have a clear answer yet. Yet huge questions persist about a central bank digital dollar — such as “What problem would this solve?

Does Bitcoin become global currency?

Bitcoin will eventually be a global currency - and a $1 million price target within the next 10 years is 'very reasonable,' Kraken CEO says. Bitcoin will eventually be the world's currency, Kraken 's CEO, Jesse Powell, told Bloomberg. ... The price of bitcoin is up 70% year-to-date.

CBDCs could bring many people around the world into the digital economy. The U.S. would not be the first country to consider launching such a currency. However, the U.S. dollar is very important in the world economy. Find out which stocks have the potential to perform well over time. Our in-house research team and on-site financial experts work together to create content that’s accurate, impartial, and up to date.

Managing Digital Money

This then begs the question of whether a tokenized form of commercial bank money may emerge on a multi-institution and multi-jurisdictional basis. Such an instrument would have potentially interesting http://wallstreethack.com/ characteristics — the benefits of tokenizing a form of money that is a direct claim on a regulated issuer, redeemable at par value on demand in national currency units. Indeed, the emergence of tokenized commercial bank money might be seen as a ‘third way’ as an alternative to bigtech stablecoins and CBDCs, both of which entail a host of downstream consequences.

Cash may be considered king, but digital forms of currency are growing. Australia is already considered a market-leader in buy now, pay later technology, due to the success of ASX-listed Afterpay, stocks of which soared during the pandemic before it was bought for A$39bn by US fintech giant Square. Cryptocurrencies may present a good investment opportunity, and there are many ways to invest in the crypto world. While there are thousands of cryptocurrencies, many with unique traits, they all tend to work in similar ways.

How does digital money work?

Digital money is not physically tangible like a dollar bill or a coin. It is accounted for and transferred using online systems. One well-known form of digital money is the cryptocurrency Bitcoin. ... Digital money is exchanged using technologies such as smartphones, credit cards, and online cryptocurrency exchanges.

Transaction efficiency – cryptocurrency transactions are fast and immediate, with improved efficiency that avoids lengthy back-office reconciliation processes. Immediate asset availability – cryptocurrencies may be available immediately for consumers and businesses to spend, without any waiting period. Since all CBDC transactions are recorded on a digital ledger, money is much easier to track this way. That could help authorities detect fraud and other illicit activities. Each CBDC is a digital representation of a country's existing fiat money, and it works the same way. Since many countries are working on their own CBDCs, there will likely be differences in how they work, but they follow the same basic model.

Can Bitcoin Be Converted To Cash?

That eliminates several thousand from consideration, but you are still left with choosing among 887 cryptocurrencies. In that case, it would be Bitcoin, with a market value of $161 billion, or 66 percent of the entire market. Ethereum is in second place, with a market value of $23 billion, or 10 percent of the market. Of course, you should do what you think best in terms of a risk and expected return assessment. And you should also take into account how the possible addition of a cryptocurrency affects the overall risk and return of your portfolio. Lastly, it must always be remembered that what appears to be a worthwhile investment may not turn out as one hopes.

In such a system, the central bank does not directly manage the system, but outsources tasks to private institutions. Financial institutions issue the digital currency, which is fully backed by central bank money. Cryptocurrencies and blockchains have given rise to a new constellation of “decentralized finance” or DeFi businesses and projects.

Some cryptocurrencies, such as Monero, claim to provide additional privacy. However, if the identity of a wallet owner becomes known, their transactions can be traced. "Currencies throughout history can either be issued by the public or by private entities, and what crypto has shown us or has delivered is a reignition of an age-old fight between private and public currency issuance," said Peebles.

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"

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