“You also have this key issue for central banks to address; what will the coexistence of a CBDC look like and how would it integrate within the existing financial system,” Gu added. Prasad said that central banks will likely prefer to manage the payment infrastructure themselves. Bitcoin, along with other cryptocurrencies like Ethereum and Ripple, have had their values fluctuate wildly since their https://wallstreethack.com/ introduction — not something one looks for in a currency. The anonymity that they inherently provide by cutting out the banking system also makes them the currency of choice for black markets, ransomware attacks, kidnappers and even terror organizations. A hard fork occurs when a cryptocurrency undergoes a protocol change resulting in a permanent diversion from the legacy distributed ledger.

There’s no denying that some are really hot right now—but for how long? At this point, most people still see cryptocurrencies as an investment. But cryptocurrency is quickly gaining speed and becoming more widely accepted as currency. And that could become even more popular as these cryptocurrencies keep gaining trust. Because of that, cryptocurrencies are worth whatever people are willing to pay or exchange for them.

Business Professors Say Using Digital Currency Instead Of Paper Money Would Reduce Spreading Of Viruses

In 1970, the world economy was only about $3 trillion in GDP—or 30 times smaller than it is today. Over the next thirty years, the global economy is expected to more or less double again. China’s economy is second in nominal terms, hovering at near $17 trillion in GDP.

You can’t figure out the changes or calculate returns like you can with growth stock mutual funds. There just isn’t enough data, or enough credibility, to create a long-term investing plan based in cryptocurrency. Several organizations have issued their own cryptocurrencies -- often referred to as tokens -- which allow people to trade specifically for the product or service that a company provides. An individual must exchange real currency for the cryptocurrency to purchase the product or service.

6.Mobile payments are any payments activated or confirmed by a mobile device. The regulation of stablecoins has yet to be determined and it is a real test of whether regulators will adopt a technologically neutral approach. https://www.visualcapitalist.com/how-central-banks-think-about-digi... It could be argued that stablecoins are nothing more than E-money expressed as tokens. Fundamental to the case for crypto is the notion that tokens are a more advanced technology for the representation of digital value.

Cryptocurrenciesa Primer On Digital Money

The tools that central banks use to maintain financial stability and control inflation won’t work if no one is using regular money. A CBDC would facilitate the citizen-driven shift while keeping the central bank in control. In addition, we build a special-purpose narrow bank, which facilitates activities of the administrator. By construction, neither the pool itself nor the supporting bank can fail due to market and liquidity risks. Their operations are streamlined as much as possible to limit operational risks. The narrow bank receives fiat currency submitted by the users, passes it to the administrator and ultimately to sponsors, while the administrator issues digital tokens in return.

Is Bitcoin real or fake?

But Bitcoin is genuine and not fake. While you can't touch Bitcoin, you can own and use it to transact. Satoshi Nakamoto, a mysterious entity, introduced this virtual money in 2009. Since then, other cryptocurrencies have emerged, but Bitcoin is the most prominent in the world.

Before COVID-19, Facebook’s Libra project showed lawmakers and central bankers the potential for a private company to step in and fill the void by effectively minting its own currency that could be spent by users around the world. Critics argue CBDCs are simply a solution in search of a problem and potentially harmful. Many see support from the banking sector as vital to the success of a digital U.S. dollar, however commercial banks in the U.S. have taken a largely adversarial stance. (The reward decreases steadily over time.) The total supply of Bitcoin is capped at twenty-one million coins, but not all cryptocurrencies have such a constraint. 13.During the placement stage of money laundering, illicit proceeds in the form of cash reenter the legitimate financial system and are most vulnerable to detection.

Additionally, crypto regulation outside the U.S. has changed over time, based on evolving regulatory guidelines. The fifth Anti-Money Laundering Directive from the European Union, for example, entails that crypto buying, selling and other operations must comply with certain guidelines in certain regions. Numerous others have also made their mark on the industry, some of whom Cointelegraph lists in its top 100 people in crypto and blockchain for 2021. What might be more worrisome for efficiency is the volatility of bitcoins. Anyone wishing to temporarily hold funds in bitcoins might experience a bumpy ride in value, judging by the chart above. In February of 2011, the worth of a bitcoin exchange rate reached the $1 milestone, and remained steady for a time.

  • For more information on gains and losses, see Publication 544, Sales and Other Dispositions of Assets.
  • Prior to having access to coins on this ledger, a sponsor must explicitly request the consortium to ‘push’ the sponsor's coins from the assets ledger (from the sponsor's reserves) into circulation on the coins ledger.
  • The intention was to offer extended financial services in places where there are no commercial banks or no credit cards accepted, especially in areas where the physical infrastructures of financial institutions were destroyed by hurricanes.

Her work has appeared in TechCrunch, Blackhat, WIRED, PBS NewsHour, CNBC, Amanpour and Company, and 60 minutes. Neha Narula, who is leading Project Hamilton, the name of the Fed-MIT collaboration, told lawmakers on June 9 that a digital dollar offered a “ground up redesign of our payment systems” in the US. Skeptics like Republican Sen. Pat Toomey pushed back on the idea that a CBDC is necessary, arguing a CBDC would turn the Fed into a retail bank and claiming that the private sector does the job well enough. But going cashless means a heavier reliance on private companies—banks, credit card companies, payment processors—all of which have delays and fees that hit poor people hardest. Since the e-CNY isn’t a decentralized currency like bitcoin and other cryptocurrencies, it doesn’t promise the same kind of privacy. The Deutsche Bank says it will have “controlled anonymity,” meaning users can choose to conceal their identities from counterparties, but it will still let the authorities monitor transactions for illegal activities like money laundering.

While regulatory interest in CBDC was stimulated by the development of bigtech stablecoins, some argue that they wallstreethack should be represented through the more familiar technology of accounts. After all, CBDCs are promises to pay by the central bank that live on its balance sheet. Others would argue that account-based CBDC designs forgo the programmability benefits of tokenization. In the late 1600s, the introduction of bank notes changed the financial system forever.

<img src="data:image/jpeg;base64,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"

Weergaven: 2

Opmerking

Je moet lid zijn van Beter HBO om reacties te kunnen toevoegen!

Wordt lid van Beter HBO

© 2024   Gemaakt door Beter HBO.   Verzorgd door

Banners  |  Een probleem rapporteren?  |  Algemene voorwaarden