Fed Explores once In A Century Bid To Remake The U S Dollar

NBA Top Shot, an online marketplace that runs on the Flow blockchain where users can bid on, purchase and sell digital highlights of NBA players. An NBA Top Shot video featuring LeBron James honoring Kobe Bryant sold for close to $400,000. Blockchain also has potential applications far beyond bitcoin and cryptocurrency. There are more than 220 million participants in global crypto markets, with assets now worth over US$2 trillion.

  • ConsenSys has partnered with leading institutions around the globe to launch CDBCs that improve financial access, expedite settlement, and increase transaction security.
  • CBDC would provide a secure reliable currency, free from the dangers of fraud, hacking, money laundering and financing terrorism.
  • Fault-tolerant technology is a capability of a computer system, electronic system or network to deliver uninterrupted service, ...
  • Therefore, manual accounting and separate entity-specific ledgers wallstreethack.com are not necessary to maintain records of transactions.

One analyst sees stubbornly high inflation numbers coupled with a continuation of negative real interest rates as key market catalysts. The Avalanche platform has seen a significant increase in value, with many jumping to invest in their coin. Every day, get fresh ideas on how to save and make money and achieve your financial goals.

Digital Versus Traditional Currency

And breakneck innovation in the private sector suggests that the Fed, a key financial regulator, needs to understand budding private digital payment technologies. However, there are also substantial risks in using digital currency for money laundering. For the moment, it does not look like the more traditional forms of money laundering are going to take a backseat to methods involving digital currency. To ensure that the potential never materializes, efforts should continue to understand, legally define, and, if necessary, regulate digital currency transactions. In my view, the move to low or no-cash economies based on CBDCs, whose sovereign monetary bodies compete on software-like features and costs, is inevitable. The new banking model will reach more people with better, faster services, and deliver credit to businesses on better terms, while preserving liquidity and efficiency in the capital markets.

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