Cryptocurrency is a sub-type of digital currency and a digital asset that relies on cryptography to chain together digital signatures of asset transfers, peer-to-peer networking and decentralization. In some cases a proof-of-work or proof-of-stake scheme is used to create and manage the currency. Cryptocurrencies can allow electronic money systems to be decentralized. When implemented with a blockchain, the digital ledger system or record keeping system uses cryptography to edit separate shards of database entries that are distributed across many separate servers. The first and most popular system is bitcoin, a peer-to-peer electronic monetary system based on cryptography.

Other posts reiterate Monroe's fears, pointing to government control as the main reason to go cashless. The infrastructure resilience also conditions the availability of electronic payment wallstreethack instruments, which is also subject to random shocks such as natural disasters or malicious attacks. But any system could give the government a record of every dollar you spend.

The former is issued directly by the central bank—the lender of last resort and typically the anchor for a country’s financial system. The latter depends on the stability of commercial institutions and can be more vulnerable. “Central banks around the world are investigating a rich set of prototypes,” the BIS wrote. If these results are shared, it could help determine which technologies and designs are most optimal for a central bank digital currency, and whether and how they should be rolled out to the public. Indeed, the future use of blockchain for cybersecurity is expected to improve on the present situation. CBDC will also facilitate the entry of new players from fintech, because the brand reputation of established banks as safe custodians of people’s money will no longer be a barrier to entry – nor will their networks of branches and paper cash outlets.

Will Digital Currency Ever Replace Paper Money?

Alipay and WeChat QR codes for online payment are displayed at a vegetable stall in Nantong in China's eastern Jiangsu province. Another possibility is that CBDC is an appropriate solution for countries with large unbanked territories like India as well as a number of countries in the African region. In some regions, it is too difficult and expensive to start a whole banking sector https://wallstreethack.com/ from scratch. That’s why digital currency might become a cost-effective and fairly quick method of the financial inclusion of unbanked territories into the country’s economy. Paying for products and services with the help of a phone app has become common these days. According to Statista, 427 million users were using payment services like Apple Pay, Google Pay, and Samsung Pay.

Which crypto will explode?

Next Cryptos to Explode: Solana (SOL-USD)

Concept art of the Solana (SOL-USD) blockchain. Solana is already one of the biggest clear-cut winners of 2021. The SOL coin has boomed; those that bought in in early January at $1.40 are resting on a 13,000% gain at its current price of $183.10.

And because government treasury departments and their central banks coincidently possess only gold in their non-fiat reserves, its monetisation is the only option for governments to survive the collapse of their fiat currencies. That is what will eventually happen, with silver perhaps fulfilling a subsidiary monetary role to gold. So if we are already in the future where the value of money is simply the value assigned to it, what has stopped us from moving toward an entirely digital currency? We have seen the rise of digital or cryptographic currencies like Bitcoin.

Money Or Not

On Sept. 16, 2019, the simultaneous settlement of recently auctioned Treasury debt and Corporate Tax Day led to roughly a $90 billion increase in the Treasury’s General Account at the Fed, with a corresponding reduction in reserve balances. Even though the reduction was foreseeable and signs of scarcity of reserve balances had been evident for a year and a half, the Fed did not take steps to offset that decline using open market operations. As a consequence, by the end of the day, repo rates rose to 10 percent, financial markets were unsettled for a week, and the Fed dramatically revised its views upward on how large its balance sheet needed to be to conduct policy in a floor system. The ZLB on nominal interest rates is a serious threat to economic prosperity. The Fed stimulates the economy by reducing therealinterest rate, which economists define as the difference between the nominal interest rate and the expected rate of inflation over the wallstreethack term of the contract. Adding back the FOMC’s target for inflation leaves an equilibrium nominal federal funds rate of 2.5 percent.

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"

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