If you were right, and the value of ether fell against the US dollar, your trade would profit. However, if the value of ether rose against the US dollar, your position would be making a loss. Jim Barth is a Senior Fellow at the Milken Institute and has authored more than 300 articles in professional journals. His research focuses on financial institutions and capital markets, with special emphasis on regulatory issues. •The first discussion on dependence between the different cryptocurrencies.
- Digital currencies and their underpinning technologies are new systems, which have not yet been fully explored.
- We continually strive to provide consumers with the expert advice and tools needed to succeed throughout life’s financial journey.
- Like all new technologies, cryptocurrencies are often confusing and met with suspicion and conspiracy theories.
- We also explore how Ripple is mined and how it compares to Bitcoin as an in-use cryptocurrency.
Public-key cryptography depends on this asymmetry between public and private keys. Digital signatures are essential to all cryptocurrencies in that they enable one party to securely sign over currency to another party. Digital signatures became possible with a crucial breakthrough in cryptography that happened in the 1970s. But anonymity in Chaum’s DigiCash applied to buyers, not sellers. Blind signatures were used to keep otherwise trusted third parties in the dark about buyers’ identities. Blind signatures gave buyers anonymity by getting banks to digitally sign and thereby authorize transfers of money, but because the signatures were blind, transactions involving DigiCash would be untraceable back to the buyer.
Top 10 Cryptocurrency By Market Cap
The primary purpose of cryptocurrency is to overcome the prevalent issues with traditional currencies by giving the control back over to the currency holders as opposed to a monetary authority. The #2 country with the most crypto owners is the United States, with 27 million crypto owners. Other top countries in crypto ownership include Nigeria with 13 million users, Vietnam with 5.9 million users, and the United Kingdom with 3.3 million users. The #1 country with the most crypto owners total http://augustqyki510.cavandoragh.org/bitcoin-and-altcoin-market-cycles is India, with 100,740,320 crypto users as of 2021.
After a couple of weeks, my initial investment had increased from $ 203,800 to $ 391,650. This felt so good as the investment grew rapidly in just a few weeks. When it was time to retire, my withdrawal request was denied, all effort to make withdrawal declined then I realized i had been ripped off. Thanks to Jim from rescue team for helping me recover my money back.
On social media, you may see a lot of hype around an investment strategy that promises huge returns from obscure crypto assets. Others make exaggerated claims about how the price of Bitcoin will rise. Sadly, there are some dishonest actors in the crypto world — and billions have been lost to Ponzi schemes and exit scams. CoinMarketCap’s blog has a short https://www.investopedia.com/tech/top-bitcoin-myths/ guide on how to avoid a crypto scam and another here on keeping your crypto safe. Are you itching to buy Bitcoin, but know little about how cryptocurrencies work? Digital currencies can be an exciting investment opportunity, but new investors risk losing their capital if they are lured by scammers or back a new cryptocurrency without a track record.
Referring to Uthamni, money in Sharia law is a medium for exchange. It is forbidden to make a profit by dealing with money and make interest from the papers that represent the money. The only profit that is allowed is generated from the exchange of intrinsic utility that is sold for money or when different currencies are exchanged. There are all kinds of reasons not to invest/trade in crypto, but this is one often overlooked. 1) If you lose the private key of your Crypto Wallet, the chances of getting it back are close to never. There are many Interesting Facts and Figures about Bitcoin and other similar Cryptocurrencies.
Cryptocurrency Market Outlook
The method Bitcoin uses of adding new blocks to the blockchain through the computational power exerted by its users is called “proof of work” and is used by the majority of cryptocurrencies. Another method of adding valid blocks to the blockchain is “proof of stake,” in which the ability to validate a block is based on the user’s already existing stake in the cryptocurrency. Proof of stake has the advantage over proof of work of being much less energy-intensive, and Ethereum, the second largest cryptocurrency after Bitcoin, plans to change from proof of work to proof of stake. Truth be told, most folks don't have the slightest clue of what makes cryptocurrencies tick. Additionally, 75% of folks had never heard of initial coin offerings, which are akin to initial public offerings, but for virtual currencies. But there's more to like about blockchain technology than just its decentralization.
Another fact worth noting is that investors almost always overestimate how quickly new technology will be accepted by big business. This isn't to say these industries failed, so much as to point out that they didn't match up to investors' lofty expectations right away. Instead, servers and hard drives across the globe contain bits and pieces of information about a particular blockchain network, but not enough to cripple it should the data inside fall into the wrong hands. This makes blockchain a particularly secure technology, which is appealing to big businesses. There are more than 1,300 other virtual currencies that investors can buy, of which over two dozen have a market cap that's in excess of $1 billion.
Some bitcoin mining is planned for West Texas where wind power is abundant. Because there is sometimes more wind power than transmission lines can handle, bitcoin mining situated near wind farms can use their excess energy. One example of this is Greenidge Generation, a former coal power plant in Dresden, New York that converted to natural gas and began bitcoin mining.
Britannica is the ultimate student resource for key school subjects like history, government, literature, and more. Similarly, JPMorgan Chase CEO Jamie Dimon has referred to bitcoin as a "fraud" and "worse than tulip bulbs," which refers to the 17th century short-term bubble in tulip bulb prices in Europe. Dimon has gone on record as saying that bitcoin "won't end well." But before you consider diving into the cryptocurrency craze, here are 16 facts you should know. There is a lot of speculation around the identity of Satoshi Nakamoto, but no one knows whether it’s one person or a group of people.
When implemented with decentralized control, each cryptocurrency works through distributed ledger technology, typically a blockchain, that serves as a public financial transaction database. Traditional asset classes like currencies, commodities, and stocks, as well as macroeconomic factors, have modest exposures to cryptocurrency returns. While a little more than 18.5 million Bitcoins have been mined, the number available for use as payments on any given day is much lower than that – more like 8 million.
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"