Cryptocurrencies are digital assets that use cryptography, an encryption technique, for security. Cryptocurrencies are primarily used to buy and sell goods and services, though some newer cryptocurrencies also function to provide a set of rules or obligations for its holders—something we will discuss later. They possess no intrinsic value in that they are not redeemable for another commodity, such as gold. Unlike traditional currency, they are not issued by a central authority and are not considered legal tender. Excitement about the possibilities of decentralized finance and non-fungible tokens is growing, and memecoins like Dogecoin and Shiba Inu continue to attract attention. For an average cryptocurrency, the gap between the two calculating methods tends to be larger, lowering https://theleadbtc.org the total market cap of the space even further.
A 2020 EU report found that users had lost crypto-assets worth hundreds of millions of US dollars in security breaches at exchanges and storage providers. Between 2011 and 2019, reported breaches ranged from four to twelve a year. In 2019, more than a billion dollars worth of crypto assets was reported stolen. Stolen assets "typically find their way to illegal markets and are used to fund further criminal activity". On May 18, 2021, China banned financial institutions and payment companies from being able to provide cryptocurrency transaction related services. This led to a sharp fall in the price of the biggest proof of work cryptocurrencies.
Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. This way, the Markets Insider currency calculator allows you to search for historical exchange rates. The result provided by the currency calculator is displayed in a clearly arranged table. https://www.washingtonpost.com/business/2022/04/29/fidelity-401k-plans-bitcoin/ Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. The currency calculator of Markets Insider is the ideal tool for you. Super powerful computers called Application Specific Integrated Circuit, or ASIC, were developed specifically to mine Bitcoins.
Knowing how to read crypto charts is an important skill if you want to trade in cryptocurrencies. Market emotions are reflected in support and resistance levels. It is important to be able to read these levels from a crypto chart because they attract a lot of attention and create anticipation. When the price of the asset reaches the support level, all three participants buy-in. The long traders are happy with the state of the market and may try to add to their position, the short traders buy more to breakeven, and the undecided trader’s buy-in at the support level.
The ASIC is further segregated into full custom ASIC, semi-custom ASIC, and programmable ASIC. Based on process, it is bifurcated into mining and transaction. By type, it is segmented into bitcoin , ethereum , tether , binance coin , cardano , ripple , and others. By end user, it is classified into trading, retail and e-commerce, banking, and others.
The Crypto Market Is Dropping Like Crazy Heres Why
2 weeks later he deleted the chapter 7 bankruptcy and that was earlier than I anticipated. The fall off added 150 points to my score and it became 792 across all bureaus. How To Recover Lost Bitcoin To Recover your Lost Bitcoin what you need do is Hire a Professional to get the Job done, thats all.
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"