However, it can also amplify any losses, including losses that could exceed your initial deposit for an individual trade. This is why it is crucial to consider the total value of the leveraged position before trading CFDs. Liquidity is the measure of how quickly and easily a cryptocurrency can be converted into cash, without impacting the market price.
In a world of economic uncertainty, savvy financial investors are looking beyond the basics of fiat currency for peace of mind. Cryptocurrency, with its flexible, decentralized model, is an appealing option for many individuals building their portfolio. 10 minutes is the time it takes to verify every transaction in a block before it is sent to the node and added to the blockchain. This means that every 10 minutes, 6.25 Bitcoins are released and added to the market.
This statistic came about when examined as a percentage of overall cryptocurrency transactions last year. This begs the question, can blockchain be hacked so easily in 2022? Only time can tell, and more information will be revealed as more research is conducted. As adoption of digital assets accelerates, companies are investing in innovative products and services. Clearly, many crypto assets do not appear, on their face, to https://cryptoboarding.com/ be “securities” because often they do not take the form of stocks, bonds, etc.
Bitcoin has proven reliable for years since its inception and there is a lot of potential for Bitcoin to continue to grow. However, no one is in a position to predict what the future will be https://www.forbes.com/advisor/investing/cryptocurrency/what-is-cryptocurrency/ for Bitcoin. To the best of our knowledge, Bitcoin has not been made illegal by legislation in most jurisdictions. However, some jurisdictions severely restrict or ban foreign currencies.
Does Your Financial Advisor Speak Crypto?
These bumps can include transaction speed and verification slowdowns, which are critical advantages that enterprises will be looking for if they switch away from the traditional databases currently in use. Additionally, blockchain offers user control and transparency. Rather than letting a third-party control the future of a cryptocurrencies' blockchain, members of a cryptocurrencies' community are who call the shots with regard to future development. When using the Ethereum blockchain to complete transactions, you’re required to pay for “gas.” On the Ethereum network, gas represents the computational effort used to complete the transaction. In 2013, James Howells, who lives in Wales, threw out a hard drive with 7,500 bitcoins on it. When he realized how much the value of Bitcoin had shot up in recent years, he went looking for the drive.
Because just before Christmas, the entire market utterly crashed, losing approximately 20% of its entire global market cap. Bitcoinrevolution.ai platform if you are looking to venture into cryptocurrency trading. Cryptocurrencies have democratized access to a number of new financial services globally.
As a Guaranty That he will Get the Job Done, He Only Takes Charges After The Job Is Done. I have since then connected him to friends and family who all were flabbergasted by his results, I feel it's only right that I share him with the public as I am sure there are so many in my situation. Under current accounting guidelines, cryptocurrencies are most likely not cash or cash equivalents since they lack the liquidity of cash and the stable value of cash equivalents. However, the accounting treatment of cryptocurrencies is still uncertain as there has not been official guidance on the issue from the International Finance Reporting Standards or The American Institute of CPAs . Much of the cryptocurrencies’ popularity and security advantages are derived from its groundbreaking technological innovation.
<img src="data:image/jpeg;base64,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"