This is brand new technology which has already illustrated its ability to fundamentally disrupt the global financial system. Scarcity by itself is not, however, enough to create value—there has to be demand. Since cryptocurrencies cannot easily be used to make most payments and have no other intrinsic uses, the only reason they have value is because many people seem to think they are good investments. Opponents say that cryptocurrency is widely used in criminal activity such as money laundering and other financial crimes, among graver offenses.
Crypto may serve as an effective alternative or balancing asset to cash, which may depreciate over time due to inflation. Crypto is an investable asset, and some, such as bitcoin, have performed exceedingly well over the past five years. There are, of course, clear volatility risks that need to be thoughtfully considered. Crypto furnishes certain options that are simply not available with fiat currency. For example, programmable money can enable real-time and accurate revenue-sharing while enhancing transparency to facilitate back-office reconciliation.
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 be “securities” because often they do not take the form of stocks, bonds, etc.
Industries vary by acceptance rate of Bitcoin for payment of goods and services, but the highest rate of acceptance came from the prepaid debit card /gift card industry and lowest from Consumer Electronics. Doubtlessly, https://www.forbes.com/advisor/investing/cryptocurrency/what-is-cryptocurrency/ you can see the complications of such treatment if cryptocurrencies ever became a common currency for facilitating commerce. The IRS thinks a massive amount of underreporting exists for bitcoin gains.
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It is not intended to offer access to any of such products and services. You https://cryptoboarding.com/ may obtain access to such products and services on the Crypto.com App. Rob Bier is Founder and Managing Partner of Trellis Asia, helping entrepreneurs develop high-performing teams and build hyperscaling organizations. Rob began his business career at Monitor Group, where he rose to Senior Partner and head of their London office.
Cryptocurrencies use encryption to authenticate and protect transactions, hence their name. There are currently over a thousand different cryptocurrencies in the world. Meanwhile, hundreds of startups are offering investors cryptocurrency in exchange for capital. Because the market is unregulated, recovery of investments due to a fraud or theft is limited.
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.
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"