Some wonder whether cryptocurrencies can be used in strategic portfolios as substitutes for stocks and bonds. "But unlike traditional asset classes, cryptocurrencies lack intrinsic economic value and generate no cash flows, such as interest payments or dividends, which can explain their prices," Mr. Aliaga-Díaz said. It pays to have diverse investments that balance safer bets with investments that bear a greater chance of loss. By the same token, investors don’t have to decide between cryptocurrency vs. stocks — they can pursue both cryptocurrency and stocks, as long as they’re comfortable with an element of risk in their portfolio. Cryptocurrency is a relatively new medium of exchange that’s gained popularity in the past decade.
To decide who gets the reward, Bitcoin requires users to solve a difficult puzzle, which uses a huge amount of energy and computing power. The completion of this puzzle is the "work" in proof of work. There’s no question that cryptocurrencies are legal in the U.S., though China has essentially banned their use, and ultimately whether they’re legal depends on each individual country.
The value of a cryptocurrency unit is entirely dependent on whether or not people want to buy cryptocurrency units. Stock value is generally determined by the success of the company . Higher profits mean higher dividends, which means higher stock prices. Bankrate.com is an independent, advertising-supported publisher and comparison service.
- "Anjali Jariwala, a certified financial planner and founder of Fit Advisors, recommends that clients allocate no more than 3% of their portfolio into crypto."
- Some services require staking to lock up funds for a certain period of time (meaning you can’t deposit and withdraw whenever you want) and may require a minimum amount to draw interest.
- Taxpayers transacting in virtual currency may have to report those transactions on their tax returns.
Yes, cryptocurrencies are extremely volatile in their pricing, but all of them simultaneously failing is an unlikely event. To make profit from investing in cryptocurrencies, you have to carry out a deep study on the obvious coins. This way, you’ll be more knowledgeable about the coins you want to invest in and understand the utility it contributes to the crypto world. One of the core reasons why so many are still in doubt about cryptocurrencies is because they suffered serious loss as a result of the dramatic decrease in bitcoin and altcoins in December 2017. But the big question is, did he do his homework before putting all his money in? He merely heard people's positive testimonies and jumped into it.
“I bought more at this price, got 35 billion tokens,” someone nicknamed Hodler said on Bonfire’s Telegram in June. I had a website built, with a How to Buy section that warned against it. (“Step 1. Do not buy Idiot Coin.”) I wrote an announcement for CryptoMoonShots, a Reddit page, where newly born crypto is unveiled. Usually, the coins are breathlessly flogged for their imminent moonward trajectory. Their main worry is marketing, the fine art of convincing people that a coin will enrich all comers. Any blockchain solution, no matter how prescient, is only as good as its execution.
It is the essential source of information and ideas that make sense of a world in constant transformation. The WIRED conversation illuminates how technology is changing every aspect of our lives—from culture to business, science to design. The breakthroughs and innovations that we uncover lead to new ways of thinking, new connections, and new industries.
Cryptocurrency Holdings Are Not Fdic Insured
Since crypto trading is still the Wild West, check headlines regularly to monitor regulatory scrutiny of your chosen exchange. Not surprisingly, seasoned wealth managers aren’t big fans of crypto because it doesn’t fit into an asymmetric risk profile. It’s too unpredictable — you can’t build a 99% guaranteed wealthy future around it.
Bitcoin exchanges may stop operating or permanently shut down due to http://simonlgac553.huicopper.com/bitcoin-cryptocurrency-exchange fraud, technical glitches, hackers or malware. As there is no central authority that collects Bitcoin user information, the SEC generally must rely on other sources, such as Bitcoin exchanges or users, for this type of information. Pressure to buy RIGHT NOW. Fraudsters may try to create a false sense of urgency to get in on the investment.
Adding a speculative sprinkling of crypto to one’s portfolio – somewhere between 1% and 10% – is a common way of gaining exposure to volatile yet potentially lucrative assets while protecting the rest of your money. For cryptocurrency investors, we only examine the pre-investment period to avoid reverse causality. In a next step, we estimate multivariate logistic regressions where each model contains one of the moving average indicators as dependent and the cryptocurrency investor indicator as the independent variable. Additionally, we check whether the findings are robust to the inclusion of variables controlling for portfolio characteristics and demographics of investors.
What Can Crypto Do For Your Company?
The currency holder can choose a specific transaction fee, while network entities process transactions in order of highest offered fee to lowest. Cryptocurrency exchanges can simplify the process for currency holders by offering priority alternatives and thereby determine which fee will likely cause the transaction to be processed in the requested time. Proof-of-stake is a method of securing a cryptocurrency network and achieving distributed consensus through requesting users to show ownership of a certain amount of currency.
Some are named after Greek Gods , reptiles or even internet memes . The third-party vendor, which will charge a fee for this service, handles the bulk of the technical questions and manages a number of risk, compliance, and controls issues on behalf of the company. That does not mean, however, that the company is necessarily absolved from all responsibility for risk, compliance, and internal controls issues. Companies still need to pay careful https://www.forbes.com/advisor/investing/cryptocurrency/how-to-buy-cryptocurrency/ attention to issues such as anti-money laundering and know your customer requirements. And, of course, they also need to abide by any restrictions set by the Office of Foreign Assets Control , the agency that administers and enforces economic and trade sanctions set by the US government. The third-party vendor, acting as an agent for the company, accepts or makes payments in crypto through conversion into and out of fiat currency.
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