Stash designed each Smart Portfolio with a different target allocation of investment categories based on an investor’s risk profile. Based on how the underlying investments move over time, it’s possible an investor’s actual portfolio allocation may drift away from its target. In that case, the portfolio may need to be rebalanced by selling some investments that are overweight and buying others that are underweight in order to get back on track. We won’t be putting a large percentage of any of the portfolios into digital currency. If you’re a conservative investor, your target exposure to cryptocurrency will be about 4%, while moderate and aggressive investors will have about 5% and 6% exposure respectively. When it comes to investing in markets, timing is everything.
We've published a whole story on the best crypto exchanges, but to help narrow your search, here are my top three picks for beginners. With all that preamble over, let's dive into the steps involved in a smart bitcoin investment. You can also invest in the technology behind Bitcoin, also known as “blockchain.” Bitcoin was never intended to be an investment. Here are a few things to http://remingtonygyj360.iamarrows.com/cryptocurrencies keep in mind while considering a bitcoin investment.
- Investments are Delaware statutory trusts and offer indirect exposure to Crypto.
- Once this happens, the other nodes get to work validating the transaction.
- Strategies vary from investor to investor depending on their personal risk appetite, financial goals.
- This is because of people and media alike have a natural tendency to follow existing trends.
Whether it is pure conviction or an inherent fear of missing out on what many predict to be the greatest transfer of wealth in American history, trading volume continues to increase exponentially. For the better part of a year, in fact, Bitcoin trading volume has steadily increased. "Invest in funds you won't need for at least a decade," says Safran, who is herself a crypto investor.
A limit order means you’ll set a price you want to pay for the cryptocurrency. Once the currency reaches that point it will automatically be purchased. Some exchanges charge fees based on a spread, or margin on top of the market price. Others base fees on a flat rate or percentage of your total purchase, which can vary based on your location, payment method, and other factors. NerdWallet strives to keep its information accurate and up to date.
This information is not intended as a recommendation to invest in any particular asset class or strategy or as a promise of future performance. There is no guarantee that any investment strategy will work under all market conditions or is suitable for all investors. Each investor should evaluate their ability to invest long term, especially during periods of downturn in the market.
Get the insider newsletter, keeping you up to date on market conditions, asset allocations, undervalued sectors, and specific investment ideas every 6 weeks. Dollars, euro, yen, and other fiat currencies are in limitless abundance and their supply is growing quickly, while things like gold and silver and Bitcoin are inherently scarce. For it to fail, Bitcoin’s user-base would need to stagnate, go sideways, and ultimately go down in a sustained fashion for quite a while. This in turns attracts more attention, and entices new buyers during the cycle. This approach, in my view, gave the protocol the best possible chance for successfully growing market capitalization and user adoption, for which it has thus far been wildly successful. Some of those premises are of course unrealistic, and are simply used to show what happens when there is a growing user-base and constant low-key source of new buyers against a shrinking flow of new coins available.
For many people, this is the method I would personally recommend checking out. Unlike many crypto companies, they have actual customer service if you have a problem. Again, I’m not saying that’s a certainty, because ultimately it comes down to how much demand there is, but I certainly think it’s a significant possibility. Since Bitcoin started from a tiny base and grew into a meaningful size, in my view its volatility has been a feature, rather than a bug. In some years, it has been down over 80%, while in other years, it has gone up over 1,000%. In reality, a growing price tend to cause more demand, and vice versa.
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Instead, it relies on cryptography to prevent counterfeiting. Read on to learn the basics of cryptocurrency and how to get started investing in it. Founded in 1993 by brothers Tom and David Gardner, The Motley Fool helps millions of people attain financial freedom through our website, podcasts, books, newspaper column, radio show, and premium investing services.
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"