The Truth About Blockchain

Exchanges appear to be riskier than CFD brokers, who are regulated and offer protections to retail traders. Brokers can be useful for you to be able to apply your short-term trading strategy and appropriate money management rules in a responsive and regulated trading environment, while strengthening your financial knowledge. Once you’ve bought your virtual currencies, you have to put them into a “wallet”, a program that can contain them. Most exchanges have their own “wallet” that clients can use, but it is widely recommended that you use a wallet that only you have access to and fully control.

  • If you lose the security key to your wallet, you lose access to the investment.
  • Since each individual's situation is unique, a qualified professional should always be consulted before making any financial decisions.
  • The role and regulation on crypto currency are needed to secure investors and economic growth.

Not all that different from the first strategy, investors who want to hold onto Bitcoin for the long term are convinced it will appreciate over long periods of time. However, unlike the ‘hodl’ strategy, long-term holders may be inclined to sell once they are satisfied with returns. These investors are convinced Bitcoin will increase in value, perhaps as serving as a new store of value , but aren’t against selling for a profit when the time is right. The predatory investors are smart, and they sell all of their holdings before the buying surge ends, making a huge profit.

Fiat Currencies Could Work On Blockchain

In 2010, a man from Jacksonville, Florida, made the first real-world purchase with Bitcoin. If this man skipped his dinner and kept his bitcoin, he’d be sitting on close to half a billion dollars worth of cryptocurrency today. Right now, there are a few players that are creating bitcoin trusts, he said, pointing to companies such as Grayscale and Osprey that help retail investors thewallstreetfox.com navigate cryptocurrency. We only support dollar-based orders on recurring investments, which typically results in fractional shares or fractions of a coin.

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"