Best Crypto Exchanges Of 2022

We believe that our list accurately reflects the best cryptocurrency exchanges in the marketplace for investors. Cryptocurrencies as a store of value and digital currency are gaining wider acceptance with regulators and issuers. Regulators are looking to issue Central Bank Digital Currency and financial institutions are looking to issue their own stable coins. JP Morgan was one the first to issue a stable coin for it’s select customers as a payment’s offering.

Claims such as “risk-free”, “zero risk”, “absolutely safe”, and “guaranteed profit” are hallmarks of a fraud. “As a store of value, cryptocurrencies like bitcoin have given impressive returns so far, but so did tulips in 17th-century Netherlands. Cryptocurrencies are very much like a speculative or gambling contract working like a Ponzi scheme. In fact, it has been argued that the original scheme devised by Charles Ponzi in 1920 is better than cryptocurrencies from a social perspective,” he said.

If you want more trading liberty, you might want to opt for a more advanced account. As you’ll be able to set a selling/buying schedule for an efficient trading experience. Our experts have been helping you master your money for over four decades. We continually strive to provide consumers with the expert advice and tools needed to succeed throughout life’s financial journey.

If the trader believes the price might increase, they can set a maximum limit price of $60,100, which will be the top price the asset will be bought at. A stop-limit buy can help traders control the price they pay once they've established the maximum acceptable price. Unlike market orders, crypto limit orders give more flexibility https://cointelegraph.com/trading-for-beginners/how-to-trade-cryptocurrencies-the-ultimate-beginners-guide with the asset price and amount. They let traders set a minimum price and will only perform at that price or higher. A crypto limit order is an instruction to buy or sell a cryptocurrency only at a price specified by the trader. It is best suited for the trader who can patiently wait for a price target to be reached.

And, just as with other investments, don't invest money you can't afford to lose. Several cryptocurrency exchanges offer ways to earn interest on your coins. Make sure you understand and https://anon-system-review.com/ are comfortable with how the interest is generated. The exchange may loan out your money, or it may pay you staking fees if you commit to leaving your coins alone for a set period.

Blockchain technology has unique security features that normal computer files do not have. Advanced access control allows you to restrict devices and addresses that can access your account, for greater ease of mind.

Make sure the app has the features you want to use, and if you've never traded before, pick one that is beginner-friendly. To choose the best exchange, you'll need to decide on which features matter most to you. SoFi does charge a markup, but the all-in-one convenience of the platform could still make it worth a look. Offers a nice range of cryptocurrencies and a simple-to-use app experience.

If you are a developer and want to use open source trading automation tools. Support and documentation — When money is involved, support becomes vital. Therefore always prefer the software with great support and proper documentation. This entire route needs to be finished within a specific time limit before the market conditions change. Many functions that a well-executed bot can conduct for you are rebalancing, portfolio management, data collection, https://zenwriting.net/beunnaylry/with-it-you-can-link-that-account-to-your-main-one-for-ease-of-transfer-of smart order routing, etc. You get a 1-month free trial and the cost for bots ranges from $1 to $85 per month.

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"