Top Best Cryptocurrency Exchanges Of 2022

If you deposit with cryptocurrencies, you will not be limited in any way. The limit for the Pro accounts has a daily limit of $25,000 as well. Moreover, Coinbase allows you to see an overview of the market and the cryptocurrencies along with its pricing, market rate, and market cap. If you want to buy crypto, you need to select a funding method and click to trade.

It is your own personal responsibility to make https://beterhbo.ning.com/profiles/blogs/best-crypto-exchanges-in-the-usa sure that all age and other relevant requirements are adhered to before registering with a trading, investing or betting operator. Contracts for Difference (“CFDs”) are leveraged products and carry a significant risk of loss to your capital. Please ensure you fully understand the risks and seek independent advice.By continuing to use this website you agree to our terms and conditions and privacy policy. With traders set up with CopyTrader and funds allocated to a Smart Portfolio, you can keep track of their performance in your portfolio. The great thing about eToro CopyTrader is that you can stop and start copying as you see fit – as well as copy many traders at once. With Smart Portfolio, if you want to stop investing, you will need to withdraw your entire allocated funds at once .

Trading fees are one area where crypto exchanges differ greatly. And, oftentimes, the more beginner-friendly exchanges charge higher fees for their convenience. It’s this kind of price movement that has attracted traders looking to ride the waves to profit. While some traders like to own the currency directly, others turn to the futures market. Futures may be an even more attractive way to play the volatility of digital currencies such as Bitcoin, because they allow traders to use leverage to magnify their gains .

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"