Cryptocurrency Cfd Trading Platform

Whether you want a large number of digital assets to trade, the lowest possible fees, or the most beginner-friendly user experience, there is a good option for you. Cryptocurrency trading involves speculating on price movements via a CFD trading account, or buying and selling the underlying coins via an exchange. Here you’ll find more information about cryptocurrency trading, how it works and what moves the markets.

Once the fundamental analysis is complete, analysts aim to determine whether the asset is undervalued or overvalued. Investors can use this conclusion when making their investment decisions. Generally, investors seek to generate a http://waylondnfq140.image-perth.org/9-best-crypto-trading-bots-for-2022 return over a longer period of time – think years or even decades. Since investors have a larger time horizon, their targeted returns for each investment tend to be larger as well. Finally, don’t assume that an exchange is available in your country, or even state, just because you can access its website.

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"