9 Best Crypto Trading Bots For 2022

Candlesticks can be used in conjunction with other trading methods to improve your trading paperscrypto.com strategy. Essentially, fundamental analysis is intensively studying the background of an asset to quantify whether it is currently undervalued or overvalued. The larger the leverage amount, the higher your potential profits are, but the higher the risk as well. When you open a long position you borrow funds from the exchange to increase your buying power, which increases the size of your trade. Short - you make a profit if the price of an asset decreases. Long - you make a profit if the price of an asset increases.

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"