Buy, Sell And Trade Cryptocurrency

Part of cryptocurrency’s popularity is due to its volatility, since these swings allow traders to make money on the price moves. A sensible approach to any sort of investment is to minimise initial outlay while maximising the potential for profit. Our service will set you up well in this regard by offering some of the lowest spreads in the business and the opportunity to trade micro lots as small as 0.01 lot. So you don’t need a huge initial outlay to profit from bitcoin, Litecoin, Ethereum, Bitcoin Cash, Ripple, or any of our other digital assets. Using CFDs to trade cryptocurrencies offers the flexibility of taking a position on whether Bitcoin rises or falls without having to actually own any Bitcoin.

However, cryptocurrencies can be bought and sold via exchanges and stored in ‘wallets’ . CFDs trading are derivatives, which enable you to speculate on cryptocurrency price movements without taking ownership of the underlying coins. You can go long (‘buy’) if you think a cryptocurrency will rise in value, or short (‘sell’) if you think it will fall. The risks of loss from investing in CFDs can be substantial and the value of your investments may fluctuate. You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money. An ICO is a method used by cryptocurrency startups to bypass the regulated and rigorous capital-raising processes that banks and venture capitalists require.

A crypto exchange is a platform on which you can buy and sell cryptocurrency. You can use exchanges to trade one crypto for another — converting Bitcoin to Litecoin, for example — or to buy crypto using regular currency, like the U.S. Exchanges reflect current market prices of the cryptocurrencies they offer. Dollar or another currency on an exchange, to leave as cash within your account or withdraw to your regular bank account.

Trading Fees

73% of retail investor accounts lose money when spread betting and/or trading CFDs with this provider. You should consider whether you understand how spread bets and CFDs work and whether you can afford to take the high risk of losing your money. Past performance, whether actual or indicated by historical tests of strategies, is no guarantee of future performance or success. View the document titled Characteristics and Risks of Standardized Options. Before trading any asset class, customers must read the relevant risk disclosure statements on our Other Information page.

imagehttps://www.paperscrypto.com/ 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"