Best Online Brokers For Bitcoin Trading For 2022

The available orders include limit order, market order, stop market, stop limit, trailing stop, take profit and http://ricardohcde144.huicopper.com/crypto-mortgages-test-home-buyers-appetite-in-digital take profit limit. Leveraged Tokens – tokens that can be bought and https://time.com/nextadvisor/investing/cryptocurrency/best-cryptocurrency-exchanges/ sold with up to 3X leverage that requires no margin requirements. BitMEX is a Peer-to-Peer Trading Platform that offers leveraged contracts that are bought and sold in Bitcoin.

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"