What Is Cryptocurrency Trading?

Murex is an independent company with over 2,500 employees across 19 locations. Murex is committed to providing cutting-edge technology, superior customer service and unique product innovation. MX.3 is specifically designed and engineered to meet the multifaceted challenges of a transforming financial industry. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period.

Schwab also has no account minimum, but any futures contracts you trade will require some minimum margin to hold them open. Schwab offers an attractive commission of $1.50 per contract, and if you’re able to bring big money to the table, you’ll receive a welcome bonus, too. Here are the best brokers for cryptocurrency trading, including traditional online brokers, as well as a new specialized cryptocurrency exchange. You might also want to check out which brokers offer the best bonuses for opening an account to determine where you can get a little extra. There are currently no laws prohibiting residents from buying and trading cryptocurrencies. From November 21st, 2020, companies trading crypto and crypto wallet custodians must register with the Dutch Central Bank.

  • Investors would send funds https://postheaven.net/farrynepxm/harmony-blockchain-transaction-costs-are-a-hundred-times-lower-than-traditional — usually in the form of Bitcoin — to the project and receive coin or tokens in return.
  • Our editors and reporters thoroughly fact-check editorial content to ensure the information you’re reading is accurate.
  • Webull’s site offers tutorials on common trading terms and strategies for newbie traders.
  • News about Bitcoin and other cryptocurrencies have been impossible to ignore.
  • We calculate our valuations based on the total circulating supply of an asset multiplied by the currency reference price.

Some crypto exchanges allow users to lend out their cryptocurrency. Key metrics included the number of cryptocurrencies available to trade, the number of fiat currencies accepted, the exchange’s overall liquidity and trading fees. Offering a solid range of coins with low fees, Kraken is well-suited for beginners. This exchange makes it easy to buy and sell with the Kraken Instant Buy platform.

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Bitcoin launched in 2009 as the first crypto asset and remains the largest cryptocurrency in terms of market capitalization and prevalence. CFDs are a particularly popular way to trade cryptocurrencies as they allow for greater flexibility, the use of leverage and the ability to take short as well as long positions. You might also consider actively trading cryptocurrency on some platforms while using automated trading with others.

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"