Crypto Trading Platform For Professional Traders

When trading a volatile cryptocurrency like Bitcoin as a CFD, it’s crucial to choose a reputable and accountable broker for your trades. Just like standard currencies, cryptocurrencies are a form of digital currency that can be used as payment and exchanged for goods and services. Alex Lielacher

He joined BNY Mellon from Tse Capital Management, a New York-based hedge fund, where he was director of research, overseeing currencies and fixed income exposures globally. Cryptocurrency trading is offered through an account https://www.forbes.com/advisor/investing/cryptocurrency/how-to-buy-cryptocurrency/ with Robinhood Crypto. Cryptocurrencies are not stocks and your cryptocurrency investments are not protected by either FDIC or SIPC. Download the Phemex mobile App to trade crypto and trade derivatives on the go.

Some supporters like the fact that cryptocurrency removes central banks from managing the money supply since over time these banks tend to reduce the value https://diigo.com/0ot17q of money via inflation. Bitsgap is the best auto bot software I have experienced in the last ten years of looking. Your funds are safe as they stay on your exchange and you have full control over them totally secure. Once you get your head round that and learn how to set up your bots you can sleep peacefully at night knowing all is safe and you are earning money.

  • Once you get your head round that and learn how to set up your bots you can sleep peacefully at night knowing all is safe and you are earning money.
  • Typically, centralized exchanges are much more user-friendly as compared to their decentralized counterparts.
  • Stocks & indices Predict broader market trends and diversify your risk with stocks & indices.
  • We receive updated cryptocurrency prices directly from many exchanges based on their pairs.

You can use leverage on most of your trades on most leading cryptocurrency exchanges, such as Binance, Bitfinex, or BitMEX. The full list of digital asset exchanges with a leverage trading here. Crypto trading on Firstrade platforms is served by Firstrade Crypto LLC and offered through APEX Crypto. Crypto trading involves substantial risk of loss and there can be significant volatility in the price of cryptocurrencies. The value of cryptocurrencies may fluctuate, and, as a result, clients may lose more than their original investment. Crypto trading involves substantial risk of loss and is not suitable for every investor, please ensure that you fully understand the risks involved before trading.

From Zero To Crypto In Minutes

As of December 2020, the IVMS 101 data model has yet to be finalized and ratified by the three global standard setting bodies that created it. The "market cap" of any coin is calculated by multiplying the price by the number of coins in circulation. Bitcoin's value is largely determined by speculation among other technological limiting factors known as block chain rewards coded into the architecture technology of Bitcoin itself. As the date reaches near of a halving the cryptocurrency market cap increases, followed by a downtrend.

Allows to trade with advanced orders on any exchange, set up custom alerts and track your performance. Recommended for professionals.Binance supports the widest selection of deposit/withdrawal options of any exchange currently and the widest geographical coverage as well. You sharemontinvestments.com can also download a mobile application on either iOS or Android and trade on the go. Therefore, in exchange for simpler deposit and withdrawal options, you will have to pay a greater fee. When either day trading or scalping, many trades will result in both wins and losses.

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"