Cryptocurrency Investing Cryptocurrency Investment Types

Lower verification tiers, however, usually come with lower deposit and withdrawal limits. To start, you typically need to provide an email address and a password to initiate account creation. Next, you will receive an email asking you to confirm that you are the owner of the email address you provided. In early 2022, Cash App’s CEO Jack Dorsey announced that the company has started to roll out support for http://simonnolw416.wpsuo.com/what-is-harmony-coin-how-does-it-work-exchanges the Bitcoin Lightning Network to enable near-instant Bitcoin transfers at almost no cost.

  • Some crypto enthusiasts object to centralized exchanges because they go against the decentralized ethos of cryptocurrency.
  • The primary platform charges fixed amounts for smaller trades and a very high 1.49% on trades above $200.
  • We understand there is some client interest and engagement in cryptocurrencies, and we are looking closely and cautiously at this space.

There are literally hundreds of them, with a seemingly infinite number of combinations that trading bots can use to enter positions. Now that you’re familiar with trading bots and how to create one using Trality, we’d like to highlight some of the best practices for creating successful crypto trading bots. Stefan Haring, Director Risk & Portfolio Analytics, has written an informative blog series for us about the conceptualization, development and implementation of a multi-coin trading bot start to finish. It’s an excellent resource for understanding the various moving parts of trading bots, and below are some key takeaways as well as a few key additions. With trading bots, backtesting and paper trading allow you to harness the power of historical data to simulate the viability of a particular trading strategy or pricing model.

US Personsare prohibited from accessing the services of the BitMEX trading platform. Bitcoin futures platform, crypto exchange trade service, financial technology business, smart order routing . Once you have created an account with a crypto exchange, you will be able to deposit fiat. Once you have deposited your fiat you will be able to directly buy a limited number of cryptocurrencies.

Smart trading terminals with the ultimate feature set

The investment products offered at Schwab provide an element of regulation and consumer protections that spot trading lacks. Cryptocurrency assets are accessed using a key that’s not retrievable if lost. Similarly, if you lose access to the place where you store your key, you will effectively lose possession of your cryptocurrency.

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"