6 Best Crypto Trading Bots In 2022 Compared

Here, you will learn what is 3Commas, important details of the 3Commas interface, and how to trade with 3Commas. Additionally, we will provide a 3Commas quick guide on how to use the 3Commas app and set up a 3Commas profitable trading strategy. With high volatility and an abundance of digital assets to follow on 24-hour markets, tracking and executing crypto trading strategies can prove to be difficult.

We’ve already talked about the fact that arbitrage auto trading take advantage of the price differences of exchanges. So, the bot spots http://reidskbp229.tearosediner.net/autonio-trading-bot these market inefficiencies and places trades on multiple exchanges at the same time. When the mean reversion strategy is hardcoded into a cryptocurrency automated trading bot, it will sell the asset in bulk when the price goes up. Pionex is an excellent cryptocurrency exchange with over 120+ cryptocurrencies and 18 free in-built trading bots. It is so easy for first-timers to use, with detailed tutorials on each bot so you can get acquainted with each one and determine which is the best for your needs. There is no need to link the bots to any exchange, because it is all automatically ready to go as soon as you open your free Pionex account.

Haruinvest Mobile App

Please make sure to do your own research, make educated financial decisions and consult your Financial Advisor. Torsten Hartmann has been an editor in the CaptainAltcoin team since August 2017. He gained professional experience as a PR for a local political party before moving to journalism. Since 2017, he has pivoted his career towards blockchain technology, with principal interest in applications of blockchain technology in politics, business and society. But the complete transparency about the team behind this project makes up for it.

  • If you want automated trading, or you want to try and use another exchange, then we don’t recommend this platform.
  • These applications enable you to manage all crypto exchange accounts in one place.
  • HaasOnline has a dedicated cloud infrastructure where they utilise historical price data to get reliable market data from several sources.

Additionally, this functionality involves presenting data reports in the form of charts or graphs. They can analyze market trends and test the probability of success in newly created strategies faster and more efficiently, compared to human calculations. The market capitalization of Bitcoin https://coinledger.io/tools/best-crypto-trading-bots showed significant growth starting from October 2020. In fact, by February 2021 the numbers skyrocketed and reached 907,55 billion dollars . As the space of cryptocurrency is rapidly evolving, I’ll be updating this post regularly with the latest info, so keep coming back to discover more.

They do not guarantee a profit and are certainly not 100% fool-proof. Correctly configured bots should be able to successfully execute profitable trades, whereas incorrectly configured bots can easily lead to losses. – Crypto automation is the act of automating a trader’s crypto trading. This can be done through coding your own piece of trading software or using one of the plug and play automation solutions mentioned in this article. Using automated bots to trade allows traders to diversify their portfolios by trading various accounts or ways at once. The developer can also scan for trading opportunities on multiple marketplaces, generate orders, and monitor trades real-time without encountering any faults or malfunctions.

Best Crypto Trading Bots Compared

Although trading bots are designed to be automated, the ability to manage bots using a crypto app is a useful perk. The extensive feature set makes it one of the best crypto bots out available right now. HaasOnline also allows users to develop their customized trading bots.

User can configure multiple account for any of the available exchanges. A professional grade trading terminal having 25+ set of tools to give your trading experience a boost. This data helps them to decide about trade after assessing the risks and loss ratio in trade.

How can you tell which one to get, and what strategies should you choose? Well, how about we go over some of the best crypto trading bots of 2022? Cap.Club is a simple way to gain access to advanced trading features.

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"