10 Best Crypto Trading Bots for 2022

Cryptohopper is a cloud-based system, meaning you access the service via a web page. Traders do have the option to run their automated trading systems through a server-based trading platform. These platforms frequently offer commercial strategies for sale so traders can design their https://blockgeeks.com/guides/6-of-the-best-crypto-trading-bots-strategies-updated-list/ own systems or the ability to host existing systems on the server-based platform. For a fee, the automated trading system can scan for, execute and monitor trades, with all orders residing on the server. This often results in potentially faster, more reliable order entries.

To enable users to try out their rules before putting them into live real money trading, Coinrule offers an easy-to-use ‘paper trading’ platform. It makes use of real-time data from the Binance paper trading interface, which supports all of the trade pairs that are offered on the exchange. Market makers must profit in order to create buy and sell orders consistently.

Use expert tools without coding skills

The first paid account license costs $49 per month, or $39 per month when paying for an entire year. Called the Pro account, this license features up to $100,000 in monthly trading volume. The user can utilize https://diigo.com/0p4b4s 10 bots at a time and 100 backtests per day. The Unlimited license is aimed at more serious traders demanding unlimited capacity for monthly trading limits, daily backtests, and the number of bots running simultaneously. This license costs $99 per month, or $79 per month when paying for an entire year. Compared to other trading bots, 3Commas is considered as a premium platform.

The platform is available to multiple devices and can be accessed directly in your web browser as well. Besides automatizing your trades, 3Commas also helps you learn what kind of mistakes not to make and how to prevent losses more effectively. As previously mentioned, modern AI networks and computer software are faster than humans. On that account, it is possible to fully support your trading activities by utilizing these products and services. And if the algorithm trades better than you, then you ensure higher profitability as well. PRO plans with strategy automation and trading bots start at $15/month, or if you use our shill link, $9/month.

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"