What Is Crypto Trading Bot and How Does It Work?

The solution to these is that traders now use crypto trading bots. Back in 1949, Richard Donchian came up with the concept of an automated trading system when he came up with a set of rules to buy and sell funds. Eventually, famous traders like John Henry began adopting the concept of “rule-based trading” in the 1980s. Since then, trading bots have been popular in the market in one form or another. However, these are usually pretty expensive and not available to average investors. Cryptohopper is one of the leading crypto trading bots available on the market.

  • As the current price is 50,000 BUSD, the buy order at 48,000 cannot be filled, therefore no orders will be placed at 52,000 BUSD.
  • You can buy and sell 200 cryptocurrencies worldwide at low fees.
  • This article is the first of our crypto trading series, which will present how to use freqtrade, an open-source trading software written in Python.
  • It works with major crypto exchanges including Binance, Bittrex, BitFinex, Huobi and Coinbase Pro.

There is always room for improvement, from tweaking parameter settings to fine-tuning your original strategy. I'm usually looking for strategies that make about ten trades per day. Here, we will be defining a simple moving average strategy https://coinledger.io/tools/best-crypto-trading-bots similar to the one in the Python for Finance series. This initiates a new loop in live runs, while in backtesting, this is needed only once. This article is for educational purposes only, and we do not advise you to do anything with it.

Notifications are a must practically for any modern application. Users need to get updates about major trading events to keep an eye on their bots. Review Loads of cryptocurrency and blockchain project reviews for your education. Supercharge your portfolio and trade alongside high performing strategy creators.

Leverage Trading Bots

And still, others will require you to pay for hosting fees and/or the software itself. In addition to this, you will want to keep in mind that using these bots typically comes at a cost, which you should factor into your profitability calculations. https://bitqs.review/ You will want to do your research to ensure that you can at least pay off the cost of the bot and preferably make a profit on top of that.

If you prefer to create your own crypto trading bot, then Trality offers the most comprehensive array of user-friendly tools to help you achieve your trading automation goals. With our easy-to-use UI/UX you can create, backtest and trade like a professional, whether you’re a casual trader, python guru or an absolute beginner. The financial industry has been raking in record profits for decades by using automated trading strategies. In fact, within the past decade, algorithmic trading bots have overtaken the entire financial industry, with algorithms now responsible for most of the trading activity on Wall Street. First, you need to understand that for a grid bot strategy to be profitable, the price needs to fluctuate within a range. If the price momentum is unidirectionally going up or down, grid trading bots will be unable to make profits.

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"