15 Best Paid And FREE Crypto Trading Bots June 2022

Allows it to include all of the variations of the exchange, including its futures markets. Moreover, its terminal provides 3commas Bitfinex bots, as well as a ByBit 3Commas futures market. Worth noting is that the 3commas Coinbase partnership only covers the Coinbase Pro version of the US trading platform. The 3commas trading terminal is similar to SmartTrade in every way, with the exception that it doesn’t provide price trailing. It’s handy for placing trades manually without having to juggle between multiple exchanges at once. Although they were facing some serious competition, the 3Commas automatic trading systems quickly became one of the community’s favorites.

  • The Quadency platform offers a suite of automated trading strategies, from a simple accumulator bot to advanced high-frequency strategies.
  • The extensive range of trading capabilities that WunderTrading provides sets it apart from its competitors.
  • If you are using bots, you can do paper trading and backtesting, and use historical data to test if a model or pricing strategy is profitable.
  • For instance, you can tell your bot to buy a particular coin at $15 and repurchase it if the price falls to $12.
  • Programming trading bots is approximately 10% programming and 90% testing.

If you want to buy Bitcoin or any other cryptocurrency, you can do so by using a brokerage, exchange, or app. The right one depends on your investment strategy, the available coins, and whether you want to stake your coins (which offers rewards and risks akin to those of a dividend-paying stock). Some algorithmic trading strategies are based on mathematical processing to which the result of those would create the signal. Read and watch tutorials from each crypto trading bot to increase your chances and find the one that suits you best.

OKX’s trading bot features a mode to simplify placing orders https://zenwriting.net/beunnaylry/a-cryptocurrency-trading-bot-is-a-computer-program-or-application-that-trades to take advantage of arbitrage opportunities between different instruments. Discrepancies between spot and futures contract prices can present profitable situations for traders. OKX’s trading bot allows you to determine the spot grid parameters manually. This is riskier than using the AI strategy — particularly for novice traders. However, it does allow for greater user control and potentially higher profitability. The easiest way to use the spot grid trading bot is with OKX’s back-tested AI strategy.

Planning

Second, because a bot working with a decentralized crypto exchange needs special attention. When we make a crypto bot, we need to provide it with APIs from crypto exchanges. Every user has their own unique API controlling trades on a particular account. However, all the APIs from a specific crypto exchange conform to a predefined set of rules.

Users can amplify their position size with leverage, potentially making it a more capital-efficient strategy. Of course, leverage trading carries its own set of risks, and it’s crucial to understand them before using the futures grid trading bot. Arbitrage order simplifies locking in profits from price discrepancies between OKX trading instruments. For example, using the bot in funding rate arbitrage mode enables users to make money from the payments traders must make to keep perpetual swap positions open. Spread arbitrage mode presents opportunities to profit from the price difference between futures contracts with different settlement dates, or between futures and spot prices.

The reason why this happens is because of the overall market psychology. Imagine we have a cryptocurrency named “X,” which has an average price of $1. Timing and achieving a high degree of accuracy in your trading is extremely necessary for trading.

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"