Cryptocurrency Trading Bot Development

A roboust API integration to find and asses best liquidity across different exchanges is crucial in order to succeed with the https://fortunetelleroracle.com/credit-score-improvement-tips/tips-for-cryptocurrency-trading-bots-for-beginners-576034 execution of Smart Order Routing and other trading bots. Our API integration has passed many challenges across traditional and Crypto market. You connect our trading platform to the trading accounts you already have on crypto exchanges. All your balances https://www.softwaretestinghelp.com/best-crypto-trading-bots/ are always on the exchange side, so you have always full control of your funds, and you can ask for withdrawal on your exchange whenever you want. It offers a good range of trading tools such as Spot Trading and FX Trading on top of the automated bot. A crypto bot is a piece of software that looks for opportunities in the market and capitalizes on them to generate profit.

The full version will send you alerts via both Email and Telegram, but the free one is only going to contact you with Email. The Haasbot platform operates on Windows, MacOS, and Linux, and allows traders to choose from more than 10 different ‘bots’. The more you decide to spend, the more bots you will have access to on the platform. CryptoTrader offers five different subscription plans, with fees ranging from 0.006 BTC to 0.087 BTC per month . The separate packages include a number of differences, including the number of bots operating on the user’s behalf as well as the maximum equity limit. If you are an active trader with a big portfolio these prices could make sense, although there are other platforms that give you more features for a similar price.

What is a Crypto Trading Bot?

You will control the algorithms with lightweight frontend application, that do not have any excessive system requirements. And updated with every change in API is growing and includes exchanges like Coinbase, Bitmex, Binance, Bitbay. NexFolio is developed with a wide range of high-level programming languages including Python and JavaScript. We are pleased to announce our partnership with Hummingbot and the integration of Liquid with the Hummingbot platform. Operate a bot that provides liquidity to order books by maintaining buy and sell orders.

Many advanced features such as trailing stoploss, combination trigger conditions and more. Trading terminal allows for manual trading conveniently across exchanges. Ultra-fast backtest lets users determine the effectiveness of the strategies. Algorithms support EMA, RSI, BB, and other common signals/indicators. The trading fee is the lowest compared to most of the major exchanges. Following is a handpicked list of Top Crypto Trading Bots/Robot with their popular features and website links.

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"