Since the trading robot works in sync with the affiliated broker's trading platform, you might incur some fees from the broker. However, it matters what broker the bot directs you to when registering. Different brokers charge different fees but the lower, the better. Start by opening an account on your desired platform, complete the KYC process, and make a deposit. Then you can go to the live trading on your dashboard to start trading.
- The last thing you need is an expensive crypto trading bot that cuts into your profits.
- At the time of writing, the trading bot supports Binance, Coinbase Pro, Kraken, Bitfinex, Huobi, and KuCoin to mention a few.
- You can find practically all of the episodes of this show available online, and we did not come across any that mentioned any bitcoin robot.
- Image via ShrimpyThis is done by the features of automated trading and portfolio tracking.
This list wouldn't be complete without mentioning WunderTrading. This bot has been wowing users with its amazing performance and features since it first launched many years ago. Download the mobile application, track strategy statistics, launch bots, and close orders. Whether you’re at home or on the road, manage your positions anywhere.
Choose whether you want to buy or sell the first asset listed in the trading pair and input your tolerated price slippage. Selecting “Var.” enables you to enter an amount denoted in the second asset from the trading pair. Meanwhile, “Ratio” allows you to choose your slippage based on a percentage http://charlieqmnn922.wpsuo.com/hodl-dont-trade-says-the-ai-bitcoin-trading-bot move from the limit price.
Best Indicators For Day Trading
This automated system requires extremely little human input, reducing the chances of human error in the system. They can shift trade execution duty to automated systems to limit the risk of human error. Trading in the financial markets is always risky, but the hazards ofcryptocurrency tradingare substantially more significant than those of forex or stocks. The cryptocurrency market moves fast pace that cryptocurrencies have been seen to gain as much as 500% in a single trading day. If your robot is traded in the wrong way, a loss of this magnitude might be devastating. Complex strategies that must be automated necessitate the use oftrading bots.
The Cryptohopper mobile app lets you monitor your trade and portfolio. If you are connecting your existing exchange account with Cryptohopper, you can set the start amount to calculate the profit accurately. This removes the point of setting up a new exchange account for your bot trading.
Simply set the parameters of your trading strategy, and your bot will automatically monitor, enter and exit trades. Most of the crypto bot platforms also give you access to advanced trading tools as well as the ability to manage numerous crypto exchanges all in one place. It’s really hard to say since many trading bots don’t always disclose the financial data of users. But based on the experiences of crypto investors out there, it seems Coinrule is quite popular. Nonetheless, if you are new to crypto, start with paper trading first before getting a real account.
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"