It can be easy to rack up a high number of trades when trading with crypto bots and automated tools. This can make reporting your crypto gains and losses on your taxes challenging if you don’t have the right software. It’s important to look at the crypto tax software companies that are compatible with your trading platform of choice.
- It will not exploit arbitrage opportunities, nor is it a high-frequency trading bot by any means.
- You get a 1-month free trial and the cost for bots ranges from $1 to $85 per month.
- This way, they can know how to allocate your investment properly, and apply different crypto trading strategies to it.
- Developing your API key is going to ask for two-factor authentication.
- Most crypto bots have their own advantages and they may be better or worse depending on the trader’s mindset and expertise.
Crypto Trader is a cryptocurrency trading system that uses intelligent trading technology to analyze https://diigo.com/0p4ahb the cryptocurrency market signals and present investors with the most profitable trades. One of the most important options in this regard remains inter-exchange arbitrage, which provides traders with the ability to play on cryptocurrency prices between different exchanges. CWE Bot uses unique algorithms in the industry that ensures users trade at the perfect time. It is a leading crypto bot that offers volatile market proof, which ensures its users get daily recommendations for the best coins in the market. The setting up of the CWE Bot is simplified in such a way that new traders can do it and avoid incurring the cost of hosting servers. The Bot also offers its users Hybrid Trading, used by advanced traders for trading alongside the bot.
The new Bot has an intuitive user interface, suitable even for new traders. User’s profit and loss are transparently displayed on the chart to highlight the efficiency of the bot in terms of profit-making. If the market analysis is indicating a price fall, a trader can short using the Combo Bot. The algorithm will execute buy GRID orders when the price falls. The bot will also exploit the short-lived price increases by executing short-sell DCA. Trading leveraged products such as Forex and CFDs may not be suitable for all investors as they carry a high degree of risk to your capital.
The best thing you can do when trying to pick out the right one for your own requirements is to consider what it is you value most in a crypto trading tool. For example, if you’re willing to pay a little extra for a better service, you may be interested in a site that charges fees. We support only the most secure & liquid cryptocurrency exchanges. Studies found that 95% of active traders fail to beat the index. We built the HODL indices for users who want to diversify across the market instead of picking individual coins. Use the comparison tool below to compare the top Crypto Trading Bots on the market.
Prices
Zignaly is another new trading terminal that offers a free trial with their paper trading option. What started out as a top provider of cryptocurrency signals, has grown into a full-fledged crypto trading platform and suite of tools for traders. As you consider which trading tools to invest in, take a look at the educational content that is available on the site. In order to reach the growing market of new crypto traders, many of the platforms on this list have developed training modules, blogs, and videos to educate their users.
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"