All of this adds up to a huge selection of algos for automated crypto trading on some of the most popular crypto exchanges out there. At that time, I realized why trading bots must integrate with tax software. Therefore, make sure to choose a trading bot that provides an integration of tax software. I also wrote a guide comparing the best crypto tax software; you might want to check it out too. TradeSanta also has a YouTube channel with various training videos and rich documentation to help with automated trading onboarding.
CryptoHero is a trusted crypto trading bot that offers features suitable for new to advanced traders. It offers many different bots that allow a trader to make money in bull, bear and range-bound markets. It has a Bots Marketplace that offers proven bots set up by experienced traders. New users can choose to deploy those bots easily with a few clicks.
Be Realistic About Your Returns
The best part of using a bot like this is that it’s free, so you don’t have to put any of that trading money into the bot side of things. This way, you don’t have to spend hours of https://becketttizi250.weebly.com/blog/crypto-trading-bot your day every day figuring out the best trades for your online cash. If you need help, you can get in touch with them straight away with their chatbox online. https://sourceforge.net/software/crypto-trading-bots/ We like that their algorithm is effective and simple, and can make the entire process straightforward, so that you don’t even have to really think about it. You also don’t have to download anything to your desktop, which is always nice. Cryptocurrencies can fluctuate widely in price and are, therefore, not appropriate for all investors.
Stoic is easily one of the best crypto trading bots in the business, because they offer their clients smart cryptocurrency investing with artificial intelligence. And what people are supposed to look for is reliability, security, profitability, transparency, and ease of use. By vouching for these https://bitqs.review/ best free crypto trading bots for 2022, we wanted to save your time, money, and nerves. Indeed, crypto trading bots represent the necessary tool for every serious cryptocurrency trader. We examined a large number of cryptocurrency trading bots during the research portion of this article.
Furthermore, it is important to note that the Gordon bot, by default, runs on all asset pairs available on the exchange it is connected to. The primary focus of this trading bot is to facilitate the process of investing in the dynamic crypto space and benefit from the most profitable trades and market plays, both long and short-term. Automated cryptocurrency bot trading is getting more popular.
Skerdian specialized in experimenting with developing models and hands-on trading. 65% of retail investor accounts lose money when trading CFDs with this provider. You should consider whether you understand how CFDs work, and whether you can afford to take the high risk of losing your money. Trading can cause a lot of emotional highs and lows that might sometimes interfere with your success. For example, fear caused by bad news may cause one to impulsively sell at a loss rather than hold onto it for longer until the markets recover.
- Even though Superalgos is a free bitcoin bot, not everyone can simply install it and begin using it in a day or two.
- There may not be any direct ways to know how secure the bot is, but going through third-party audits for the code may help.
- During a sideway period the Grid trading bot will generate max profit while the DCA bot will actively join the game if the market leaves the flat range and starts a new trend.
- You can directly deposit funds in your Wunderbit account and begin your automated trading.
- Not only that, they have features that allow users to link their accounts and have access to it with a touch of a button.
In addition to the key to fully automated plans, there appears the ability to trade on a simulator with all the available features. It is important to note that not all exchanges support bitqs.review the full list of bots functions, so check the capabilities of an exchange before registering on it. Note that the content on this site should not be considered investment advice.
The platform has also developed an advanced crypto scripting language named HaasScript. You can use an intelligent text-based editor to write your coding line-by-line. It enables you to create your own strategy from scratch and make the bot follow that strategy.
Are Crypto Trading Bots Legal?
3Commas and its authors do not take any responsibility for your profits or losses after you read this article. The info contained herein is based on data that was gathered from a variety of sources. The user must do their own independent research to make informed decisions regarding their crypto investments. When it comes to choosing a cryptocurrency trading bot, there are a few things to keep in mind. Do your homework – bots are complex tools, you need to read about protection measures, preferences, and trading strategies.
Once your account is ready to use, you will have access to several functions in the dashboard. The Smart Trade interface resembles the trading interface you might expect from an online forex brokerage, except that it’s geared for cryptocurrency trading. With Smart Trade, you can buy or sell pairs of digital currencies using a few essential risk management tools. First, you can set market or limit orders, or set a price conditional that must be met before a market or limit order is subsequently triggered.
Successful trading does not seem very difficult during this period, because everything goes up. Soon everyone will be a good trader with a lot of success, but to achieve really good returns it is necessary to make many small trades and have a good strategy. Unveiled in December 2016, Gunbot is among the oldest and highly popular crypto trading bots. Its active trading community has at least 7,000 members and it continues to record exponential growth. The Gunbot is designed for new traders and more experienced investors. Other trading robots depend on forex signals, stock signals or crypto signals from industry gurus.
Users may also participate in social trading, which allows them to follow and replicate the activities of other successful traders. 3Commas is a trading platform for Cryptocurrency that provides both beginners and advanced traders with the tools they need to become successful cryptocurrency traders. Its collection of bots and algorithms, as well as its instructional materials and dashboard for tracking your different transactions, can offer you a significant advantage. You can now choose from any of the cryptocurrency exchanges on the list. The bot will automatically take over from this point and start automating your trades either by using the premade/predefined robots or the one you created using your rules.
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"