Their basic option is going to cost you $25 a month, while their pro option is going to cost you $84 a month. According to their price points, you are going to pay anywhere between $14.00 and $70 a month, and so it all comes down to what your needs are, and what you have got in your budget. As a result, you can literally come up with the perfect Binance bot https://sourceforge.net/software/crypto-trading-bots/ for what you’re trying to achieve online. If you have been in this industry for a long time, then you might be jaded on the idea that things are free but trust us when we say that you can literally use their Binance bot for free. Pionex is easily one of the top options if you’re looking for a Binance bot that is going to take care of your every need.
In other words, the more it trades, the more accurate it becomes. Algo trading can be identified as a mathematical formula of a predetermined trading strategy. Another important thing to pay attention to is how easy the registration process is. A good Bitcoin robot should not complicate the registration process with unnecessary verification requirements. Traders should be able to open an account and start trading within a short timeframe preferably less than three minutes. With this tool, you can backtest ideas and new trading strategies, monitor and manage custom trades, and use a trading view or the manual system to send signals directly.
Bitsgap algorithm is designed to maximize profit from buying low and selling high each time the price swings. Automated bots have all the risk-control features like Stop-loss, Trailing UP, Take profit, and several exit strategies. Moreover, the Bitsgap trading terminal offers you with some top-notch tools.
When it comes to crypto trading bots, you can amass fortunes or leave the financial market having incurred losses. Trading is based on many factors, such as better strategies and identifying the right moment to trade. However, there are NO guarantees that a bitqs.review particular strategy can work all the time since the trades can go the opposite direction. Is there a way to figure out which crypto trading bots are the best? Most cryptocurrency trading arbitrage bots provide features, pricing, and competitive strategies.
Let’s review some of the critical development aspects as we build a trading bot for crypto. Therefore, we only need to decide which group of users our crypto bot will serve. Based on that, we can prioritize features picking those with immediate impact on our ROI https://bitqs.review/ goals. When talking about the technical aspects of cryptocurrency bot development, we need to separate customer-facing apps and the backbone. The backbone part is the server-side with all business logic, running in the cloud and usually containing AI algorithms.
Like other decentralized apps, you’ll need utility tokens to interact with Autonio. You can purchase NIO tokens from major exchanges like Bitfinex, Ethfinex, and others. Other benefits of Margin.de include the online tutorials, comprehensive FAQs section, and transparent company. Full team information is listed online for all team members, including links to social media profiles, LinkedIn profiles, and more. You set a buy price and a sell price, then allow the bot to do the rest.
- At that time, I realized why trading bots must integrate with tax software.
- Make sure you understand the blockchain risks where you need to wait for your crypto to arrive at the higher priced exchange.
- Trading software developers also provide a handbook for those new to cryptocurrency trading.
- However, today many trading bot platforms provide you pre-build, well-tested trading bot templates which you can start with.
- AI has made almost every aspect of our daily life simpler and more productive.
- Now you’re ready to start trading – but before you do, it’s good to familiarize yourself with the robot and trading platform.
Connect one of the supported cryptocurrency exchanges and the bots will start trading autonomously. The funds stay on the exchange at all times and SmithBot does not have access to them. It’s important not to confuse crypto trading bots with high-frequency trading software, which has been shown by some studies to increase market volatility. High-frequency robots operate at speeds much faster than humans ever could – they make thousands or millions of small trades a day and can use complicated algorithms to make these decisions.
Another important tool Quadency offers beginners is Smart Suggest, which, as the name suggests, recommends bots and strategies based on your preferences. It can also connect to more than one exchange platform, supporting Binance, Kraken, Liquid, etc. Creator of The Plan, Dan Hollings revealed details on his upcoming Live Crypto Web Training Webinar. This webinar is supposedly quite different for beginners who require extra support in crypto trading. The expert shared, “In crypto most people buy and hold, hoping for a big payday,” however his goal is to demonstrate how money can be generated daily. https://lukasinnx728.shutterfly.com/45 The most interesting fact about Dan’s declaration is that The Plan can help generate money even when the market is either going sideways or downhill.
Poker And Cryptocurrency: The Similarties And Relationship Between The Two
When you program a bot, you can set the threshold to respond to particular risk appetite. Copy trading Involves you being able to automatically copy the trade of other traders. Their crypto bot works around the clock and allows you to set up your strategy within just a couple of clicks of the mouse. It isn’t going to cost you anything to use these guys and you can download them for Android or iOS. The best part is that it is completely free to use, and it is also relatively straightforward so that you can get started with them even if you don’t have a lot of experience in the industry.
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"