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. 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.
If you really like a bot, but it won't work with your favorite exchange, you may have to open up new accounts to use it. We did our best to drill-down the existing information about these bots from the community and ensure that any https://www.onfeetnation.com/profiles/blogs/the-best-bitcoin-robots major problems were brought to light. There are a number of things that needed to be addressed so that you have a good idea of what these bots can and can't do. Here are the things that we felt were the most important to consider. Crypto investing shows a lot of promise but there are hurdles for beginners to overcome. In addition to a technical trading model, some bots employ copy trading, custom scripts, signaling software, and other ways to find trading opportunities.
Best Free Crypto Trading Bots In 2022
You also get to review comments that have been left by previous or existing users, which further allows you to gauge whether or not the bot is worth obtaining. In the context of trading, consolidation periods actually offers a number of opportunities to make gains. In fact, these opportunities are further amplified by utilizing a Bitcoin trading bot. Ordinarily, bitqs.review you would need to sit at your device for a significant number of hours to scrape the small gains that are available in a consultation period. Market movements are going to be minute, so you would constantly need to open and close trades as you go along. On the flip side, it is also important to note that the above example is extremely basic.
- Firstly, novice traders that wish to utilize an automated bot can purchase a pre-programmed strategy, meaning that no experience is required to put the bot into action.
- The developers behind this cryptocurrency trading bot claim that this software uses code integration of financial time series.
- This will cost you $19, $49, and $99 per month for the Explorer Hopper, Adventure Hopper, and Hero Hopper plan, respectively.
- It can also scan for trading opportunities on many markets, generate orders, and monitor deals in real-time without experiencing any errors or failures, according to the developer.
- Notifications are a must practically for any modern application.
It’s important to remember to set your trading parameter as this helps to determine your risk appetite. Remember that you only need a minimum of $250 to start trading with Bitcoin Bot, but veteran investors can load as much equity as they please. Countless reviews online praise Bitcoin Bot for its smooth operation and in-depth market analysis capabilities. If you want software that makes trading Bitcoin and other cryptocurrencies easy, you should look no further than Bitcoin Bot. Bitcoin Bot is an intuitive and user-friendly application, meaning people from all walks of life can invest using it. What’s fantastic about the software is that it promotes confluence trading with the assistance of its cryptically coded technology.
The platform offers all its services through an application that can be downloaded. By using this application, the users can set up different strategies to buy or sell cryptocurrencies. Further, the Margin.de platform offers its users a graphic user interface that provides several features like detailed charts along with drag and drop options to edit the strategies.
Open An Account
For the more advanced trader, you are looking at spending a whopping 0.32 BTC for the 12-month package. As with any automated system, it’s important to perform your due diligence and assess the potential costs and benefits of using bots for financial transactions before getting started. As we have mentioned in the example above, the bot’s price can range from $0 to as much as $1000/month.
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