This post will consider the background to what exactly trading bots are and whether they work for Bitcoin & Crypto trading . Unlike stocks/forex markets, crypto currency markets never close. That’s why as a successful trader you should always watch the markets. With WolfBot you are always ready to buy at at a sudden dip in price or sell your position if the market changes rapidly. We develop a crypto trading bot with assured privacy as we understand the business confidentiality is of utmost importance & we try to maintain that in each and every aspect. With this feature, you can test the performance of your bots real-time & also back-test strategies with historical data of market to evaluate their applicability accuracy and capability.
Since computers https://www.taringa.net/isiriajefl/the-advantages-of-using-crypto-trading-bots_52yz0l respond immediately to changing market conditions, trading robots are able to generate orders as soon as market criteria are confirmed. As soon as a position is entered, orders are generated automatically, including protective stop loss and profit targets. In order to understand what a crypto bot is, we should start by talking a little bit about cryptocurrencies .
Once again, this is a design choice which is easily ammenable by the user by putting a limit sell order at a given loss threshold (e.g. 30%). You can use TradingView signals as a starting condition of the bot. The TradingView platform https://www.business2community.com/cryptocurrency/bitcoin-robots/bitcoin-trader-review is extremely popular with traders due to its ease of use, data accuracy and many trading indicators. Examine the bot’s last 60 days of operation simulation in any of the trading pairs to choose the best operation settings.
Copy Trading
Try different settings and the bot will show how it would have traded in a period of time set in the past, with real price volatility schemes and with a virtual deposit. This will help determine the best bot operation settings for an exact trading pair. There are a lot of projects with trading bots at the moment, but all of you perfectly know that all trading statistics on all projects in most cases are fake. And the reason is simple, none of them has ever been able to confirm the reality of trading and, in general, the existence of the trading bot itself. The key here is transparency as you can see public trader profiles with their trading history, success/fail ratio, and gain and portfolio composition to help you choose who to copy. EToro also gives each trader a risk score of 1-10 based on their willingness to take risks to help match you with the right risk profile.
If you are somebody who is new to cryptocurrency trading, then you go through a source like this, so that you can get a good idea of how the tool works. If you’re going to trust a bot with your portfolio, you need to make sure that the team behind the software is credible and is as qualified as possible. All of the information is really easy to access, and you don’t have to go digging for it through an interface that is confusing. Their deals tab has been divided between ‘progress’ and ‘completed’ so that you can look at your dashboard to see if you have any active orders or realized profits. You can also see the complete number of trades that you have.
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"