Crypto Trading Bot Development Company

If in doubt, it's always a great idea to consult with a financial advisor to get more personalized advice. It's normal to be skeptical about something that you don't fully understand. So, if you're wondering "do crypto trading bots work?", the answer is yes! However, it's important to remember that no bot is perfect and there is always a risk of loss when trading. This bot offers a wide range of features, including automated crypto trading, backtesting, and more.

This results in us missing what’s going on in the markets for about 8 hours a day. This is a significant amount of time for crypto markets, and many of us would like to capitalize on what’s going on while we’re asleep. Therefore, using these tools, which work like automated trading tools, is a brilliant way to keep us in the game while not physically being there. These are created by so called experts and are based on their trading strategies and patterns. Another possibility is a signal bot created by a computer which has gone through mountains of data to distinguish different buy signals. The next feature of these bots is risk allocation, the trading bot analysis the risk and then decides how much to allocate to various positions.

Bancor Review: Impermanent Loss Protector?

The aforementioned price variations across different exchanges disappear quickly, and it would be fair to say in general that price discovery happens faster than without bots. In just the last few years, the average price spreads across exchanges have dropped dramatically, and many attribute this to an increase in HFT bot usage across the board. Digital assets by their very nature are a logical choice for traders who deploy bots.

When you did your backtest, you didn’t test for your random FOMO and panic. If you do buy or sell manually, make sure it fits your strategy. However, there are many white hat signal groups that will help clue you in as to what coins they think are currently good buys. Setting up a bot can https://tituscoui049.hpage.com/post4.html be fairly difficult if you try to build and host your own bot, but there are user friendly platforms that make life easy.

  • They are operational 24 hours a day, and thus allow our users to save time and efficiency in their trading.
  • Quadency is a good choice if you want to not only be able to do well with your cryptocurrency trading bots, but you want to be able to simplify your digital asset experience in general.
  • This can aid in streamlining the trading process and increasing profitability.
  • To generate the moving average convergence divergence, crypto traders usually need to use at least two EMAs.
  • Your crypto bot can also enter and execute orders faster than you can enter the same orders manually.

Know the high & low made after the signal is generated for the analysis. Trading bots are surely helpful since they automate the whole process and make it way faster. A trader allows the bot to trade for their part whenever the right circumstances are met without a trader needing to be there. There is an opportunity https://www.softwaretestinghelp.com/best-crypto-trading-bots/ to earn money without having to spend much time in front of a computer and do it more efficiently using all those strategies we’ve mentioned above. It's important to remember that, even though bots can automate your trades, they are still subject to the same rules and regulations as manual trading.

Trade automation opens up new ways to make profits

Our infrastructure was built to satisfy the highest requirements of institutional traders on capital markets. Integrate with chosen exchanges and provide ongoing technical support for your trading strategies. The bot’s system is well-integrated and offers support for the most popular crypto exchange Binance. A crypto bot can watch various different markets at once and spot an opportunity in an instant. Once found, the bot can execute a trade in the blink of an eye.

Notifications are a must practically for any modern application. Users need to get updates about major trading events to keep an eye on their bots. Review Loads of cryptocurrency and blockchain project reviews for your education. Supercharge your portfolio and trade alongside high performing strategy creators.

These trading bots utilize a reversed trading strategy, known as a long strategy. The trading bot will get a crypto asset at a lower price, let's say 100$, and then sell at a higher price point i.e. 150$. Currently, the Cryptohopper trading bot runs beginner-friendly trading strategies which are optimized to prevent the errors of human emotions. A trading bot won't make haphazard trading decisions a trader would do in their trading journey. The company has also created Hopper Academy, a playlist of videos for aspiring traders to learn how to use their platform and their trading bots.

The choice of programming language depends solely on the capabilities and features that a trading bot should have. Thus, it’s better to use a programming language that is widely supported and has an active cryptocurrency community. Besides, you need to confirm that it can be easily scaled, adapted and added as the need arises.

Join the fastest growing and most energetic social trading platform. Cryptohopper's Algorithmic Intelligence platform has allowed us to visualize, deploy and automate various trading strategies to applicable bitqs.review markets. This is exactly how I always envisaged automated trading to be. Not only did I find a great way to earn passive income using ... However, this trading strategy is not as simple as it may sound.

The advanced and professional plans come in at $49 and $99 per month respectively, and unlock significantly more strategies and maximum active bots, as well as real-time market analysis. The LiveTrader crypto bot is also available to try free for 7 days, after which the starter package will cost $19 per month with up to 20 bots, 1 strategy, and unlimited positions. By automating a trading strategy with a bot, traders can be sure that their trades execute even while they are not in front of the monitor. Trading cryptocurrency assets using a cryptocurrency bot is always considered to be more performative. As long as the bot receives the proper data and works on suitable algorithms, it can trade assets with the best chances of profit.

<img src="data:image/jpeg;base64,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"