As with everything in life, the world of cryptocurrency and trading bots has both its advantages and disadvantages. Let’s talk a little bit about everything you need to know when it comes to picking the best crypto trading bot. Most of the features that you can get through this crypto bot are extremely useful when it comes to the average trader, but it isn’t ideal for crypto investors that are looking for long-term trades. Apex Trader is great as a new platform that can offer its clients easy trading through automatically conducting your trades via their bots.
- You can select a suitable payment method and enter your details.
- Whenever you want to start trading with a crypto trading bot, always start with the least possible amount.
- It will then make trades for you, based on that strategy, or give you buy and sell crypto signals, so you can decide for yourself.
- Through its IBO system, community members can maximize their earnings in an easy, simple, and secure way.
- Thus, it is wise to wait for another clear opportunity before you enter the trade if you miss a particular trading moment.
Bitsgap doesn’t have access to your exchange account and cannot withdraw your funds. You will be notified by email once your bot has been approved and published. As long as you have a paid subscription plan, no other fees are incurred. However certain bots require more expensive pricing plans, such as bots with a smaller tick interval. We’ve also created helpful get-started videos for both the Code Editor and the Rule Builder. Can anyone help with something better than, "Yes, I profit. You just have to figure out good settings on your own by tweaking Profit Trailer yourself."
It is worth keeping in mind that losses are as much a part of automated trading as they are of manual trading. Just because a machine is involved this does not mean that is makes accurate market predictions every time. https://bitqs.review/ After all, the strategies it implements were programmed by a human being. The best you can ever expect is to consistently make more gains than losses and a good bot, coded with effective strategies, should do that.
The platform offers traders automated buying and selling algos, as well as advanced order types. You can also go through the free crypto trading bot services provided by any Crypto Bot Trading Platform and compare them with paid ones. TradeSantais one of the best trading bots that enables you to manage your risk easily.
Everything is fully cloud-based and available through your browser or smartphone app. This means that most investors can generate a considerable amount of wealth through the cryptocurrency market. There is also a live demo for new customers to familiarize themselves with the platform. The brand has also provided external links to its social media platforms. Users can perform extensive backtesting, which allows users to test their strategies in a virtual environment before actually applying them to the market. The CWE Bot does not hold the users’ Bitcoin, making it very safe and secure.
Bitcoin Trading Bot Strategies
Artificial Intelligence and automated learning can never really compensate for human experience and instinct. Our regular readers may remember that a large number of so-called “reliable commercial bots have proven to be frauds” over the years. To be even more specific, bitqs.review these bots can be algorithmically-programmed so as to suit the needs and requirements of its owners. Thus, they can serve as ideal companions for novice/intermediate altcoin enthusiasts. The Standard Edition allows access to all strategies on one exchange.
This means that you need to decide whether you trade every day, every week or every hour, and they will send you the relevant features. One of the things that are popular among existing clients is their Grid Bot. However, they have so many more features than this, so check them out today.
Some of the platforms give clients advanced trading tools, as well as access to numerous crypto exchanges. However, with the release of HaasScript, their scripting language, you can develop highly complex trading http://donovannzqz231.trexgame.net/9-best-crypto-trading-bots-for-2022 bots using a drag-and-drop designer or intelli-sense editor. Hence it provides one of the best-automated trading software out there. You also have the ability to backtest or paper trade your strategies before executing live trades on over 25 exchanges. HaasOnline is a paid cryptocurrency trading software that is unlike any other. Similar to the other trade bot mentioned, they offer your standard pre-built trading bots for strategies like arbitrage and market-making, and other tools.
Fintech Limited categorically states that individual profits depend on their invested capital. The majority of top bitcoin robot software out there promise to help investors make a minimum profit of $10,000 per day. CryptoSoft, for instance, guarantees investors an average profit of $13000 per day. InsideBitcoins cannot guarantee the truthfulness of these claims, but it appears that most traders who have tried them are happy with the outcome. Crypto robots apply similar algorithms to analyze cryptocurrency market big data and make investment decisions. Some of the best industry players are based on advanced technologies in Artificial Intelligence and Machine Learning.
Best Places To Stake Crypto In Australia
It offers a dashboard that is intuitive and gives you a nice overview of all of your trading. Everything that you can expect from a crypto trading bot comes here. Designed for crypto trade automation, it features instant market arrangements with clear and transparent service. Powerful, AI-powered crypto trading bot to help you save time, trade 24/7, and automate your trading. Instead of relying on dividends, trading bots allow you to leverage your crypto holdings to make an income via trades. This system of income generation may not be quite as secure as compounding dividends, but it is one of the only options available to crypto investors.
They also work with some of the largest crypto platforms out there, including Binance, Kraken, and Bitfinex. They host their platform on the cloud, which makes it easy to run with just about any hardware out there. They are simple to use and offer their clients a lot of high-end features. Whether you’re a pro or a newb, CryptoHero can automate your trade and optimize your trading strategy. In the nature of a true superhero, Cryptohero is always there for you, as long as you have a phone with you. We all sometimes feel like the only way we’re ever gonna earn money with cryptocurrency trade is if a hero comes to our help.
<img src="data:image/jpeg;base64,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"