This approach tracks the market prices over a particular time period, and your bot can be programmed to react to what that price does, including moving beyond the average. This is in order to make the most of the spread between the buy and sell price. If you want to implement a market making strategy, you need to create both buy and sell limit orders near the marketplace that you are using. You can track your balance automatically and manage more than one crypto exchange account at the same time. These guys are completely free to use, and you can download them to Android.
Felix got into Bitcoin back in 2014, but his interest quickly expanded to everything blockchain-related. He's particularly excited about real-world applications of blockchain technology. Having worked as a professional content writer for three years before that, Felix transitioned to working on blockchain-centered projects and hasn't looked back ever since. The bot would also open a short position if the price rises significantly above mean.
Crypto trading bots are a great way to automate your cryptocurrency investments and manage risk by creating rules for making trades. You can set up strategies based on previous market data, or you can choose the most popular ones available online which have been tested by other users. There’s no need to constantly monitor prices if you don’t want to since these automated tools will do all of this work for you – allowing traders more time every day! These systems aren’t perfect, though, so it is important not to put too much capital into one system exclusively. Instead of using only one tool, try diversifying with multiple crypto robots to hedge against volatility as well as increase profits over time.
Additionally, if you want to build your own strategy, Mudrex is for you. Quadency also supports 13 exchanges including the most popular ones such as Binance and Coinbase Pro. You can also set entry and exit rules using different technical indicators. Additionally, it doesn’t simply allow you to create your bots.
Smart Sell
We conducted a thorough study and discovered that Kate Winslet has not made any investments in any bitcoin-related systems. Gates is an American business magnate, software developer, investor, https://bitqs.review/ author, and philanthropist. There have been rumours about Gates’ endorsement of bitcoin bots. The Billionaire has expressed his distaste for bitcoin on the media earlier this year.
The platform offers traders automated buying and selling algos, as well as advanced order types. In addition, a correctly specified bot allows trades to be executed faster and more efficiently than the trader would be able to do manually. Whitelabel your IP address if possible to restrict the access to your account by specific IPs; however, this is only suggested for experienced people. Some trading bots, such as the Kucoin crypto trading bot, allows you that. Wunderbit trading even has its own in-house crypto exchange platform, allowing you to use the trading bots with zero fees. You can directly deposit funds in your Wunderbit account and begin your automated trading.
Before you decide to buy a crypto trading bot, you should consider your experience level. It’s important to consider how profitable your goals are and how much time you’d like to spend. While a bot will automate your trading tasks, you should also consider its cost. A good bot will also ensure that you’re not losing as much as you do. Some crypto trading bots also charge a commission for every trade that you perform.
For example, you can program the bot to make trades based on certain trends. And the bot may let you test out your strategies using bitqs.review simulations and historical data. Modern traders do not need to spend all their time at the computer in order to make good money.
- Previously known as Leonardo trading bot, Margin.de has a track of being successful for the past couple of years and has a great amount of experience in the industry.
- Gunbot places a huge priority on your privacy - it isn't a cloud service.
- This feature also especially comes in handy when one bot is used to trade for a bulk of clients together.
- This is also one of the most important features of a crypto bot.
There are many different types of trading bots, that are compatible with different platforms, and different strategies. If you are somebody who’s already had a lot of experience in the world of cryptocurrency trading, then you’ll https://penzu.com/p/9f353e96 definitely want to make the most of a Binance trading bot like this. They also provide their clients an in-depth range of features, so we have no doubt that these guys are going to be one of the best Binance trading bots out there for you to make the most of. If a company isn't willing to stand behind its product, then you probably should not give it your money. We have done our best to deliver a realistic picture of the kind of service and support you will find with these trading platforms, so you can avoid any headaches and frustration.
Blackbird Arbitrage Bot
And you don't need a bot if you're not trying to trade all the time. That's part of the reason many crypto investors are hesitant to use bots. A number of crypto threads on Reddit warn of the dangers and potential losses of bots. It takes significant amounts of time and knowledge to profit with a bot. If you want to buy Bitcoin or any other cryptocurrency, you can do so by using a brokerage, exchange, or app. The right one depends on your investment strategy, the available coins, and whether you want to stake your coins (which offers rewards and risks akin to those of a dividend-paying stock).
<img src="data:image/jpeg;base64,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"