Means we need to fix the bot constantly so it can work better and it takes more time. In my opinion, we should trade with ourselves and our knowledge, it is definitely an interesting game. The interface is user-friendly so that everyone can easily get a hang of it. Like Haasbot, Gunbot is suited for more experienced traders as well as beginners; some strategies are highly configurable while others are easier to use. The program comes with tons of strategies that are highly configurable and includes different types of insurances to optimize your trading, which are explained on the website. I wanted the bot to give me as much freedom in my trading strategy as possible, which also means that I don’t want to be restricted in my choice of coins.
The bot offers the best features for crypto traders to make their trading seamless and profitable. TradeSanta crypto bots also don’t work on the basis of hunches and assumptions. Rather, the bots work on the basis of data and technical indicators.
Even though DaxRobot is new to the trading industry it has gained a lot of attention from traders. DaxRobot has ten ready-to-use robots for the convenience of its traders. As soon as they have funded their accounts, users will be able to start investing with the platform to start earning daily profits from arbitrage opportunities.
Understandably, you want to strive for success and take your business to higher levels as soon as possible. Yet, you only have as much energy, time and attention as everybody does. There are days when you can easily double or triple your investment, but there are also days when you lose everything in a second.
Smart Sell
Quadency is a digital asset management platform that provides automated trading and portfolio management solutions for both retail and institutional traders. Powerful, AI-powered crypto trading bot to help you save time, trade 24/7, and automate your trading. There are multiple types of trading bots, and getting started with each of them https://bitqs.review/ is different. However, in almost all cases, you need to integrate your crypto exchange with the trading bot. Therefore you just need to integrate your exchange with tax softwares in order to http://cristianscoz784.timeforchangecounselling.com/14-best-crypto-trading-bots-for-automated-trading export your trades. Once exported the software automatically calculates your profit and losses and provides you which a tax calculation report.
You can also go through the free crypto trading bot services provided by any Crypto Bot Trading Platform and compare them with paid ones. You can file taxes for crypto arbitrage bot trading by just importing trades from exchanges to your cryptocurrency tax software. Ideally, you are aware of the total number of trades the bot will make.
“Arithmetic” will position each grid line at fixed price intervals (e.g., every 20 USDT). Meanwhile, “Geometric” sets the grids using a fixed percentage from the current price, resulting in widening grids further out from the starting price. After signing up, you may also receive occasional special offers from us via email. We will never sell or distribute your data to any third parties. There may or may not be a cost attached depending upon the bot you plan to use.
You can chat with them live on their website or send them an email with your issues and be sure to get a quick response. Some tests carried out on the platform showed that a user might make good profits from a minimum of $250 investment. The bitqs.review Immediate Edge bot is beneficial for both experienced and inexperience cryptocurrency trading. Crypto trading bots can react in just milliseconds to a trading signal because they are directly connected to the API of cryptocurrency exchanges.
- While some bots come with excellent pre-programmed trading configurations, they rarely produce the best results.
- We cover BTC news related to bitcoin exchanges, bitcoin mining and price forecasts for various cryptocurrencies.
- They say that they want to help their clients connect their exchange, which is where your funds are located.
- It also includes safety mechanisms to ensure traded coins have sufficient liquidity before opening any orders.
- Whether you’re a beginner or an advanced trader, you could add Gunbot to your trading arsenal and use it to efficiently implement your favourite trading strategies.
Trade while you sleep, or setup alerts to stay connected to your bot's every move. If building your own strategy isn't your thing, not to worry! There's plenty of existing strategies on our Marketplace for you to browse and backtest before using them yourself. Simplify your trading experience, use our dashboard to track all of your positions & movements.
Best Practices To Improve Data Security For Your Ecommerce Business
It’s normal for users to have questions about their trading strategies or possible errors, so it’s important to have a great customer service when you choose your trading bot. Haasbot gives its users the opportunity to submit a support ticket and has an active community on social media in case of problems. For the more common problems, there is a wiki and a FAQ that can be found on their website. Using the available CryptoHopper features, users can make high profits, but there are also times when someone aims for it too quickly. However, trading strategies in CryptoHopper are best applied to a slow market with a low level of risk, and then, apparently, you can count on profit.
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"