This is a sophisticated method that is suitable for both novice and experienced traders. The company’s primary focus is providing traders of all levels with equally satisfying trading. The platform’s interface is clean https://www.benzinga.com/crypto-trading-bots and comprehensive; https://www.fxstat.com/en/user/profile/blauntkuvi-302754/blog/36861... it might be the best Ethereum crypto trading bot for newbies, even. Besides Ether, you can use this platform to trade various other popular cryptocurrencies, including Bitcoin and Litecoin.

This means that any risk that can potentially generate a return for you also has the potential to lose money. One argument for holding onto your stocks through a bear market is that they will continue to pay out their dividends, which you can then reinvest in the company when things aren’t going so well. This is a very basic idea, and it is based on the belief that the cost of your asset is going to increase beyond its average and then decrease as it runs out of momentum. And that’s not even half the improvement over good ol’ humans’ all-organic approach. This way, you can ultimately purchase more of what is going to increase in value, so that you can end up making more money than you would with another exchange out there. They can also assist you in rebalancing your portfolio easily, and conduct marketing moves without any hassle.

Spot-Futures Arbitrage bot helps retail investors to make passive income with low risk. This website is using a security service to protect itself from online attacks. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. Analyze and Fine-tune — Trading bots provide a lot of information on how your strategy is performing. Price — I believe you should always look for the best trading tool and not worry about if it’s a little expensive because your trades will automatically pay for the tool. Team, Company & History — Finally, check out companies background because it is essential because you will be giving access to your exchange trading account to the software.

There is a 0.25% commission fee but it is only charge on the money you deposit directly into your 3commas account, not with the individual exchanges, and there is a $10 signup bonus. Futures Trading Bots – Bitsgap is among the few trading platforms that enable you to create futures trading bots. Estonia allows you to perform anything from trading to portfolio bitqs.review management, access to trading bots, producing signals, on top of a whole host of other features. Compared to other trading platforms, Bitcoin Prime’s customer support is swift, and an online broker is always accessible to help you. Because of the 24/7 support services, you may quickly contact live chat pros at any time and from any location.

Margin is a platform that can help you execute all of your cryptocurrency trades really easily. They say that their application helps you make decisions when purchasing digital currency, and helps you check out multiple charts at the same time. The ability to set stop losses at the same time and take profit orders is advantageous, especially considering most platforms don’t support this type of approach. Exchange https://bitqs.review/ Valet is more of a trading toolset for crypto trading, as well as a portfolio management platform for your crypto assets. When it comes to finding a decent crypto trading bot, Trality might just become your new trading reality. Apart from this flight into creativity and design, Haasonline also offers the basic, pre-set crypto trade bots for arbitrage and market-making that we’ve come to know and cherish.

The mean reversion strategy is based on a straightforward assumption – if the price of a coin shift from its average, then it’s eventually going to revert back to it. This assumption holds true both for traditional and cryptocurrency markets. The reason why this happens is because of the overall market psychology. Imagine we have a cryptocurrency named “X,” which has an average price of $1. Big deal because Autonio is based totally on decentralized infrastructure, making it the only crypto trading bot which is decentralized. If you want granular control over your crypto trading strategies, like buying the coins with one indicator and selling with another, you should look no further than Hassonline.

  • There have been rumours about Gates’ endorsement of bitcoin bots.
  • Kutcher is a great lover of bitcoin, and he is also an active investor in the bitcoin market.
  • There are a number of rumors circulating around the web that link various celebrities to bitcoin systems.
  • Axion Script was developed to allow you to create complex automated trading algorithms and indicators.
  • Rather than a signup fee, this platform charges its commision on a per trade basis.

Live Trader does deliver a lot of algorithmic trading, but it isn’t cheap. If you are on the fence about how algos might fit into your crypto trading, Live Trader could be a lot to take on at first. The entry-level plan Live Trader isn’t too expensive, and could be a good place to get started with automated crypto trading. Live Trader is definitely set up for traders that want to use algos. If you are looking for a platform that will give you some advanced order types, and a few basic algos, Live Trader might be overkill. On the other hand, if you are looking for a deep selection of automated trading algos, Live Trader could be a perfect fit.

By this, we mean that the number of order types available will often be capped at basic market and limit orders. For those of you that are looking to install sophisticated strategies into your Bitcoin trading endeavours, an automated bot is ideal. This application has automated trading strategies that help you improve performance and reduce risk. It helps you build portfolio strategy, track performance, and monitor the market.

Sandwich Bots

Pionex is an excellent cryptocurrency exchange with over 120+ cryptocurrencies and 18 free in-built trading bots. It is so easy for first-timers to use, with detailed tutorials on each bot so you can get acquainted with each one and determine which is the best for your needs. There is no need to link the bots to any exchange, because it is all automatically ready to go as soon as you open your free Pionex account. Because of the automation feature provided by the automated trade platform, there is no space for emotions in the crypto trading industry.

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"

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