The Advantages Of Using Crypto Trading Bots

This means that regardless of what timezone you are operating on, your Bitcoin trading bot can make risk-free gains when exchange price disparities occur. Regarding the former, 3Commas offers a significant number of potential strategies, orders, and triggers – which is why the bot is so popular with advanced investors. On the other hand, the Marketplace comes jam-packed with pre-built algorithms, so it’s also useful for those of you that have little experience in trading. You should limit the IP address from which you access the crypto trading bot for an extra layer of security. This is a simple platform that allows you to consolidate your investments when you might have spread your money across several different exchanges.

Haasonline claims to be the world’s most advanced crypto trading bot and we are inclined to believe them considering all of the experience that they have had in this industry. In order to execute trades on an exchange, you have to authorize a trading bot to access your trading account via API keys , and access can be granted or withdrawn at any time. One of 3Commas’ greatest advantages is that it allows users to conduct https://www.business2community.com/cryptocurrency/bitcoin-robots/bi... transactions across several exchanges. This allows traders to make well-informed judgments based on data from almost 12 exchanges, thorough research, and all of the necessary procedures for the best strategy and plan. The trader’s diary is a one-of-a-kind feature that not many bots offer. This enables users to combine their thoughts and opinions about the transactions they have made as well as their reports.

Both of those strategies are legitimate so while bots can take some of the strain out of rapid trading in cryptocurrency, they can’t replace thought and analysis. The trader still has to figure out how the asset is likely to behave and how defensively or aggressively they want to trade. The crypto trading bot is a product of the combination of years of financialdata and a http://franciscoyvrw272.cavandoragh.org/the-bitcoin-bot-review-2022 smart algorithm that pieces together trends and other key trade identifiers from this pool ofinformation. As a result, the bot is able to match similar trends and identify a possible profit within a particularmarket exchange. This method of using bots to complete trades on behalf of traders is also known as crypto automatedtrading.

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"

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