These two linked functions enable collecting market data and storing it for subsequent retrieval, reference, and analysis. This information is essential for developing new algorithms and improving old ones. Additionally, this functionality involves presenting data reports in the form of charts or graphs.

If you’ve invested in Bitcoin or any other cryptocurrency, you’ve probably heard of bitcoin robots. A bitcoin robot is a tool that makes the buying and selling decisions on behalf of the trader and executes trades accordingly. Bitcoin robots have a much higher accuracy than humans, which means that they are more likely to make winning trades and generate profits in both rising and falling crypto markets. WunderTrading is a crypto automation platform with mirror trading and crypto portfolio management tools. First and foremost, Bitcoin trading bots solve a major problem in the wider cryptocurrency trading https://bitqs.review/ sphere – time. There are only so many hours that you can sit at your computer watching the markets intensively.

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"

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