Run the cryptobot_xrp_eur.py script after correctly filling in the last_trade_price parameter with the value at which you bought the asset. The bot itself is defined as a “Class” in Python where every function serves a purpose (like placing a “buy” order). In order then to actually run the bot I have created another three-liner script which calls and executes the bot for a specific crypto coin. The bot itself is coin-agnostic, meaning it has been build such that any existing pair on Kraken can be used for the purpose .

As long as you are adequately filing taxes, trading bots are treated the same as manual traders in the eyes of the law. Though many trading brokerages do not allow the use of automated trading systems. I would argue that Cryptohopper is one of the most comprehensive platforms out there.

Grid Trading

It’s the http://josueutum509.simplesite.com/452443286 only night in your part of the world and the crypto trade is going steady no matter the hour or day. If you can’t stand missing out on sweet trading opportunities and can’t keep awake for days on end, then cloud-based crypto bots are the only solution. AI has made almost every aspect of our daily life simpler and more productive. Obviously, AI has become very popular among traders, and there are good reasons for that. Checking out these reasons and what features AI crypto trading bots can bring to the table will help you decide on your portfolio as well. So, let’s take a look and see how AI crypto bots can help you trade better, with an emphasis on newer bots that are fresh and ready for 2022.

<img 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"

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