Bitsgap Review

Cryptohopper is an automated crypto trading bot that is compatible with both indicators and copy trading. This bot supports trading for Bitcoin, Ethereum, Litecoin, and 100+ other cryptocurrencies. Cryptohopper offers fast automated trading, helpful arbitrage tools, and integrates with the world's top crypto exchanges.

Bitsgap is a new way to easily manage your portfolio and trade on all crypto exchanges via one platform and one interface. Bitsgap trading robots are tailored to monetize any market fluctuation for traders with any experience. User can launch a combination of the Grid and DCA trading strategy bots to capture a profit on every phase the market is going through. During a sideway period the Grid trading bot will generate max profit while the DCA bot will actively join the game if the market leaves https://lukasinnx728.shutterfly.com/46 the flat range and starts a new trend. Grid Bot reverse mode aka “Buy the Dip” accumulates BTC during downtrends.

Former Fed Chair Slams Bitcoin Will Not take Over As Alternate Form Of Money

For a monthly fee between $1 and $20, Botsfolio offers a range of pre-built, out-of-the-box bots with several strategies chosen based on your risk appetite, investment goal, and financial condition. These trading tools make trading a lot easier and are the best option for anyone who bitqs.review wants to trade crypto as a source of passive income. Several trading robots are available online, and choosing the right one can be frustrating. A reliable trading platform you should try out is Bitcoin Circuit. Bitcoin Circuit offers an enjoyable trading experience for all users.

  • Security is of the utmost importance when choosing a bot to trade Bitcoin.
  • The standard Docker installation is not optimized for development or contributions, but some workarounds are offered.
  • Trading bots are essentially special programs that are using complex indicators to analyze the condition of the market, predict its next move, and execute trades.
  • Cryptohopper is one of the most established players in the auto trading scene for several reasons.
  • However, when using it, it is vital to understand the functions of the software.
  • However, there is no evidence backing his claim of bitcoin bots.

The robot does the market analysis and automatically place corresponding trades. Automated trading is the most recommended option for beginner traders. Similarly to bitcoin robots, there are also a lot of trading robots scams going around the web.

Full Crypto Trading Guide For Starters

We can also include here crypto prices and other relevant info, for example, trending news. Customers need a way to provide APIs from their exchange accounts. Each API is individual for every user and for every crypto exchange and represents a long sequence of random characters. QR codes seem to be an acceptable solution for adding this option.

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"