Using Automated Bots When Trading Crypto

While cryptocurrency trading is not a piece of cake, trading with currency bots may be confusing for many. The aforementioned trading bots are used by many and each is backed by years of extensive hard work. With reliability, trustworthiness, smartwork and proactiveness being top reasons for choosing any cryptocurrency trading bot, picking up a trading bot is a hefty task. By implementing the advanced strategy of hedge funds, the trading bot effectively manages savings of users regardless of the state of the cryptocurrency market. Leonardo is a cryptocurrency trading bot that supports a number of exchanges such as Bittrex, Bitfinex, Poloniex, Bitstamp, OKCoin, Huobi, etc.

They have a simple yet effective algorithm that makes the entire process streamlined, and they are a cloud-based option so that you don’t have to download anything. A bot can take some of the emotion out of your investment decisions. Many investors panic when the value of an investment https://blockgeeks.com/guides/6-of-the-best-crypto-trading-bots-strategies-updated-list/ plummets. Bots may stop you from panic-selling or buying a coin simply because everybody else is. Whether you're looking for a special sign-up offer, outstanding customer support, $0 commissions, intuitive mobile apps, or more, you'll find a stock broker to fit your trading needs.

The crypto market changes with blinding speed, and it does not sleep. It also links all your different accounts from different exchange platforms, allowing users to manage their portfolios easily and have easy access to their accounts when trading. So, instead of relying on dividends, trading bots take advantage of your cryptocurrency holdings to make an income through trades. A lot of trading bots these days use a method known as ‘exponential moving average’, which is a good starting point for getting into the market and working out what’s going on. It’s always better to have your crypto trading bot base its activity on recent history than in abstract calculations done in the pitch dark.

Prices are paid for lifetime licenses and range from $129 for starter package over $259 for standard to whopping $2999 . Quadency is along with Cryptohopper and Bitsgap the best Binance bot on the market. Considering it works great with Coinbase Pro, it is also a contender for the title of best Coinbase bot as well. The Federal Reserve has raised the fed funds rate target by 150 basis points since March, and many experts expect a lot more. If you aren't wrapping foil around your doorknobs when alone, you should start...

That means, users don’t need to pick the right parameters or strategies. The SmithBot experts trained all bots from large amounts of historical data already to achieve optimal results. In addition, they consider all relevant real-world effects such as spread, trading fees, slippage and communication delays.

  • Market change - how much the market grew/shrank at the specified period.
  • To rip the benefits that come with such market development, you must pay considerable attention to details, when analyzing market trends.
  • You can run it on the cloud as well if you would rather not download anything.
  • Users can also manage their accounts through Stoic’s mobile application.

Bots execute strategies in their own way, so sticking to a particular approach will require to see your bot is running satisfactorily or not. This way, you will not lose your investment https://bitqs.review/ due to poor strategy execution. A well-executed bot can conduct many functions for you like portfolio management, rebalancing, intelligent order routing, data collection, etc.

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Educational courses will be offered to those who want to http://trentonayug779.fotosdefrases.com/uppersymbol-grid-trading-bot trade without any assistance. That smart contract will be audited, and clients will only have to pay when the bot does make a profit. The subsequent element is not triggered if the order was not executed properly (e.g., a connection issue, insufficient funds, or incorrect currency pair). Therefore, you can assume that if the subsequent element is triggered, the order was placed. The Stack element is, as the name suggests, a representation of a file-based stack that can be filled with any Python data type. When you run the whole setup and activate the debug output of the Technical Analysis element, you will realize that the values of the EMA-25 column all seem to be the same.

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"