This script is a grid bot simulator for ranging/choppy markets. Prices are divided into grids, or trade zones, that will trigger signals each time a new zone is entered. During ranging markets, each transaction is followed by a “take profit.” As the market starts to trend, transactions are stacked , until the market consolidates. Though they only work with limited cryptocurrency exchanges, Napbots supports all the major cryptocurrencies such as Bitcoin, Ethereum, EOs, Binance coin, Ripple, and more. Gekko is an open-source platform that allows one to automate trading strategies in the cryptocurrency market.
- Another advantage is the backtesting of strategies using historical data before investing real money, which means you can "paper trade" on a virtual exchange first without risking any money.
- Pionex uses a maker-taker fee schedule, which means that you’ll pay a fee when you place trades that “make” liquidity on the market and that “take” liquidity away from the market.
- Scalping is a strategy which consists of profiting from tiny price moves.
The important thing here is to note when the MACD and Helpful hints average lines cross. If the MACD line crosses up through the average line then it is considered a “bullish crossover”, which is a standard recommendation to buy. If it crosses down, https://blockgeeks.com/guides/6-of-the-best-crypto-trading-bots-strategies-updated-list/ then it is considered a “bearish” crossover and the recommendation is to sell. The goal is to drive the price down past $100, which may be a psychological breaking point for some people and therefore a likely place for stop-losses.
Also, trading bots have a larger memory capacity and calculate speeds, which influence the trading results. Coin lending bots help to automate the process, so a trader spends less time looking for the right interest rate and makes use of the possible gaps in lending options. Traders are using crypto bots even more often due to a comparatively new opportunity to get a passive income. If you’re not a complete newbie, then maybe you’re thinking about getting started to use one of those bots to earn crypto in a way they haven’t done yet. No human on this planet can conduct millions of computations and place thousands of orders within seconds.
#1 Arbitrage Bots
And still, others will require you to pay for hosting fees and/or the software itself. In addition to this, you will want to keep in mind that using these bots typically comes at a cost, which you should factor into your profitability calculations. You will want to do your research to ensure that you can at least pay off the cost of the bot and preferably make a profit on top of that.
This strategy works well for coins with low trading volumes and small order books. With enough coins, whales can push down the price by introducing a slew of market-price sell orders. If you are trading in a market with low volume and liquidity, you need to be careful. Join 10,000+ cryptocurrency investors who are using HodlBot to automatically manage their portfolio.
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"