If in doubt, it's always a great idea to consult with a financial advisor to get more personalized advice. It's normal to be skeptical about something that you don't fully understand. So, if you're wondering "do crypto trading bots work?", the answer is yes! However, it's important to remember that no bot is perfect and there is always a risk of loss when trading. This bot offers a wide range of features, including automated crypto trading, backtesting, and more.
With Cryptocurrency trading bots, you simply set your preferred parameters on the given trading strategy and let the bot do its job. Usually Cryptocurrency trading bots have the investing measures and risk management settings such stop loss. In the cryprocurrency trading space, speed and efficiency are crucial element in success. With a robust infrastructure and a well-programmed trading strategies you will be able to surpass many manual traders in the market.
Tips for Cryptocurrency Trading Bots for Beginners
For example, these markets are natively digital, open 24/7, and much smaller than their traditional counterparts. There are really as many types of bots as there are potential strategies, but some common ones include trend-following bots, arbitrage bots and scalping bots. NapBots, belonging to the French Napoleon Group, is led by former Tier 1 banking multi-billion dollar asset managers. The team has over a decade of experience creating and deploying trading algorithms for traditional assets. Now, their proven technology is being applied to a variety of highly liquid crypto assets. Cryptohopper is defined by the ease of use of its trading bots, also for the most amateur.
Manage your sets with advanced trading tools, with a wide range of DeFi services like Aave and Compound supported. Trality is a powerful crypto trading bot utilizing Python API - meaning any crypto investors who know Python can further develop bots. While 3Commas provides an extensive list of features, it’s not for everyone. It’s recommended for traders who are ready to commit the time necessary for learning everything about this trading service.
- Most traders who have the right strategy or rules fail because they are not able to follow them.
- It supports major currency exchanges such as Coinbase, Bitstamp, BTCe and is supported for live trading and backtesting.
- The MACD indicator is calculated by subtracting the 26-day exponential moving average from the 12-day.
- These bots include the following features; spot grid, DCA, futures grid, and smart rebalance.
- Click on the tab to check your grid trading history and view grid details of completed orders.
However, if you ask me, I would personally trust 3Commas a bit https://penzu.com/p/628ca7e5 more. The only negative, but understandable thing about Cryptohopper is that you’ll have to pay to use all the https://blockgeeks.com/guides/6-of-the-best-crypto-trading-bots-strategies-updated-list/ features. However, there is a free plan available that doesn’t include automated trading, which I believe many of those who start using Cryptohopper will want and need.
A Look at One Bitcoin Bot Firm
Track performance over time using in-depth portfolio analytics and trading statistics. If you’re feeling lost, flip the switch to change the portfolio into native currency mode for extra clarity. At Liquid, we have four trading bots that we are happy to recommend because we we have done our due diligence and thoroughly tested them. They are Hummingbot, BitUniverse and most recently Coinrule and Quadency.
Users can amplify their position size with leverage, potentially making it a more capital-efficient strategy. Of course, leverage trading carries its own set of risks, and it’s crucial to understand them before using the futures grid trading bot. Each time the asset price reaches the upper grid line, the bot automatically sells a portion of the asset. When the asset price reaches the lower grid line, the bot automatically buys the asset.
Over the last 3 years, they have designed more than 20 strategies dedicated to Stocks, FIAT, and crypto-assets. Several of their oldest strategies such as BTC LO have actually been live over 3 years period over-performing his underlying. Today’s performance of this strategy is over 100% in the last 12-months, proven itself to be a good performer in both Bear and Bull markets. Also, some of their brand-new hourly and daily strategies have been breaking records by reaching new All-Time Highs the past weeks. The theory behind automated trading might seem smooth and straightforward, and in reality, it is, but that doesn't make it faultless. A trade order could be stored on a computer instead of a server in some trading platforms, which means that the trade order may not be sent to the market if the internet connection is lost.
Deployment implies moving the server-based software to a live production environment in the cloud, which has been already stress-tested. As for mobile apps, they are uploaded to Google Play and the App Store. Let me share some best practices that will make your crypto bot stand out from the crowd.
In order to help you choose the best one, we wrote a guide on the different kinds of trading bots in this article. The first is by finding prices mismatches through different trading pairs on a single exchange. The other is by locating price differences across bitqs.review multiple exchanges. The cryptocurrency market is less developed than the equity markets. There are fewer participants and also fewer sophisticated traders. Therefore, there are typically more opportunities to exploit price discrepancies in order to make money.
Users can decide between three accounts that offer different trading volumes, bots, tools, etc. The first package costs $19 per month and offers 2 bots with a monthly volume of up to $25,000 without any arbitrage opportunities. The second package includes 5 bots, $100,000 monthly trading volume, and arbitrage for $44 per month. In the end, satisfied customers can pay $100 per month for all features, including unlimited trading and 15 crypto bots. For first time users, Bitsgap offers a limited 14-day free trial.
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"