An option for the transaction appears, if there is a permit, the program makes it. Before starting work, you need to configure the settings for the trading bot. For example, you can set the cryptocurrency of interest and the limits for operations. The Pro plan includes everything in the Advanced plan plus access to simple, composite, and Bitmex bots.
- Many functions that a well-executed bot can conduct for you are rebalancing, portfolio management, data collection, smart order routing, etc.
- During the night, Bitcoin breaks through a key resistance level with ease, subsequently indicating that a bull market is imminent.
- All Creators are carefully selected and maintain full control over their bot and its underlying algorithm.
When it comes to risk, it really only involves you and your cryptocurrency assets. As a result, we highly suggest that you consider trading in cryptocurrency, especially at this point, where the industry is still in its early stages, and you can potentially make a lot of money. You will need to consistency adjust the trading bot, so that it can keep up with market movements. Yes, the years that led up to the huge cryptocurrency rally of 2017 were like a gold rush, but now, the stark reality of the cryptocurrency market is setting in. No, this approach for income generation isn’t going to be as secure as compounding on dividends, but it is one of the only options when it comes to cryptocurrency investors. When it comes to investments, being able to create a passive income is essential.
This function is ideal for expert traders who still wish to have control over their trades. That means that this bot is as secure as you desire based on your own settings. Cryptocurrency trading bots are designed and created to return accurate results. They perform your trades automatically according to your preferences without the need for you to constantly https://bitqs.review/ sit at your desk to keep an eye on your trades. The trading bot comes with four main premium packages that range from 0.02 BTC, 0.05 BTC, 0.065 BTC, and 0.125 BTC. While every plan comes with a considerable number of trading strategies and a huge unlimited number of pairs, it is critical to note that compatibility with exchanges is somehow limited.
Iot Connectivity Management Platform Market Report
Arbitrage opportunities, BitRage differs from most other bitcoin trading bots. Bittrex and Binance support the crypto trading bot’s full feature-set. Robots, autotraders and Bitcoin bots have been a part of the world of online trading for a long time now. Many of them Suck and should be avoided, however, there are some that are worth a try or at least a closer look. Below you will find honest and unbiased reviews of all the autotraders, crypto robots and CFD bots available out there, or at least the more relevant ones.
The website contains ambiguous and perhaps misleading information. This platform excels in payment processing as it takes only a maximum of 15 hours to process payments before traders can cash out. Sandwich bots detect when a trader is placing a bid on a token. Coinrule empowers cryptocurrency traders to compete with professional algorithmic traders and hedge funds.
How Can You Create A Crypto Trading Bot Yourself?
So, for as long as you stick with KuCoin and don’t live in the U.S. you might find some use for KuCoin trading bot. Simple, cookie-cutter features have the benefit of being clear and understandable even to rookie day traders. There are no costs involved, except those fees already being charged by the https://sourceforge.net/software/crypto-trading-bots/ KuCoin crypto exchange market. Rather from being magical cure-alls, cryptocurrency bots are trading instruments. You must be knowledgeable with several trading methods in order http://andyayuw615.wpsuo.com/top-15-cryptocurrency-trading-bots to see good returns. Trading bots for cryptocurrency are completely legal; however, not all brokers allow bot trading.
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"