The Best Robo Trading Strategies To Use On Delta Exchange

High-frequency trading takes the concept of arbitrage to https://www.paperscrypto.com/ the next level by using algorithms that analyze minute price differences between the same asset across several crypto trading platforms. In one way it is similar to a crypto pair trading investment strategy, as you can trade in a rising or falling market. However, since you are not making money from market volatility, but instead, you are taking advantage of price inefficiencies across exchanges, it is a far safer Bitcoin investment strategy . Also, at ArbiSmart, this is done via an EU licensed and regulated platform without any of the security vulnerabilities of an exchange. In this post, we will be exploring pair trading, which is expected to be a leading cryptocurrency investment strategy in 2021. We will be asking how does cryptocurrency pair trading work, and what are the best pairs to trade?

In fact, your potential losses when margin trading is larger than if you were using traditional spot trading. This is because your trade size is larger, so if your trade goes wrong, all of the losses from the larger trade fall on to you. Margin trading is borrowing funds to increase the size of your trade, which increases your potential profits . Work on understanding how other traders think, what emotions they are feeling, and where their mental state is. One of the most interesting things about trading is how other traders think.

Thestock trading advisory websiteshelp investors make the right financial decisions. Reverse trading is considered one of the best trading strategy for cryptocurrency and is based on the reversal of the general trend in the market. To understand this in detail, the strategy is all about finding the exact moment when a trend is about to be reversed.

There is also no investor requirement, so you can get started quickly. You don’t have to take time to learn about finances, coding, or even crypto trading. The main of using bots is that, unlike the equity market, the crypto market runs throughout the day. And it is impossible for a human being to trade continuously. Information can be processed and correct trade execution can be done in the blink of an eye while human beings take time to process the information and think about a strategy.

Buy And Hold Position Trading

As a trend indicator, the MACD identifies when a market is in the process of completing a directional move in pricing. Fundamental and technical analysis are two approaches to studying and trading cryptocurrency markets. A trader opens a long-positions at the lower border of the channel and closes at the upper one.

Similar to technical analysis, sentiment analysis is best used as a tool to further develop other day trading strategies. A crypto arbitrage bot is a computer program that examines and compares coin prices across exchanges in order to make automated trades that take advantage of price discrepancies. This strategy will require you to make educated guesses to the value of Bitcoin at a later date.

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"