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Gregory User

Gregory User

With over 10,000 completely different cryptocurrencies in existence as of 2023, digital belongings and blockchain expertise are basically altering finance and investing. And so the significance of efficient crypto trading methods has become crucial for traders looking to capitalize on this market. Effective crypto buying and selling requires going beyond fundamental sentiment evaluation instruments to develop deeper market insights.

If utilizing this plan, you open a place out there and select either an extended or short sell. In most circumstances, exchange platforms charge either a flat payment for getting or selling or a share charge for the transaction. Some exchanges also charge a withdrawal payment should you transfer your crypto off the platform. Consider all fees and restrictions before selecting an exchange utilizing this buying and selling plan. Trend trading is a strategy the place traders take action after a development has began to unfold. For instance, they buy after they see the unfolding upward pattern and sell after a sample signifies the development is over.
Since you’ll be coping with margin trades, the risks get amplified even additional (so do the potential rewards, though). As you can see, out of all of the crypto buying and selling strategies that we’ve talked about, that is surely among the most intricate ones! The “bets” that scalpers make aren’t random guesses, both - as a substitute, they are primarily based on short-term technical analysis, as nicely as general market news. All scalping trades will be opened and closed on the identical buying and selling day, too.
This strategy allows you to acquire basic buying and selling abilities, refine your strategy, and discover a profitable strategy. The pullback trading technique aims to profit from impulsive value swings within extremely volatile crypto markets. Since costs hardly ever follow a linear path, exhibiting both bullish (rising) or bearish (falling) trends, it is smart to buy an asset after it has recently decreased in worth.
Maintain discipline and endurance, and only enter trades once they align along with your predefined standards. Fear of Missing Out (FOMO) usually drives impulsive choices, such as entering a trade too late or too early. Choose between custodial wallets, linked to crypto exchanges like Binance and store your keys, and non-custodial wallets like MetaMask and Trust Wallet, which hold your keys with out intermediaries. Traders borrow an asset, immediately sell it, then repurchase it later at a lower price to pay back the loaned quantity. Developing HFT techniques requires experience in computer science, arithmetic, statistics, and quantitative evaluation.



Crypto Comedown: After The Excessive
We did our best to collect all trading techniques that proved themselves efficient in the crypto market. You can pick one that fits you the most and regulate it to your time frames and assets. This mistake of beginner traders is somewhat much like the earlier one, with the distinction that overtrading is an itch to purchase or sell on an everyday basis, regardless of FOMO.


By adopting rising sentiment analysis capabilities and integrating them thoughtfully, traders can better navigate cryptocurrency market dynamics.
Trend trading, an necessary technique throughout the crypto market, capitalizes on identifying and aligning trades with the path of market tendencies by leveraging chart patterns and technical indicators.
Fear of Missing Out (FOMO) typically drives impulsive decisions, such as coming into a trade too late or too early.
Scalping calls for prime asset liquidity and low spreads in order that trading prices don’t affect your revenue.
If it does, and your trade closes efficiently, you receive profits, after which purpose to open another place immediately.

All data on bitcoincomprare.co.uk is revealed for informational purposes only. We do not in any way assure the accuracy or reliability of this information. DeFi removes intermediaries in buying and selling, but has dangers like contract vulnerabilities. Yield farming permits incomes revenue on crypto assets through lending and market making. Decentralized Finance (DeFi) purposes provide opportunities for crypto trading with out centralized intermediaries. Sellers of the contract receive the premium upfront, but threat being forced to sell/buy the asset if the option is exercised.
You should not be hasty and greedy, however on the contrary, you must rationally perceive the potential of the compounding effect and operate strategically and schematically. Refrain from being attracted by the promised easy gains; if one thing is simply too good to be true, it most likely is. Now, with the understanding that crypto trading is a recreation of patience and rationality, let us proceed to grasp and analyze the main trading strategies. Swing trading aims to capitalize on crypto value actions inside each intraday trading and extra extended buying and selling durations.
Grid trading is a technique that consists of establishing numerous buy and sell orders at predetermined value factors. This method establishes an automatic execution grid of orders to capitalize on the inherent volatility, enabling merchants to learn from price actions with less want for ongoing oversight. These speedy market fluctuations current unique alternatives for strategies centered round price corrections to historical means. However, we at Quantified Strategies recommend that you simply backtest your methods.
A trend buying and selling strategy assumes that the underlying asset will hold shifting in the direction of the pattern. However, development traders additionally should bear in mind the potential for a trend reversal. As such, they could additionally incorporate transferring averages, development strains, and other technical indicators in their technique to attempt to enhance their success fee and mitigate financial risks. Crypto-day buying and selling, or intraday buying and selling, enables buyers to capitalize on short-term value actions within the cryptocurrency market. Day buying and selling involves opening and shutting cryptocurrency positions inside a single day to profit from short-term price movements. Day merchants will maintain property for only a few minutes or hours, profiting from small value modifications.

Crypto trading strategies " 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"/>

The Ultimate Crypto Pockets Information: The Way To Retailer Your Hard-earned Cash Safely
You can start with as little as $50, but higher capital allows for better diversification and threat management. Farao’s foray into blockchain know-how is marked by the Lightbulb Man project, a blockchain-based artwork assortment that includes NFTs, which sold out in one day! This highlights his role in merging the worlds of art and digital technology. Here’s why a technique isn’t just your finest friend—it’s a downright necessity. Become our consumer, start trading, and take part in the anniversary contest.





Open Your First Position, Monitor It, And Then Close It
This disciplined approach to danger could be the distinction between a trader’s longevity and a fast exit from the market. This method exploits value differences of the identical asset throughout different markets or exchanges, with crypto markets offering quite a few opportunities due to their decentralized nature. It requires quick motion and infrequently subtle instruments to capitalize on these inefficiencies. However, this process requires accounting for factors similar to transaction fees, switch instances, and potential worth adjustments through the transaction. Crypto arbitrage is a compelling trading strategy that leverages market inefficiencies to deliver consistent income with comparatively low risk. Understanding the nuances of the methods and utilizing dependable platforms like Binance and Kraken, may help merchants maximize their alternatives.
Take most undervalued crypto for example - the market printed certainly one of these bullish divergences proper at the lows. This can yield powerful results, but the market construction – as any device – can provide false indicators as nicely. When these false indicators happen, it often solidifies the previous pattern, which can trigger acceleration.

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