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	<title>Best Ai Crypto Trading Bots 2026 &#8211; Demo Marketing4U</title>
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		<title>What Is Copy Trading? Benefits, Risks, And Real Use Cases On Bitunix</title>
		<link>https://demo14.blogmarketing4u.com/what-is-copy-trading-benefits-risks-and-real-use-2/</link>
					<comments>https://demo14.blogmarketing4u.com/what-is-copy-trading-benefits-risks-and-real-use-2/#respond</comments>
		
		<dc:creator><![CDATA[Demo]]></dc:creator>
		<pubDate>Mon, 19 Jan 2026 17:42:53 +0000</pubDate>
				<category><![CDATA[Best Ai Crypto Trading Bots 2026]]></category>
		<guid isPermaLink="false">https://demo14.blogmarketing4u.com/?p=19481</guid>

					<description><![CDATA[Content Understanding Economic Indicators Potential For High Volatility Performance Comparison Analysis Choosing The Right Trader To Copy Potential For Passive Profits You can start copy trading with a minimum deposit of $200. Start with a small allocation and use the copy function for automatic trade replication. If you’re committed to a thoughtful approach, willing to...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Understanding Economic Indicators</a></li>
<li><a href="#toc-1">Potential For High Volatility</a></li>
<li><a href="#toc-2">Performance Comparison Analysis</a></li>
<li><a href="#toc-3">Choosing The Right Trader To Copy</a></li>
<li><a href="#toc-4">Potential For Passive Profits</a></li>
</ul>
</div>
<p>You can start copy trading with a minimum deposit of $200. Start with a small allocation and use the copy function for automatic trade replication. If you’re committed to a thoughtful approach, willing to study the nuances, and don’t expect effortless riches, copy trading is worth your attention. It lowers the entry barrier, saves time, and leverages professional expertise.</p>
<ul>
<li>As a result, their expertise safeguards against the common blunders made by inexperienced traders.</li>
<li>Copy trading is a feature or approach that requires minimal time and effort.</li>
<li>It&#8217;s important to stay engaged and periodically review your strategy’s performance.</li>
<li>Copy trading reduces the impact of emotions on trading decisions, as trades are automatically executed based on the strategies of experienced traders.</li>
</ul>
<h2 id="toc-0">Understanding Economic Indicators</h2>
<p>Maximizing the advantages of copy trading while addressing whether “Is copy trading worth it? Overall, “Is copy trading profitable in the long term? However, the question remains, “Is copy trading profitable in the long term? The potential to earn consistent profits is one of the biggest attractions of copy trading. Some may forge their track records to lure followers.</p>
<div style="text-align:center"><iframe width="564" height="313" src="https://www.youtube.com/embed/x1hropUfDaQ" frameborder="0" alt="copy trading risks and benefits" allowfullscreen></iframe></div>
<h3 id="toc-1">Potential For High Volatility</h3>
<ul>
<li>For instance, by following traders specializing in currency trading and commodities, one can reduce risks while maximizing returns.</li>
<li>You could lose some or all your initial investment; do not invest money that you cannot afford to lose.</li>
<li>If the trader makes bad decisions or experiences losses, the copy trader&#8217;s profits will also suffer.</li>
<li>If you are new to futures, you can copy one conservative lead trader using fixed amount mode with small allocation.</li>
<li>Technical analysis is pivotal in trading strategies.</li>
</ul>
<p>Copy trading delivers substantial benefits, especially for crypto newcomers or those without the time for active, hands-on trading. This method democratizes access to trading strategies that were once reserved for a handful of professionals. For those interested in digital asset trading but lacking the necessary experience or time to analyze charts and news, copy trading offers an efficient solution.</p>
<ul>
<li>However, social trading is time-intensive and will still require you to take your own trades.</li>
<li>A third major risk category is liquidity risk, the risk that you are unable to close a trade at a reasonable price, because of insufficient buying or selling interest.</li>
<li>If your account lacks the required margin, the system will skip the trade.</li>
<li>Under these conditions, copy trading is an effective income strategy.</li>
<li>After all, diversification makes you less dependent on market conditions.</li>
</ul>
<h2 id="toc-2">Performance Comparison Analysis</h2>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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" width="308px" alt="copy trading risks and benefits"/></p>
<p>Still, investors should weigh the potential risks and remain proactive in monitoring their portfolios. If your chosen trader underperforms or stops trading, your returns could suffer. With Eurotrader, new users can get started in minutes without any prior trading experience. However, like any financial strategy, copy trading comes with both benefits and limitations.</p>
<div style="display: flex;justify-content: center;"><iframe width="607" height="458" src="https://maps.google.com/maps?q=&#038;t=&#038;z=15&#038;ie=UTF8&#038;iwloc=&#038;output=embed"></iframe></div>
<h3 id="toc-3">Choosing The Right Trader To Copy</h3>
<p>This communication is for informational and educational purposes only and should not be construed as financial, investment, or legal advice. Sure, you can develop a copy trading strategy. Copy trading and social trading are two different <a href="https://uk.advfn.com/newspaper/advfnnews/78233/iqcent-review-a-comprehensive-look-at-its-features-and-opportunities">iqcent reviews</a> concepts. Stay updated on finance and business news to be aware of any upcoming moves that may impact the markets. Decide on your investment amount and deposit it into your account.</p>
<div style="text-align:center"><iframe width="568" height="315" src="https://www.youtube.com/embed/nwbcwuFvQZo" frameborder="0" alt="copy trading risks and benefits" allowfullscreen></iframe></div>
<h3 id="toc-4">Potential For Passive Profits</h3>
<ul>
<li>SOUN jumps 6% on TomTom AI partnership &amp; CES buzz, but traders eye mixed analyst ratings and future valuation.</li>
<li>By highlighting the advantages of copy trading, addressing key concerns like “Is copy trading worth it?</li>
<li>It makes exposure more predictable and reduces the risk of sudden scaling.</li>
<li>In 2020, traders who used the copy trading method made over $50 billion, and by 2025, that figure might rise to $80 billion.</li>
<li>Essentially, you already need to be a good trader yourself, before you would ever be able to really know which traders are solid, and which ones are not.</li>
</ul>
<p>Leveraging market analysis and tools can aid your <a href="https://uk.advfn.com/newspaper/advfnnews/78233/iqcent-review-a-comprehensive-look-at-its-features-and-opportunities">https://uk.advfn.com/newspaper/advfnnews/78233/iqcent-review-a-comprehensive-look-at-its-features-and-opportunities</a> decision-making. This can reduce risk and help smooth out potential losses. One of the most appealing aspects of copy trading is the potential for high returns.</p>
<div style="text-align:center"><iframe loading="lazy" width="561" height="313" src="https://www.youtube.com/embed/wvzkpCsP4Go" frameborder="0" alt="copy trading risks and benefits" allowfullscreen></iframe></div>
<p>Yes, BitDelta supports copy trading. Look at their past performance to make  an informed decision. Copy trading is a feature that can be implemented across diverse asset segments, such as stocks, commodities, forex, cryptocurrencies, or indices.</p>
<p>If you’re a novice, start with a smaller investment to familiarize yourself with copy trading. Technical analysis is pivotal in trading strategies. Selecting the right <a href="https://tradersunion.com/brokers/binary/view/iqcent/iqcent-profile-details/">https://tradersunion.com/brokers/binary/view/iqcent/iqcent-profile-details/</a> trader to copy is perhaps the most critical decision you will make.</p>
<div style="border: black dashed 1px;padding: 12px;">
<h3>Copy Trading: Essential Criteria for Selecting Lead Traders &#8211; Binance</h3>
<p>Copy Trading: Essential Criteria for Selecting Lead Traders.</p>
<p>Posted: Mon, 20 Nov 2023 08:00:00 GMT <a href="https://news.google.com/rss/articles/CBMiYEFVX3lxTE5WTEFTVnlVQ1FXMWVwOVQwc2w3cTBma2FUbEg5U0hORk90Znp6S0pnSWZqTzRBRXdDLXVZdkFDTzJ4STlGMlp0TDFqSW93dllOSHVfdnVsbDlYVHVMcXo1Tw?oc=5" rel="nofollow">source</a></p>
</div>
<h3 id="toc-6">Tips For Successful Copy Trading</h3>
<ul>
<li>However, by the time the trade is executed in the follower’s account, the price may have risen to $150.10 or higher.</li>
<li>Filippo Ucchino created InvestinGoal, an Introducing Broker company offering digital consulting and personalized digital assistance services for traders and investors.</li>
<li>Engaging in effective copy trading goes beyond merely selecting a trader.</li>
<li>Visit FinanceWorld, register, and start your free online learning course to become a profitable trader.</li>
<li>Crypto copy trading can be useful when you treat it like a tool, not a promise.</li>
</ul>
<p>The system is designed to deliver a seamless and efficient experience to ensure trades are executed swiftly and accurately, so that the leader’s performance is reflected in real time. Copy trading platforms typically charge fees, such as management fees or trade spreads. While the advantages of copy trading include time savings and portfolio diversification, over-reliance on others’ decisions can hinder your growth as an independent trader. By automatically mirroring their trades, you can follow their decisions without making complex choices yourself. In 2020, traders who used the copy trading method made over $50 billion, and by 2025, that figure might rise to $80 billion. As a result, their expertise safeguards against the common blunders made by inexperienced traders.</p>
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" width="301px" alt="copy trading risks and benefits"/></p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Best Ai Tools For Crypto Trading In 2026 Top Platforms And Strategies</title>
		<link>https://demo14.blogmarketing4u.com/best-ai-tools-for-crypto-trading-in-2026-top/</link>
					<comments>https://demo14.blogmarketing4u.com/best-ai-tools-for-crypto-trading-in-2026-top/#respond</comments>
		
		<dc:creator><![CDATA[Demo]]></dc:creator>
		<pubDate>Thu, 15 Jan 2026 07:01:04 +0000</pubDate>
				<category><![CDATA[Best Ai Crypto Trading Bots 2026]]></category>
		<guid isPermaLink="false">https://demo14.blogmarketing4u.com/?p=19358</guid>

					<description><![CDATA[Content What Is The Difference Between Copy Trading And Social Trading? What Is The Maximum Leverage At Exness? Popular Today Etoro Usa Quick Facts How To Choose A Platform For Copy Trading It suits both beginners and experienced traders, though inactivity fees and limited advanced tools may be drawbacks for some users. AvaTrade is a...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Is The Difference Between Copy Trading And Social Trading?</a></li>
<li><a href="#toc-1">What Is The Maximum Leverage At Exness?</a></li>
<li><a href="#toc-2">Popular Today</a></li>
<li><a href="#toc-3">Etoro Usa Quick Facts</a></li>
<li><a href="#toc-4">How To Choose A Platform For Copy Trading</a></li>
</ul>
</div>
<p>It suits both beginners and experienced traders, though inactivity fees and limited advanced tools may be drawbacks for some users. AvaTrade is a well-regulated broker offering commission-free trading, multiple platforms, and strong copy trading tools. CopyTrader<img src="https://s.w.org/images/core/emoji/15.0.3/72x72/2122.png" alt="™" class="wp-smiley" style="height: 1em; max-height: 1em;" /> is a feature that allows users to automatically replicate the trades of other successful investors on the eToro platform in real-time. These brokers empower traders to follow experts and grow their portfolios efficiently. Bybit provides 750+ markets with advanced copy trading tools, and OKX combines traditional copy trading with hundreds of automated bot strategies.</p>
<div style="text-align:center"><iframe loading="lazy" width="569" height="314" src="https://www.youtube.com/embed/_LDMi6tPGKE" frameborder="0" alt="best copy trading platforms 2026" allowfullscreen></iframe></div>
<h2 id="toc-0">What Is The Difference Between Copy Trading And Social Trading?</h2>
<ul>
<li>A high-quality trader should also have a clear written description of their strategy.</li>
<li>The industry has recorded over 92 million active users, with the segment valuation projected to reach $4 billion by 2030, growing at a CAGR of 7-8%.</li>
<li>It works with well-known brokerages such as FX View, APFX, AXI, BlackBull, Vantage, FX Choice, and more.</li>
<li>The launch of social trading platforms like eToro and ZuluTrade in the late 2000s made it possible for traders to automatically copy the trades of other traders regardless of their experience level.</li>
<li>Experienced active traders may also be interested that more competitive pricing is available at AvaTrade on its Pro account for clients that are designated as Professional traders.</li>
</ul>
<p>There are no fees when users copy automated bots; users only cover the standard commissions of 0.1% per slide for spot trading or 0.05% for derivative contracts. In addition to over 1,000 spot markets, OKX also  supports a wide range of derivative products, including almost 300 perpetual and delivery futures. There are also smart recurring bots that automatically buy cryptocurrencies at market dips. The exchange supports hundreds of bot strategies, ranging from grid snipers and swing trading to arbitrage and HODL. Launched in 2017, OKX is a regulated crypto exchange with over 20 million users.</p>
<div style="text-align:center"><iframe loading="lazy" width="566" height="315" src="https://www.youtube.com/embed/NYG5Tg_KKeI" frameborder="0" alt="best copy trading platforms 2026" allowfullscreen></iframe></div>
<h3 id="toc-1">What Is The Maximum Leverage At Exness?</h3>
<div style="text-align:center"><iframe loading="lazy" width="561" height="311" src="https://www.youtube.com/embed/HGChEgQXYAU" frameborder="0" alt="best copy trading platforms 2026" allowfullscreen></iframe></div>
<p>It’s easy to follow more experienced investors and learn from them. Copy trading has gone a step further, making potentially profitable trading accessible to all. Social investing has opened the door for millions of new investors to get invested in a fun and educational way.</p>
<h3 id="toc-2">Popular Today</h3>
<div style="border: black solid 1px;padding: 14px;">
<h3>6 Best AI Stock Trading Bots and Software in 2026: Smart Automation for Modern Investors &#8211; Benzinga</h3>
<p>6 Best AI Stock Trading Bots and Software in 2026: Smart Automation for Modern Investors.</p>
<p>Posted: Wed, 07 Jan 2026 08:00:00 GMT <a href="https://news.google.com/rss/articles/CBMidEFVX3lxTE9GMktuMkU5WHFqSHpCNkplNGlRYkNuR0hxWHVKcVBYaTdRdDdmZWN2NUFXYldxc25FX1JKZTRKbjllTVBHYVZwWHdaVmQ5UmJSUURJLWI2WVdLTVFtY01aeWtnY2FyblJHLWlDY0FMa3RGa3FO?oc=5" rel="nofollow">source</a></p>
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<p>Our January report reveals the 3 &quot;Strong Buy&quot; stocks that market-beating analysts predict will outperform over the next year. In the same way that you can make a living from trading, provided you are diversified in your portfolio, active in your trading, hedged, and always looking to learn more. Yes, you can make a living from copy trading. You still need to <a href="https://www.trustpilot.com/review/iqcent.pro">iqcent broker</a> perform thorough due diligence and research before copy trading.</p>
<div style="text-align:center"><iframe loading="lazy" width="568" height="319" src="https://www.youtube.com/embed/Ucs57HLwZAE" frameborder="0" alt="best copy trading platforms 2026" allowfullscreen></iframe></div>
<h2 id="toc-3">Etoro Usa Quick Facts</h2>
<p>Each year we publish tens of thousands of words of research on the top forex brokers and monitor dozens of international regulator agencies (read more  about how we calculate Trust Score here). Steven is an expert writer and researcher who has published over 1,000 articles covering the foreign exchange markets and  cryptocurrency industries. You can choose to trade manually based on insights from other traders or start copying them directly. Once you choose a signal provider and set your parameters, trades are placed in your account without any further action required.</p>
<div style="display: flex;justify-content: center;"><iframe loading="lazy" width="608" height="454" src="https://maps.google.com/maps?q=&#038;t=&#038;z=15&#038;ie=UTF8&#038;iwloc=&#038;output=embed"></iframe></div>
<h3 id="toc-4">How To Choose A Platform For Copy Trading</h3>
<p>Your broker connects your account to a copy trading platform where selected strategy providers execute trades that are automatically replicated on your account. Copy trading is an investment method that automatically mirrors the trades of professional traders into your own trading account in real time. Selecting a high-quality strategy provider is a core decision in copy trading, directly influencing risk exposure, drawdown stability, and long-term portfolio performance across Forex, CFDs, indices, and cryptocurrency markets. Professional copy trading platforms provide advanced performance analytics, historical drawdown reports, risk management dashboards, and integrated execution across platforms such as MT4, MT5, cTrader, <a href="https://www.trustpilot.com/review/iqcent.pro">https://www.trustpilot.com/review/iqcent.pro</a> and proprietary WebTrader systems. A key legal mechanism supporting this structure is the Letter of Direction (LoD), a contractual authorization allowing brokers to replicate the trades of selected traders automatically based on the client’s explicit instructions.</p>
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" width="307px" alt="best copy trading platforms 2026"/></p>
<h2 id="toc-5">Can You Make Money From Copy Trading?</h2>
<ul>
<li>The table below allows you to see how diverse are the tradable instruments of the best brokers with copy trading feature.</li>
<li>If you prefer other exchanges, check our list of the best P2P platforms.</li>
<li>Whether you’re a complete beginner or an experienced investor looking for diversification, copy trading offers a flexible way to access global markets while benefiting from the expertise of seasoned traders.</li>
<li>Social feed, trader profiles, performance statistics, communication tools</li>
<li>Check out our guide to the best zero spread brokers to see our picks for the best brokers that offer low-cost, low-spread account options.</li>
</ul>
<p>Copy trading lets you automatically mirror the trades of experienced investors. If you’re interested in exploring other growing markets, check out our next guide, &quot;What Is Prop Trading – A Beginner’s Guide,&quot; which explains how prop trading works, the risks involved, and how to get started safely. Copy trading links your investment account to a professional trader’s account, so every trade they make is automatically mirrored in your account in real-time <a href="https://slashdot.org/software/p/IQcent/">https://slashdot.org/software/p/IQcent/</a> and in proportion to the amount of money you have set aside for copying. Copy trading is popular on platforms like eToro, ZuluTrade, and NAGA because it combines social networking with investing.</p>
<ul>
<li>The main difference is in who or what makes the trading choices.</li>
<li>There is a very high degree of risk involved in trading securities.</li>
<li>Social investing has opened the door for millions of new investors to get invested in a fun and educational way.</li>
<li>Fee structures should be evaluated across subscription models, performance-based compensation, and profit-sharing agreements.</li>
<li>Our testing found AvaTrade to be great for copy trading, with AvaSocial, ZuluTrade, and DupliTrade available.</li>
</ul>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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" width="308px" alt="best copy trading platforms 2026"/></p>
<p>The launch of social trading platforms like eToro and ZuluTrade in the late 2000s made it possible for traders to automatically copy the trades of other traders regardless of their experience level. Copy trading platforms are required to disclose the risks involved, and traders must be given a clear indication of the performance data of the traders they are copying. Copy trading platforms help you replicate the trading strategies of successful traders to enhance your understanding of the market and improve your profitability. Copy trading platforms allow users to automatically copy trades in real-time using individually customized account settings and platform tools. IC Markets is a great option due to its strong combination of copy trading platforms and a low-cost trading environment, making it an excellent choice for algorithmic traders who also want access to social trading tools. Pepperstone offers a growing range of tradeable markets, good-quality research, and support for multiple social copy trading platforms.</p>
<div style="border: grey solid 1px;padding: 14px;">
<h3>Best Crypto Exchanges in the UK For January 2026: Discover the Top Trading Platforms &#8211; Coin Bureau</h3>
<p>Best Crypto Exchanges in the UK For January 2026: Discover the Top Trading Platforms.</p>
<p>Posted: Thu, 01 Jan 2026 08:00:00 GMT <a href="https://news.google.com/rss/articles/CBMiaEFVX3lxTE9rQVBiZndjM0N4bE04Qmt6cHRhbnlSal91UFZmVnlWMFpsTEQ4bWZxOWt1Rzh4ektlU0hwTXZVR0U2bEhpWlloQk5nQkdIXzdCRkhhb1pSMl82WWhJbEU0Q1NHb3lTWU8t?oc=5" rel="nofollow">source</a></p>
</div>
]]></content:encoded>
					
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			</item>
		<item>
		<title>8 Best Trading Strategies For 2026 Beginner To Pro Guide</title>
		<link>https://demo14.blogmarketing4u.com/8-best-trading-strategies-for-2026-beginner-to-pro-2/</link>
					<comments>https://demo14.blogmarketing4u.com/8-best-trading-strategies-for-2026-beginner-to-pro-2/#respond</comments>
		
		<dc:creator><![CDATA[Demo]]></dc:creator>
		<pubDate>Wed, 14 Jan 2026 18:47:17 +0000</pubDate>
				<category><![CDATA[Best Ai Crypto Trading Bots 2026]]></category>
		<guid isPermaLink="false">https://demo14.blogmarketing4u.com/?p=19345</guid>

					<description><![CDATA[Content Is Algorithmic Crypto Trading Profitable? Portfolio Insights: Seeking Income And Diversifying In An Ai-powered Market Technology And Operational Risks: Top Algo Trading Strategies &#38; How They Work (2026 Guide) Supertrend Ema Pullback Strategy Please see alpaca.markets/disclosures for important additional disclosures regarding Alpaca Securities brokerage offering, as well as FDIC Bank Sweep terms and conditions....]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Is Algorithmic Crypto Trading Profitable?</a></li>
<li><a href="#toc-1">Portfolio Insights: Seeking Income And Diversifying In An Ai-powered Market</a></li>
<li><a href="#toc-2">Technology And Operational Risks:</a></li>
<li><a href="#toc-3">Top Algo Trading Strategies &amp; How They Work (2026 Guide)</a></li>
<li><a href="#toc-5">Supertrend Ema Pullback Strategy</a></li>
</ul>
</div>
<p>Please see alpaca.markets/disclosures for important additional disclosures regarding Alpaca  Securities brokerage offering, as well as FDIC Bank Sweep terms and conditions. Alpaca does not recommend any specific securities or investment strategies. From Level 3 options to advanced order types such as VWAP and TWAP, we have equipped algorithmic traders with the tools needed to build, automate, and scale sophisticated strategies with ease. This prestigious recognition highlights Alpaca&#8217;s commitment to providing industry-leading API-based trading infrastructure for active traders and developers, and we’re honored to be the first broker to win this newly introduced category. Instead of predicting direction, liquidity-based trading focuses on where price is incentivised to move.</p>
<h2 id="toc-0">Is Algorithmic Crypto Trading Profitable?</h2>
<p>Know exactly what type of order you’ll use market, limit, stop, or algo and why you’re using it. Improving your execution strategy means being more prepared, using the right tools, and learning from your past trades. Having a good trading idea is only part of the process. DMA is the backbone of most institutional-grade algorithmic systems.</p>
<h3 id="toc-1">Portfolio Insights: Seeking Income And Diversifying In An Ai-powered Market</h3>
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" width="304px" alt="algorithmic trading strategies 2026"/></p>
<p>Fractional share trading allows a customer to buy and <a href="https://tradersunion.com/brokers/binary/view/iqcent/">iqcent forex</a> sell fractional share quantities and dollar amounts of certain securities. Before considering a margin loan, it is crucial that you carefully consider how borrowing fits with your investment objectives and risk tolerance. Alpaca delivers embeddable finance solutions for tokenization, fully paid securities lending, high-yield cash, 24/5 trading, Shariah-compliant investing and more. These advancements strengthen Alpaca’s market access and infrastructure, enabling partners and developers to build the next generation of financial products and help make retail investing more accessible for global traders. Out of the many platforms evaluated, Alpaca’s developer-first approach and robust infrastructure secured the top spot for algorithmic traders.</p>
<h3 id="toc-2">Technology And Operational Risks:</h3>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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" width="305px" alt="algorithmic trading strategies 2026"/></p>
<p>By 2026, scalping strategies benefit from AI-enhanced order book analysis. Scalping algorithms aim for many small profits over short timeframes. Market making provides liquidity by continuously quoting buy and sell prices. By 2026, HFT increasingly integrates FPGA acceleration and AI-based microstructure models. Trades are executed when prices deviate significantly from the mean. Mean reversion assumes that prices eventually return to their  historical average after extreme moves.</p>
<div style="display: flex;justify-content: center;"><iframe loading="lazy" width="600" height="453" src="https://maps.google.com/maps?q=&#038;t=&#038;z=15&#038;ie=UTF8&#038;iwloc=&#038;output=embed"></iframe></div>
<h2 id="toc-3">Top Algo Trading Strategies &amp; How They Work (2026 Guide)</h2>
<ul>
<li>This information should not be misinterpreted as an endorsement to buy, trade or sell a cryptocurrency or any specific product or service.</li>
<li>Traditional trading methods are increasingly supplemented—and sometimes replaced—by algorithmic trading techniques that offer a competitive edge in the markets.</li>
<li>Risks like volatility, slippage, and technical errors mean consistent profits are not guaranteed</li>
<li>Trading foreign exchange on margin carries a high level of risk, and may not be suitable for all investors.</li>
</ul>
<p>While the past three years have rewarded concentrated bets on technology, with double-digit S&amp;P 500 returns in 2023, 2024 and 2025, the year ahead may reward those who can identify value across a broader investment landscape. You should consider whether you understand how spread bets and CFDs work, and whether you can afford to take the high risk of losing your money. 67% of retail investor accounts lose money when trading spread bets and CFDs with this provider.</p>
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" width="301px" alt="algorithmic trading strategies 2026"/></p>
<p>Finally, while easing policy rates should prove a boon to risk assets broadly, this can present challenges for income-oriented investors. Additionally, to address concentration risk and reduced hedged reliability of traditional assets, consider what we call a “diversified diversifier” using alternative strategies and asset classes that have a low correlation to stocks. Still, the prevalence of the AI theme within investor portfolios, whether they’ve intentionally allocated to it or not, introduces risks of higher concentration and correlations. The new year brings a market characterized by above-trend growth, easing policy, and accelerating productivity. The ICT Power of 3 (PO3) is a price-action framework from the Inner Circle Trader (ICT) that breaks the daily market&#8230;</p>
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<h3>12 Best Stock Screeners for Day Trading in January 2026 &#8211; Benzinga</h3>
<p>12 Best Stock Screeners for Day Trading in January 2026.</p>
<p>Posted: Wed, 17 Jul 2024 17:04:17 GMT <a href="https://news.google.com/rss/articles/CBMidkFVX3lxTE5yUlVJWW9JV1hzN1FjZHNqMVNIbHlTa0o1TXhOT29JYnQ0dnBJdEkxV01FSDVybmV2MU5RTkNEQXdleXNXMVdFc0tUMl9ZUkcwVjFoR1plNW1CaVRpX2taejBYM0NNeW12bFZqWk55S3lKQzVtNWc?oc=5" rel="nofollow">source</a></p>
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<h3 id="toc-4">Crypto Products</h3>
<ul>
<li>This shift is not about machines replacing traders.</li>
<li>Rather, an assessment should be made as to whether the information is appropriate in individual circumstances and consideration should be given to talking to a financial professional before making an investment decision.</li>
<li>Last but not least, the Arbitrage strategy.</li>
<li>Some brokerage platforms have strategy tools built directly into them or offer options for seamless integration.</li>
<li>AI trading strategies can be used to detect unusual patterns or behaviours within the markets.</li>
<li>When backtesting, pay close attention to the input settings to optimize performance.</li>
</ul>
<p>The key to emerging market success in 2026 will be focusing on high-quality companies with strong balance sheets, durable earnings power and exposure to long-duration structural themes. India remains a standout story, with decent growth and an accelerating earnings trajectory supported by structural reforms and infrastructure investment. While the measures have been to some extent rolled back, they have fuelled stagflationary pressures by increasing consumer prices and slowing GDP growth across the world. The investment landscape sadly can’t be separated from increasingly fractured geopolitics. Defence technology represents a particularly attractive niche, with significant investment flowing into autonomous systems, advanced sensors, satellite communications and electronic warfare capabilities. But the spending extends beyond traditional weapons to encompass cybersecurity, space-based systems, AI-enhanced military capabilities and critical infrastructure protection.</p>
<div style="text-align:center"><iframe loading="lazy" width="563" height="313" src="https://www.youtube.com/embed/tTNSV2jlmso" frameborder="0" alt="algorithmic trading strategies 2026" allowfullscreen></iframe></div>
<p>Algorithmic trading competitions present a unique opportunity to explore new strategies, gain insights, and refine trading techniques. Algorithms that focus on risk management and adaptability have displayed highest success rates in live trading scenarios. A survey revealed that approximately 54% of retail investors were using automated trading tools, thus demonstrating the increasing reliance on technology for trading activities. For instance, the Quantitative Open, a well-known online competition, has attracted hundreds of participants from around the globe, showcasing diverse strategies in trading. Professional traders judge performance by process quality, not single trade outcomes. No strategy survives long-term without risk control.</p>
<ul>
<li>Based on its real-time data in crypto algorithmic trading, this assists individuals and business people in making faster and smarter decisions without any fear.</li>
<li>It has not been prepared in accordance with legal requirements designed to promote the independence of investment research and as such is considered to be a marketing communication.</li>
<li>Central banks, particularly in emerging markets, are diversifying away from dollar-denominated reserves at an accelerating pace.</li>
</ul>
<p>Like all the previously described algo trading algorithms, this strategy can be easily tested using the TradingView Strategy Tester. This strategy, like the other algo trading algorithms we’ve reviewed, can be automated via direct TradingView-to-exchange integration. Since the High Low Range MA strategy is one of algo trading algorithms designed as a simple buy/sell strategy, it can be automated directly via webhook, as in the case of the Fibo Correction Strategy. The system requires multiple confirmations including high volume, trend alignment, and specific RSI conditions to validate trading signals, making it one of the more reliable algo <a href="https://sashares.co.za/iqcent-review/">https://sashares.co.za/iqcent-review/</a> trading algorithms for capturing strong momentum moves. In this environment, trading strategies for 2026 reward traders who prioritise discipline, adaptability, and emotional control over aggressive forecasting or rigid conviction. Within modern trading strategies for traders, continuous learning plays a defining role.</p>
<ul>
<li>For passive earnings, it supports event-based strategies that run indefinitely.</li>
<li>The ETF will be subject to capital gain taxes, ordinary income tax and other tax considerations due to its writing covered call options strategy.</li>
<li>Market making provides liquidity by continuously quoting buy and sell prices.</li>
<li>For investors, geopolitical fragmentation might be an argument for active management over passive strategies.</li>
</ul>
<div style="border: grey dotted 1px;padding: 11px;">
<h3>10 Best AI Stock Trading Bots (January 2026) &#8211; Unite.AI</h3>
<p>10 Best AI Stock Trading Bots (January .</p>
<p>Posted: Mon, 01 Aug 2022 07:00:00 GMT <a href="https://news.google.com/rss/articles/CBMiUkFVX3lxTE5sUDlHVG82aUs5X1ZUdW9zMURGXzRWeks2ZGI1clpSSnV3cUhNVFh2TkZCRXI4SkxzbnRfWG1TVEh6U3JLdkNPRkFGOUhzUG5XSXc?oc=5" rel="nofollow">source</a></p>
</div>
<p>Also, the overall structural risk of the trading models utilised to execute trades should be kept <a href="https://tradersunion.com/brokers/binary/view/iqcent/">https://tradersunion.com/brokers/binary/view/iqcent/</a> in mind. Both investors and traders need to understand the technical aspects of the product. With the help of AI and human intelligence we can create more efficient and stable markets.</p>
<div style="text-align:center"><iframe loading="lazy" width="568" height="312" src="https://www.youtube.com/embed/CdMJ-QZ3PSg" frameborder="0" alt="algorithmic trading strategies 2026" allowfullscreen></iframe></div>
<p>There is no single “most profitable” strategy, as effectiveness depends on market conditions (e.g., volatile vs. trending) and execution speed. These tools allow for advanced, high-volume algorithmic trading across a massive range of global assets. These are open-source frameworks for backtesting and paper trading strategies directly using code. The greatest danger in backtesting is creating a strategy that performs perfectly on historical data but fails completely in live trading. Backtesting also generates key metrics (like Sharpe Ratio and Drawdown) that help you objectively compare the strategy’s performance against a benchmark or other strategies.</p>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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" width="306px" alt="algorithmic trading strategies 2026"/></p>
<h3 id="toc-6">Top 10 Algo Trading Algorithms To Launch In 2026</h3>
<div style="text-align:center"><iframe loading="lazy" width="561" height="311" src="https://www.youtube.com/embed/kbacCLdZs7w" frameborder="0" alt="algorithmic trading strategies 2026" allowfullscreen></iframe></div>
<p>The strategy can also be automated as in the previously described cases directly from TradingView via webhook to the exchange, but only on the cryptocurrency market. I simplify complex market movements into clear, practical insights that help traders make better decisions and build a stronger trading mindset. Skill development builds adaptability, allowing traders to adjust when market structure, volatility, or participation dynamics change. Traders use AI-driven tools to review historical performance patterns, identify recurring mistakes, and refine strategy selection based on evolving conditions.</p>
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