{"id":33927,"date":"2026-01-14T18:47:18","date_gmt":"2026-01-14T18:47:18","guid":{"rendered":"https:\/\/poolscrystalclear.com\/?p=33927"},"modified":"2026-01-14T20:20:20","modified_gmt":"2026-01-14T20:20:20","slug":"the-20-most-important-risk-management-tips-for-2-2","status":"publish","type":"post","link":"https:\/\/poolscrystalclear.com\/index.php\/2026\/01\/14\/the-20-most-important-risk-management-tips-for-2-2\/","title":{"rendered":"The 20 Most Important Risk Management Tips For Traders"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Our Plans<\/a><\/li>\n<li><a href=\"#toc-1\">How Can Traders Avoid Overleveraging Their Accounts?<\/a><\/li>\n<li><a href=\"#toc-2\">Emotional Trading<\/a><\/li>\n<li><a href=\"#toc-4\">Step 4 &#8211; Plot The Entry And Exits<\/a><\/li>\n<li><a href=\"#toc-5\">Company Resources<\/a><\/li>\n<li><a href=\"#toc-6\">Understanding Fomo And Fud<\/a><\/li>\n<\/ul>\n<\/div>\n<p>The importance of this calculation cannot be overstated, as it forces traders to think through their trades and rationalize them. A stop-loss point is the price at which a trader will sell a stock and take a loss on the trade. Many traders whose accounts have higher balances may choose to go with a lower percentage. Basically, this rule of thumb suggests that you should never put more than 1% of your capital or your trading account into a single trade. Conversely, unsuccessful traders often enter a trade without having any idea of the points at which they will sell at a profit or a loss. Successful traders know what price they are willing to pay and at what price they are willing to sell.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" 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\" width=\"309px\" alt=\"risk managed trading strategies\"\/><\/p>\n<h2 id=\"toc-0\">Our Plans<\/h2>\n<ul>\n<li>For professional-grade stock and crypto charts, we recommend TradingView \u2013 one of the most trusted platforms among traders.<\/li>\n<li>It integrates with more than 16 exchanges and provides TradingView signal-based trading.<\/li>\n<li>While hedging can provide protection, it also reduces profit potential and increases transaction costs.<\/li>\n<li>Develop awareness of personal emotional patterns and their impact on trading decisions.<\/li>\n<\/ul>\n<p>Tools with robust API support allow for automation of strategy execution, data syncing, and compliance reporting across platforms. Larger financial institutions now invest into digital assets, and regions like the EU, Singapore,  and the U.S. have begun forming laws that support professional-grade custody services. With more institutional players entering the market, there is greater automation, precision, and scalability compared to ever before. Contact us to get in touch with an industry or risk subject matter expert, learn more about a specific solution or submit a sales\/RFP inquiry. We go beyond risk to rewards for our clients, our company, our colleagues, and the communities in which we serve. We seek better ways to manage risk and define more effective paths to the right outcome.<\/p>\n<h3 id=\"toc-1\">How Can Traders Avoid Overleveraging Their Accounts?<\/h3>\n<ul>\n<li>For example, a signal from a crypto trading bot app indicating RSI oversold can trigger a buy order in 3Commas.<\/li>\n<li>Overleveraging occurs when you trade positions too large relative to your account balance.<\/li>\n<li>Generally, most traders won\u2019t risk more than 1-2% of their capital for each trade and no more than 5% across all their open positions.<\/li>\n<\/ul>\n<p>It\u2019s a sophisticated risk management technique that can protect against adverse market movements. Strategies such as scaling into positions to manage entry points, and knowing when to increase or decrease leverage based on the performance of day trading activities, are critical. Calculating alpha and beta involves statistical analysis, comparing the returns of the portfolio against market indices to determine performance and risk characteristics. Passive risk, or beta, assesses the volatility of an investment portfolio relative to the market as a whole. Traders should regularly review their positions, assessing the balance between risk and reward by analyzing price trends, moving averages, and resistance levels.<\/p>\n<ul>\n<li>A stop-loss point is the price at which a trader will sell a stock and take a loss on the trade.<\/li>\n<li>Clear progression from simulated trading into real capital environments.<\/li>\n<li>Understanding beta enables traders to gauge the overall risk level of their portfolio and make adjustments to align with their risk tolerance.<\/li>\n<\/ul>\n<h2 id=\"toc-2\">Emotional Trading<\/h2>\n<p>Read our comprehensive position sizing article for further information on this topic. Investing across different asset classes\u2014such as equities, bonds, commodities, and real estate\u2014further reduces risk. <a href=\"https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/\">iqcent broker<\/a> For example, you might combine trend-following strategies with mean-reversion strategies. For example, instead of putting all your capital into one stock, you might invest in a mix of stocks, bonds, and commodities.<\/p>\n<div style=\"display: flex;justify-content: center;\"><iframe width=\"606\" height=\"459\" src=\"https:\/\/maps.google.com\/maps?q=&#038;t=&#038;z=15&#038;ie=UTF8&#038;iwloc=&#038;output=embed\"><\/iframe><\/div>\n<p>That way, you can suffer a string of losses\u2014always a risk, given the random distribution of results\u2014and not do too much damage to your portfolio. Being a winning trader over the long haul  is a function of <a href=\"https:\/\/sashares.co.za\/iqcent-review\/\">https:\/\/sashares.co.za\/iqcent-review\/<\/a> your winning percentage and the size of your wins and losses. Institutions often seek crypto trading bot software that can execute high-frequency strategies while maintaining compliance visibility.<\/p>\n<h3 id=\"toc-3\">Complete Guide: How To Secure Your Cryptocurrency Assets Across Multiple Platforms In 2025<\/h3>\n<p>On May 6, 2010, the U.S. stock market experienced a rapid and severe decline, known as the Flash Crash. The investment bank&#8217;s aggressive leveraging and exposure to risky assets left it vulnerable. What if we take a long position and the  upward trend reverses into a downward trend? Think about this,When you\u2019re about to take a trade, what&#8217;s the first <a href=\"https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/\">https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/<\/a> assessment that you do?<\/p>\n<div style=\"text-align:center\"><iframe width=\"562\" height=\"312\" src=\"https:\/\/www.youtube.com\/embed\/fGoz6pU_cX4\" frameborder=\"0\" alt=\"risk managed trading strategies\" allowfullscreen><\/iframe><\/div>\n<h2 id=\"toc-4\">Step 4 &#8211; Plot The Entry And Exits<\/h2>\n<ul>\n<li>Trading signal automation ensures that whenever a strategy condition is met, the system responds the same way every time, without hesitation or emotional interference.<\/li>\n<li>Geographical diversification involves spreading your investments across different global markets.<\/li>\n<li>It acts as a safety net in CFD trading, protecting you against sudden unfavorable market movements.<\/li>\n<li>This video talks about how position sizing, and maintaining risk management such as stop loss, and take profit are the proven tools to manage day trading risks.<\/li>\n<\/ul>\n<p>No representation is being made that any account will or is likely to achieve profits similar to those shown. Customers of TWP programs and consumers of its content should take this into account when evaluating the information provided or the opinion being expressed. This may reflect the financial or other circumstances of the individual or it may reflect some other consideration. Adhering to a predetermined plan and using tools like stop-loss orders can help mitigate emotional reactions.<\/p>\n<div style=\"border: grey solid 1px;padding: 15px;\">\n<h3>Crypto Trading Risk Management 2025: Safety, Trust, and Accountability Are Not Optional &#8211; Blockchain News<\/h3>\n<p>Crypto Trading Risk Management 2025: Safety, Trust, and Accountability Are Not Optional.<\/p>\n<p>Posted: Mon, 29 Dec 2025 08:00:00 GMT <a href=\"https:\/\/news.google.com\/rss\/articles\/CBMiugFBVV95cUxNQ0tZb2diM3I1akhpS1lmdThPME5zZVppTFpITnZwZEFmbHFMN3NVa2YwQjBkX0hrV0VrTTAxd2F4R2k1WFpsYVB6cFV1X2RHQk9uYkR5RUE2NzQxMTN4ekNPa2VWOXh6TDZNSTNYY2g0aFRYLWFibi00QzFwOXdQUzRjWUI4aFo4TWVXMnU5elNJQ1BxZmNiZ0g4bmJEcmtFeW1yVVFjYVptNEdCaHVhUmUyWU9tc3h5T2c?oc=5\" rel=\"nofollow\">source<\/a><\/p>\n<\/div>\n<h3 id=\"toc-5\">Company Resources<\/h3>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" 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width=\"308px\" alt=\"risk managed trading strategies\"\/><\/p>\n<p>After experiencing losses, traders may increase position sizes or take excessive risks attempting to recover quickly. By diversifying your portfolio across multiple financial instruments and markets, you can mitigate risk-offsetting potential losses in one market with gains in another that  move in your favour. We already covered how trading on margin through leverage works earlier in this article and the potential risks it could entail, which is why placing a stop-loss order in every position is an essential factor to try and prevent any substantial losses from occurring if and when the market does move against you.<\/p>\n<div style=\"text-align:center\"><iframe width=\"567\" height=\"315\" src=\"https:\/\/www.youtube.com\/embed\/VmPCrMzGos8\" frameborder=\"0\" alt=\"risk managed trading strategies\" allowfullscreen><\/iframe><\/div>\n<p>Tools that track real-time spread and latency enable execution of arbitrage strategies using AI crypto bots or Smart Trades. Best suited for long-term investors who want passive exposure management, it also supports cryptocurrency automatic trader functions across multiple exchange APIs. The platform appeals to discretionary traders who want full control but still benefit from automation. It complements the use of crypto trading tools by offering a macro-level view of financial health beyond just token holdings. While Zapper is ideal for hardcore DeFi users, the lack of centralized exchange integration may hinder hybrid traders.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" 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\" width=\"302px\" alt=\"risk managed trading strategies\"\/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Our Plans How Can Traders Avoid Overleveraging Their Accounts? Emotional Trading Step 4 &#8211; Plot The Entry And Exits Company Resources Understanding Fomo And Fud The importance of this calculation cannot be overstated, as it forces traders to think through their trades and rationalize them. A stop-loss point is the price at which a [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[638],"tags":[],"_links":{"self":[{"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/posts\/33927"}],"collection":[{"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/comments?post=33927"}],"version-history":[{"count":1,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/posts\/33927\/revisions"}],"predecessor-version":[{"id":33928,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/posts\/33927\/revisions\/33928"}],"wp:attachment":[{"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/media?parent=33927"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/categories?post=33927"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/tags?post=33927"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}