{"id":2461,"date":"2021-12-28T12:47:28","date_gmt":"2021-12-28T12:47:28","guid":{"rendered":"https:\/\/www.mediskin-edegem.be\/?p=2461"},"modified":"2025-04-21T06:19:25","modified_gmt":"2025-04-21T06:19:25","slug":"fibonacci-indicator-for-successful-entry-levels","status":"publish","type":"post","link":"https:\/\/www.mediskin-edegem.be\/?p=2461","title":{"rendered":"Fibonacci Indicator for Successful Entry Levels"},"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\">Using Fibonacci retracements &#8211; During an uptrend<\/a><\/li>\n<li><a href=\"#toc-1\">Rockfort Markets Ltd 2021<\/a><\/li>\n<li><a href=\"#toc-2\">Ready to trade at<\/a><\/li>\n<li><a href=\"#toc-3\">Limitations of using Fibonacci retracement levels<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img 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width=\"254px\" alt=\"how to use fibonacci retracement in forex\"\/><\/p>\n<p>0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144\u2026 and on to infinity. It made a profound impact on European thought because making arithmetical operations with Arabic numerals was far quicker and more efficient than the old Roman system. The book was widely copied and drew the attention of the Holy Roman emperor Frederick II, who granted a salary to Fibonacci in recognition for the services he had given. Download this free eBook for the top 25 most essential rules necessary to become a disciplined trader. Heikin Ashi Candlestick PatternThe Heikin Ashi Candlestick pattern is almost the same as the traditional candlesticks, with one big difference\u2014the former is an averaged out version of the latter. Get to know us, check out our reviews and trade with Australia&#8217;s most loved broker. Earn your way to flexible terms, cutting edge platform, and a dedicated conversion specialist.<\/p>\n<div style='border: black solid 1px;padding: 13px;'>\n<h3>Is USDCAD ready to pull back &#8211; FOREX.com<\/h3>\n<p>Is USDCAD ready to pull back.<\/p>\n<p>Posted: Mon, 19 Sep 2022 07:00:00 GMT [<a href='https:\/\/www.forex.com\/en-ca\/market-analysis\/latest-research\/is-usdcad-ready-to-pull-back\/' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Firstly, we will plot  our Fibonacci levels on our desired price chart, keeping in mind, that will need to select the most significant swing low and swing high. Once we\u2019ve done that, we will monitor the price action at these important junctures.<\/p>\n<h2 id=\"toc-0\">Using Fibonacci retracements &#8211; During an uptrend<\/h2>\n<p>We do a deep dive into learning how to harness the power of the Fibonacci retracement tool to derive Fibonacci retracements, expansions and extensions. Day trading in the foreign exchange market is exciting, but there is a lot of volatility. Price pulled back right through the 23.6% level and continued to shoot down over the next couple of weeks. Click on the Swing Low and drag the cursor to the most recent Swing High. Then, for downtrends, click on the Swing High and drag the cursor to the most recent Swing Low. Learn how to trade forex in a fun and easy-to-understand format. What is significant about this pattern, however, is that the ratio of any number to the next one in the sequence tends to be 0.618.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"how to use fibonacci retracement in forex\"\/><\/p>\n<p>If it&#8217;s an uptrend, you want to start with the swing low and drag your Fibonacci level all the way up to the swing high. If it\u2019s a downtrend, you start with the swing high and drag your cursor all the way down to the swing low. You can also read the strategy on how to use currency strength for trading success. At one time, the AUDUSD downtrend offered an interesting chart to search for short setups. In fact, the price had already approached the 38.2 retracement level, which could have easily become a turning spot for downtrend continuation. Now that we have introduced the name to all our fellow traders, let us move on to explain how to trade with Fibonacci? Having knowledge is one element, but actually implementing is a whole other matter.<\/p>\n<h2 id=\"toc-1\">Rockfort Markets Ltd 2021<\/h2>\n<p>A simple way to remember how to draw Fibonacci levels correctly is to just look at the direction of the price and follow that direction. These values are then commonly used in technical indicator settings such as moving averages, MACD, Stochastics, and so on. The only way to master trading with Fibonacci is to practice. Traders apply for the Fibonacci numbers not just for retracements. But there is no proven academic research, or otherwise, that gives any conclusive evidence of the \u2018power\u2019 of trading with Fibonacci numbers. Although most trading platforms can make these calculations automatically, but it\u2019s still good to understand how you can do this on your own. Enter a long position one pip above the high of the reversal candlestick pattern.<\/p>\n<ul>\n<li>The screenshot in the bottom shows the same Fibonacci retracement but on the lower, 4 hour timeframe.<\/li>\n<li>79% of retail investor accounts lose money when spread betting and\/or trading CFDs with this provider.<\/li>\n<li>Then, using the Fibonacci retracement tool, you can drag your cursor across these two points.<\/li>\n<li>But no matter how often you use this tool, what&#8217;s most important is that you use it correctly every time.<\/li>\n<li>Fibonacci is used only as a separate instrument but in a famous theory, like that of Elliott Waves.<\/li>\n<\/ul>\n<p>The most popular Fibonacci retracement levels the four shown in the aforementioned diagrams. When a market has approached or passed a significant price support or resistance level. Fibonacci levels seen to be highly significant.The 50% level is not a component of the Fibonacci number sequence. That a market will retrace around 50% of a significant move before picking up momentum <a href=\"https:\/\/www.bigshotrading.info\/blog\/fibonacci-retracement\/\">how to use fibonacci retracement in forex<\/a> and continuing its trend. Eventually, we once again see prices breaking down lower, albeit with another instance of some consolidation happening near the same retracement levels. If one removes the initial Fibonacci levels, then this price action would not many any sense. Especially if you redraw the retracements from the previous high to the new low that formed.<\/p>\n<h2 id=\"toc-2\">Ready to trade at<\/h2>\n<p>Unfortunately, many new and inexperienced traders are unfamiliar with the proper use of the tool for achieving the best results. We\u2019ve addressed some of the <a href=\"https:\/\/www.bigshotrading.info\/\">https:\/\/www.bigshotrading.info\/<\/a> best practices in applying Fibonacci retracements to the charts, and presented a trading strategy  that incorporates fib levels as a primary component.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"258px\" alt=\"how to use fibonacci retracement in forex\"\/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Using Fibonacci retracements &#8211; During an uptrend Rockfort Markets Ltd 2021 Ready to trade at Limitations of using Fibonacci retracement levels 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144\u2026 and on to infinity. It made a profound impact on European thought because making arithmetical operations with Arabic numerals was&hellip;&nbsp;<a href=\"https:\/\/www.mediskin-edegem.be\/?p=2461\" rel=\"bookmark\">Read More &raquo;<span class=\"screen-reader-text\">Fibonacci Indicator for Successful Entry Levels<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_seopress_titles_title":"","_seopress_titles_desc":"","_seopress_robots_index":"","_seopress_robots_follow":"","_seopress_robots_imageindex":"","_seopress_robots_snippet":"","_seopress_robots_primary_cat":"","_seopress_robots_breadcrumbs":"","_seopress_robots_freeze_modified_date":"","_seopress_robots_custom_modified_date":"","_seopress_robots_canonical":"","_seopress_social_fb_title":"","_seopress_social_fb_desc":"","_seopress_social_fb_img":"","_seopress_social_fb_img_attachment_id":0,"_seopress_social_fb_img_width":0,"_seopress_social_fb_img_height":0,"_seopress_social_twitter_title":"","_seopress_social_twitter_desc":"","_seopress_social_twitter_img":"","_seopress_social_twitter_img_attachment_id":0,"_seopress_social_twitter_img_width":0,"_seopress_social_twitter_img_height":0,"_seopress_redirections_value":"","_seopress_redirections_enabled":"","_seopress_redirections_enabled_regex":"","_seopress_redirections_logged_status":"","_seopress_redirections_param":"","_seopress_redirections_type":0,"_seopress_analysis_target_kw":"","neve_meta_sidebar":"","neve_meta_container":"","neve_meta_enable_content_width":"","neve_meta_content_width":0,"neve_meta_title_alignment":"","neve_meta_author_avatar":"","neve_post_elements_order":"","neve_meta_disable_header":"","neve_meta_disable_footer":"","neve_meta_disable_title":"","footnotes":""},"categories":[56],"tags":[],"class_list":["post-2461","post","type-post","status-publish","format-standard","hentry","category-forex-education"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.5 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Fibonacci Indicator for Successful Entry Levels - MediSkin - Edegem<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.mediskin-edegem.be\/?p=2461\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Fibonacci Indicator for Successful Entry Levels - MediSkin - Edegem\" \/>\n<meta property=\"og:description\" content=\"Content Using Fibonacci retracements &#8211; During an uptrend Rockfort Markets Ltd 2021 Ready to trade at Limitations of using Fibonacci retracement levels 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144\u2026 and on to infinity. 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