{"id":24580,"date":"2024-02-13T00:33:47","date_gmt":"2024-02-12T23:33:47","guid":{"rendered":"https:\/\/www.cdj-bouffort.com\/?p=24580"},"modified":"2024-09-03T22:51:53","modified_gmt":"2024-09-03T20:51:53","slug":"tips-on-how-to-use-fibonacci-to-trade-foreign","status":"publish","type":"post","link":"https:\/\/www.cdj-bouffort.com\/index.php\/2024\/02\/13\/tips-on-how-to-use-fibonacci-to-trade-foreign\/","title":{"rendered":"Tips On How To Use Fibonacci To Trade Foreign Exchange"},"content":{"rendered":"<p>In conclusion, Fibonacci buying and selling methods is normally a useful addition to a forex trader\u2019s toolbox. The Fibonacci technique is a strong device in Forex buying and selling that may assist traders determine potential assist and resistance ranges, as well as potential entry and exit points. By using Fibonacci retracement ranges, extensions, and time zones, traders can achieve <a href=\"https:\/\/www.xcritical.in\/blog\/how-to-use-the-fibonacci-retracement-indicator\/\">fibonacci indicator<\/a> a deeper understanding of market developments and make extra informed trading decisions. The Fibonacci strategy in forex trading offers a sturdy framework for figuring out potential entry and exit factors in the market. By understanding the Fibonacci sequence and applying retracement levels, merchants can acquire useful insights into market dynamics and improve their trading performance. Integrating Fibonacci evaluation with different technical indicators, corresponding to transferring averages, and contemplating fundamental components can further enhance the reliability of trading alerts.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"403px\" alt=\"Fibonacci Forex Trading Strategy\"\/><\/p>\n<h2>Step #1 Find A Robust Down Trend\/ Uptrend That Is Forming<\/h2>\n<p>The first class requires an examination of long-term forex tendencies, figuring out harmonic ranges that triggered major development modifications. Active market players will spend extra time targeted on the second class, in which Fibonacci grids are positioned over brief term price action to build entry and exit methods. The horizontal traces, also referred to as Fibonacci retracement levels, show potential assist and resistance ranges. It reveals the extent to which the worth has reversed a previous motion. A retracement to one of the aforementioned asset value ratios typically occurs prior to that, though. Fibonacci retracements are two points related by traders that they contemplate relevant, usually a high level and a low level.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"404px\" alt=\"Fibonacci Forex Trading Strategy\"\/><\/p>\n<h2>Drawing Fibonacci Retracement Degree In A Downtrend<\/h2>\n<p>This happens each single day, which is why it&rsquo;s critical to have a method that can assist you realize if this break could occur. This rule is the important step to the technique so you have to pay shut attention. Now you will get your Fibonacci Retracement tool out and place it at the swing low to the swing excessive.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"408px\" alt=\"Fibonacci Forex Trading Strategy\"\/><\/p>\n<h2>Forex Trading Using Fibonacci Strategies<\/h2>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"405px\" alt=\"Fibonacci Forex Trading Strategy\"\/><\/p>\n<p>So as the value strikes down you&rsquo;ll be transferring you stop loss accordingly. Our group tested a number of totally different methods with this technique and agreed that a trailing stop loss is the finest way to go together with the Fibonacci Channel Trading Strategy (Try out this trailing stop EA strategy here). The solely purpose to attend for a candle to close above the 38.3% fib line is as a outcome of it is in between the 38.2%-50% strains for this instance. Because we&rsquo;d like the price strikes to hit our development line, stall, and return within the direction of the trend.<\/p>\n<p><a href=\"https:\/\/www.xcritical.in\/\"><\/p>\n<figure><img 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' alt='https:\/\/www.xcritical.in\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='401px'\/><\/figure>\n<p><\/a><\/p>\n<h2>Tips On How To Use Fibonacci To Trade Foreign Exchange<\/h2>\n<p>They can indicate help and resistance levels, stop-loss orders, and target prices. Even in a countertrend buying and selling strategy, Fibonacci ratios can play a key position. The use of Fibonacci ratios in financial markets did not begin with Fibonacci himself. He didn&rsquo;t particularly come up with the idea of Fibonacci retracement, which is at present utilized in buying and selling and funding. Effective risk administration is essential for long-term success in forex trading. Using Fibonacci retracement ranges might help merchants set precise stop-loss and take-profit levels, thereby managing threat extra effectively.<\/p>\n<h2>When Is The Best Time To Use A Fibonacci Foreign Currency Trading Strategy?<\/h2>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"409px\" alt=\"Fibonacci Forex Trading Strategy\"\/><\/p>\n<p>The Fibonacci retracement levels or settings are horizontal lines on a chart that indicate the positions that assist and resistance are most likely to take place. The idea behind Fibonacci retracement levels is that during a worth correction, the market usually retraces to one of these levels before resuming the unique trend. Traders can use these levels to establish potential entry points, in addition to to set stop-loss orders. Fibonacci arcs are used to determine potential areas of support or resistance based mostly on the arcs drawn from the numerous high or low in a value trend. Fibonacci followers are used to determine potential areas of help or resistance based on the diagonal strains drawn from the numerous excessive or low in a price trend.<\/p>\n<h2>What Are Fibonacci Retracements And Ratios?<\/h2>\n<p>Once in the commerce, the most important factor is to set our cease loss and goal profit. This ought to be the best a half of this strategy because the Fibonacci retracement might help in identifying stop loss and take revenue levels. Simply put the cease loss below the candlestick formation and set the target revenue on the swing excessive. In any case, Forex traders wish to place the Fib in the correct place, which is from the underside to top in an uptrend and from high to backside in a downtrend. This transfer from prime to bottom can also be called \u201cswing excessive swing low\u201d.<\/p>\n<ul>\n<li>Before delving deeper into practical examples, merchants need to have a primary view of the overall market being analyzed (EUR\/USD or USD\/ZAR etc.).<\/li>\n<li>Whereas on a smaller time frame, a dealer may use a Fib enter on a pullback.<\/li>\n<li>Fibonacci buying and selling in Forex entails using Fibonacci retracement ranges and Fibonacci extensions to determine potential support and resistance ranges, in addition to price targets.<\/li>\n<li>Nonetheless, in any trading strategy you select, it\u2019s advisable to use the a number of timeframe evaluation technique.<\/li>\n<li>It\u2019s generally identified as the \u201cGolden Ratio\u201d and regularly indicates potential development reversals and vital support or resistance areas.<\/li>\n<\/ul>\n<h2>Simple Fibonacci Retracement Technique<\/h2>\n<p>As a common rule of thumb, the stronger the underlying momentum, the extra doubtless that any retracement would be shorter-lived, and so would the 23.6% Fib. Weaker strikes, corresponding to that in the instance from the gold market, might see value retrace additional to the 61.8% Fib. Fibonacci retracement and Fibonacci extension are two terms that use the identical core ideas of Fibonacci to explain several varieties of value moves. The sample involved Fibonacci as a result of nonetheless far you take the number sequence, any quantity within the sequence is 1.618 occasions larger than the previous one.<\/p>\n<p>These merchandise will not be appropriate for everyone, and it&rsquo;s essential that you absolutely comprehend the risks concerned. Prior to creating any choices, fastidiously assess your monetary scenario and determine whether you&rsquo;ll find a way to afford the potential risk of shedding your money. Just earlier than we get to it, understanding what style of trading suits your personality is crucial to figuring out tips on how to use this idea in your total buying and selling plan. In our Fibonacci commerce instance, we are going to tailor the examples right here to bare chart traders and indicator-based merchants. So far, we now have coated an important elements of the Fibonacci buying and selling technique. Now, we will be putting every thing together to see how you can commerce this strategy on the chart.<\/p>\n<p>To allow you to identify areas of significance, draw retracement ranges on all major value swings and look out for areas with a cluster of Fibonacci levels. The subsequent step is supplementing your foreign foreign money trading technique with extension levels. Extensions use Fibonacci numbers and patterns to find out profit taking factors. Fibonacci trading instruments, nevertheless, are inclined to undergo from the identical problems as different universal trading methods, such because the&nbsp;Elliott Wave concept. That said, many merchants find success using Fibonacci ratios and retracements to position transactions within long-term price tendencies. Fibonacci retracement ranges usually indicate reversal points with uncanny accuracy.<\/p>\n<p>These traces assist traders establish potential help and resistance areas on the chart. Add long-term Fibonacci grids to favorite currency pairs and watch worth action close to in style retracement levels. Add shorter time period grids as part of day by day commerce preparation, utilizing alignments to search out the most effective prices to enter and exit positions. Add different technical indicators and look for convergence with retracement levels, elevating odds that costs will reverse in profitable counter swings. Fibonacci grid functions could be roughly divided into two categories, historical evaluation and trade preparation.<\/p>\n<p>The curvature of these arcs permits merchants to visualise the potential trajectory of worth actions. It\u2019s a robust device for spotting potential turning points available in the market. In Fibonacci trading, numerous instruments play a pivotal function in analyzing charts and predicting market movements. While Fibonacci retracements are widely generally identified as the most popular Fibonacci tools, there are different Fibonacci tools you must be aware of. So, let\u2019s dive into the various varieties of Fibonacci tools that merchants use to navigate the financial markets.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>In conclusion, Fibonacci buying and selling methods is normally a useful addition to a forex trader\u2019s toolbox. The Fibonacci technique is a strong device in Forex buying and selling that may assist traders determine potential assist and resistance ranges, as well as potential entry and exit points. By using Fibonacci retracement ranges, extensions, and time &hellip; <a href=\"https:\/\/www.cdj-bouffort.com\/index.php\/2024\/02\/13\/tips-on-how-to-use-fibonacci-to-trade-foreign\/\" class=\"more-link\">Continue reading <span class=\"screen-reader-text\">Tips On How To Use Fibonacci To Trade Foreign Exchange<\/span><\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[100],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.6 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Tips On How To Use Fibonacci To Trade Foreign Exchange - SCP B\u00e9reng\u00e8re BOUFFORT<\/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.cdj-bouffort.com\/index.php\/2024\/02\/13\/tips-on-how-to-use-fibonacci-to-trade-foreign\/\" \/>\n<meta property=\"og:locale\" content=\"fr_FR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Tips On How To Use Fibonacci To Trade Foreign Exchange - SCP B\u00e9reng\u00e8re BOUFFORT\" \/>\n<meta property=\"og:description\" content=\"In conclusion, Fibonacci buying and selling methods is normally a useful addition to a forex trader\u2019s toolbox. The Fibonacci technique is a strong device in Forex buying and selling that may assist traders determine potential assist and resistance ranges, as well as potential entry and exit points. By using Fibonacci retracement ranges, extensions, and time &hellip; Continue reading Tips On How To Use Fibonacci To Trade Foreign Exchange\" \/>\n<meta property=\"og:url\" content=\"https:\/\/www.cdj-bouffort.com\/index.php\/2024\/02\/13\/tips-on-how-to-use-fibonacci-to-trade-foreign\/\" \/>\n<meta property=\"og:site_name\" content=\"SCP B\u00e9reng\u00e8re BOUFFORT\" \/>\n<meta property=\"article:published_time\" content=\"2024-02-12T23:33:47+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2024-09-03T20:51:53+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"\u00c9crit par\" \/>\n\t<meta name=\"twitter:data1\" content=\"Deleglise45\" \/>\n\t<meta name=\"twitter:label2\" content=\"Dur\u00e9e de lecture estim\u00e9e\" \/>\n\t<meta name=\"twitter:data2\" content=\"7 minutes\" \/>\n<script type=\"application\/ld+json\" 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8wfuj+jLJYw+YP3R\/RlkgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIitkvAiIli8CIiWLwIiJYvAiIli8CIiWLwIiJYvAiIli8CIiWLwIiJYvAiIli8CIiWLwIiJYvAi+lWApZAijFzkmMI4gFtSM5HYAEW9LuTs381btuuDPJYWuFi7HA8RzeDyFVsxWfBrO7v+DWmj54J93n3XUVTUV02K4MMnmKj26UcPFcccEDWLMVeS3PGHGHBTjk555WDn0b1OvgfB1kWxBZgoQGqDu5RvKPhbRjM1Up\/BfP4lp34ve9foS6qkik9psFPjrPgtphCcYoZJIgNjeLjgGQY5NPMlYSbUPRqoxEEREBERAREQYw+YP3R\/RlksYfMH7o\/oyyQEREBERAREQEREBERAREQEREBERAREQFObKZKtWKR7VdrLSMLAzhGe67O+r\/SdGvN0epQaLZhYs4dWlHzG33asfBpxaJoq+J2TaXSdnsjSv3a9Kti2OxenCCEGhr85G+mr6fss2ru\/qF10Lhg4OY9mqkNuzUrWoJ5uJM6tcG4k3beDjOM9BaEzP8AZWXyQNmYasV\/azI6BVxMUsVMzboMQ3rUwa9LsBNE31matfBNts23NDO4LKOzTWymt43e01hryE7wgHrKtKMT\/wADXrnxTFv8R0w50eB4G2rqq7uA\/OfGfu4exrp858Z+7h7GuqlnsXLRtz07I8XPSnOCYPUcbuL6fU\/Tr9bLSWWs8XZHTDHUmBtq6p7r1858Z+7h7Gunznxn7uHsa6oqJrPF2R0wakwNtXVPdevnPjP3cPY10+c+M\/dw9jXVFRNZ4uyOmDUmBtq6p7r1858Z+7h7Gunznxn7uHsa6oqJrPF2R0wakwNtXVPdevnPjP3cPY10+c+M\/dw9jXVFRNZ4uyOmDUmBtq6p7r1858Z+7h7Gunznxn7uHsa6oqJrPF2R0wakwNtXVPdevnPjP3cPY10+c+M\/dw9jXVFRNZ4uyOmDUmBtq6p7r1858Z+7h7Gunznxn7uHsa6oqJrPF2R0wakwNtXVPdevnPjP3cPY10+c+M\/dw9jXVFRNZ4uyOmDUmBtq6p7r1858Z+7h7Gunznxn7uHsa6oqJrPF2R0wakwNtXVPdevnPjP3cPY10+c+M\/dw9jXVFRNZ4uyOmDUmBtq6p7r1858Z+7h7Gunznxn7uHsa6oqJrPF2R0wupMDbV1T3WbZbMwV9oad94+Lq18pWsFFuszBCEsZF5I83kizvo3qXYeECtW8AydEcrjLEu2W10F3HSBdjkjr1H3i8KumH\/at5bBoXqXnhNFz650pvP1daimKKYpj6PRvBx4L4HgoTymNrlsPtJkZ8o8l2ONpq5vIQWqW9\/wB2Jc0bbvtOo7ZjhYA48oVmKn4Fjzt2KTSFu3rgWLxXaONjhd9Dia1uSEbNzDG7P0rgaLGzK7tnygGxc2Nq3ahUTv3bkcvHU52lt2a81OOW5NkQZ3eOdr7mLMTNpzs3MuJoisQCIiIIiICIiDGHzB+6P6MsljD5g\/dH9GWSAiIgIiICIiAiIgIiICIiAiIgIiICIiApHZrDTZG9XoVR3rF6cIIm9DEb+cX2RbUn+66jl6R+SJs5DRqX9rsjoFbHQTQ0yNubyGZ7Mwa9J6s0LaekjZJmyx7tn5VGahwuEx+x2OLQY4IZr7t0vEDu8Qm7ftyziUrt9hvWuDcG+1UuEy9TJw6605xeUOf6WAvJnif70bk34L4bcbSTZfJ2slZ\/5b05SOOurRh0RRD9kAYR\/koVSI9iZeivlhbLRTeA7VY\/SSpmYoo7UgdHGPHvVZn06HKIXB\/rjFedV6b+THlIdoNnsjsdfJt4YJJscZvqQxGW87x6+mGwQG2nokXnLP4mahcnpWh3LFKY4Zwf0GD6at9l20dn9RMkbCWiiKRwGHluzNFE2mnPJKTeRGPrJ\/X9n0rZRRVXVFNPvMteLi04dM11TaI+WiEZExOIu7RsxG7M+gs7sLOT+hnImb+awXT9qMRFRwk0ULc7lDvyOzb8hcYHOT\/\/AKXMF6c5lJy1UU1TeZi8vD4b4hTnKKq6YtEVTEf82iPcRFf9hdjdd21cHm5nhrG3T6jlZ\/R9h\/q1WGVyteYr0aP3nY2Z7P4WUw9PEn+kfWZUIxcX0dnZ205nbR+dmduZ\/qdvxWKmNtX\/AOp2v\/zv\/wCmFm\/9KHWrFo0K5p2TMcnowMXzMOmv4vETzF9grG8RSsL8XGQgUn7LEWug6+kuboZSmyeBe9No5jFCDsxm5DvE\/VxC\/ORv\/wClc+EapHXxQQwiwAFiNhFvS+hu7u\/SRP06uvZgZCqvBqxp9qYj2\/5lzs14tRhZijL0+9VUxf8A4ju5kiIue6wiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIMYfMH7o\/oyyWMPmD90f0ZZICIiAiIgIiICIiAiIgIiICIiAiIgIiIJTZPBzZPIVcfWbWe\/Yjgj5uYd99CkL7IDvE\/1C69B\/KtzsOIxOO2Pxz7sdaGKa\/uPo7gOrwxyeneklcpn+6PrXz+SXgIcZj8jthkm3YKNeWKi5Nzu0bO9qQG9JkW5C39a4HtntBLlcnayNl9Zr9gpSb0AL80cbfZCMQH+lT5ll8IhERVin+DzamXC5ark4NXKlMxGDPpxsL+TNC\/1FG7t+C7b8sLZiKwNHavH6HUy8MMVow6N9xcq05aczOQaxv9cYrzmvTfyX8tFnsBkdj8gWusJzY8i6RiJ2J2DX9qKxuyN9RupO1lDzIrFwe4x7N8NdeLr6TS6a6Puv8ARi+nrL0fZJRm0WImx9yxSsjuWKM5wTD6N6N9NW9Yu2hM\/qJlcsT\/ANMwZ2H8mxf\/AOP1tvs7Q6fUwb0n810PD8OKsTTq\/LTF5\/ZyfF8aaMHy6Pz1zox+\/wAz+0I\/bXakpjtVBZigc4xiJtNWOEmcy1\/aEiYm0+plTkRaMzmKsevSq\/8AoerJ5OjLYcUURbb\/AFta4z6c\/Rpz6+rT0sumy35MViISN3kt2ZBLSYiPRy0Mxfe52EY2Yf4kqfsLi\/C78Yu2scL8dL6nEHbQX+8W634rY4Rcp4TfIRfWOo3Ehp0OTc8pfm8n+hl7cpVOXwKsb4mfan\/MuXn6Kc3maMva9NP4q\/8AEfuh85caxamnZnFp5XNhfR3Zn6GfTm5lpIn\/APaMuZVVNU3n5l26KIw6Ypj2iI\/9LhwXYtpLJWpNGjpC+6T9HGk3M\/8AAQ3n\/mKjtpNppLnGxvzwHYaWBnbQoxFnBmb6iHR9H9OqsWb\/AOmYSOq3NPe143TTVt5t6Z\/5DuR\/zXPl081XOBhU4FM2m16v6z9P2hxMjh05rHrzVUXi9qP6U\/WP6yIiLlO8IiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDGHzB+6P6MsljD5g\/dH9GWSAiIgIiICIiAiIgIiICIiAiIgIi\/QZtW16NW1f1N6VYJ9ofil9jNn5crkquOrNrNfnGIX01YBfnkkf7IRsZf0qyNiMN74Xa\/6rpXBXjHwUMm0tCAZaoQnFyjd0OCEHMY5Ci0cS3nLQN5tel2Xvnw6u35qeqHI1zh3\/ACV9Et\/5Wm0EOMx2O2PxzsMFGvDLeYeZ3aNm8GjPTpMy4yZ\/6F5rXTdqJcbkr1i\/bvPJYvTFNKTSaCzk\/MINp5IC2gs3qZlG8kYb3wu1\/wBVY8Mr3qeqCfGsPcq6JURFe+SMN74Xa\/6pyRhvfC7X\/VXVte9T1QmucPcq6JURT3B9tNLhstUyUGu\/RnYyFn04yItQmifTpYoyJv5sp3kjDe+F2v8AqnJGG98Ltf8AVTVte9T1Qa5w9yrol2T5TGxMOVsYraXH6HTzMcIXjHTTdYONgmfT9oo2OJ\/rAFw\/hQybS2hrB\/x0h3XZujjCZtfyjuj+ZdU2FyB3qcGAxsz3o6JTWoazGLyiJab3OejFGDmTsPo40v5UXP7NY6tcngu2JYbcMxNZilk0kCV33iYtG0595n5vWy9lOUmjLzh0106VU\/i\/FHxHxDm1eIRiZyMavDq0KKfw\/hn5n5nl7ObIr3yRhvfC7X\/Vfehs5ip5GjhsHKZM7sAyc7szav6OZtF5afC65m0VU9UOhX45hUxNU0VREf8AjL82d\/6bhZbj8091m4nXp59Rgb+HnSLnzv6fX0u\/6uur7U8nzblazZaLwR9GhA93dfdFm3m06WH9XUHyRhvfC7X\/AFXszuTmrRw6aoimiLfmj5+rneG+I00aeLXRVNWJN\/amZ9v0xyURWLg9xXhN8HJtY6ukx+p3F\/oxf+Jc\/wDS6meSMN74\/a\/6qyY+nTx1QiGZ4orumk5l5ZbwPubj6c2guRdHpdYZPwyYxIrrqiaafebTybfEfGonBnDw6aorq9ovTMf1t+zn+3uV8KvG4vrHX+hi0fmdh88v5nvfgygHV75Iw3vhdr\/qnJGG98Ltf9VpxsliYtc1zXTeZ3ob8t4lhYGFTh04dVoi35JTUONqTVISmr1Iy5KsjXx4y0Ypp7cdYCjsDdgfjDGQ2J9yfR2In6VG47A42WwUIjvvBHj9\/eyMcTG1oQO7ZEy8hvB9Xbi216X16Fr8kYb3t+0\/1TkjDe9v2n+q1atr3qeqG\/XOHuV9EtvC7NYyc467GRm8NSd7AWgZ5eNuS15omhfmjYawDK79LNq\/QtOSpXo56nGMEBVJ\/A2l8NaK5VlCUxGxNEU2o8TqxsxvztuuvtUo4mGQZYr0kckb6hJHM4kL9Gouzc3M7t\/N1nfq4uwfGT5CSU9GHfkmcn3W6BbVuYW9TK6tr3qeqDXOHuV9EvliqOOtzVvCWihkv27zS+DSRVoIo6raVYQrx6BFxxbrb7u3p09a+0uAxYyHFqYvLLbjA5bcYPVaCjHZjdwF3aRisucbOT8\/R0rW5Iw3vb9p\/qnJGG97ftP9U1bXvU9UGucPcr6JY7eY+rWx0MdVo\/8A6gbhO1mKxLZrvVgcbBCHlQAUjn5D+lnVGV75Iw3vb9p\/qnJGG98Ltf8AVNW171PVBrnD3KuiVERXvkjDe+F2v+qckYb3wu1\/1TVte9T1Qa5w9yrolREV75Iw3vhdr\/qnJGG98Ltf9U1bXvU9UGucPcq6JUmrXOUxjijOWSR9AihApJDf1CAeUT\/Uy2rOFtxTjWlp24rMunF1ZaliOxJr0bkBjxh6\/UymNmhmjzQviSum9eUyjlxbEd5qrNpPJButrvtCR869NYyOwV7Zu2J2yrVsPnSkjzccj7RyRR7nhLjo+8cxb0e446aLnVxozbY6+HVp0xV8XeR8jQmrSPFZgnrSszO8NqCWvKzP0O8czMTM6+r4e01fwp6lpqnvj1Z\/BfVp4Q7cXrr9a7F8oDE2cgOFmowXp6oYKaSKK9HMeZhgrSv4TNk3k1IxYiHQ+jRSWBkzOP2Us2cg2RvjmcRyfiMQ0U81SpQZmcsjbYW4uuzR+az+U\/O78yxuys4TYxViPieMrWY\/DGZ6vG15g8JYnZhevvN9Ozu7NqGvnMtWWMgIgMSAwdxMDFxISbmcSEucSZ26HXq\/Z\/aulnWoW2GxAY5eGvjiujE8dfLWqlaluY8Wd2krVo4ZLPPp5UkXMuFcNeyMWJvV+IksyR5Sp4Zu5Bha5GbzTQyNNuczuRRObP8AbSJLKGiIqgiIgIiIMYfMH7o\/oyyWMPmD90f0ZZICIiAiIgIiICIiAiIgIiICIiAiIgmdh9nJsvk6uNrf8t+cY2LTmjDpklL7IAxF\/Jd4+V3tJDRq0NkcdoFbHQQTXRDo8htKsJv6S1Z5n+sgWz8lfDQYTC5DbHIjuhHBLBQYm5yiAmGQo2fn35ZxGJtPZf1rzttNmpsjesX7Rb1i9Oc0r+hiN\/Nb7ItoLfdZT5lfiEciIskEREBERBObA7Sy4fK1MlXd9+jOJkDf+WJ33Zon+o43If5su5\/K+2bhuQUNrcdodXKQxRXDH1kO9VlL1PusUT\/WILzgvTHyWMzDmsLkdjsgWoy15Zse5c5DHI+srBr+1FOQSt951jO1YeZ1feD2AalKzkpW6BcImf0iHSzffk3R\/pVazGzdiplJcXMG7ar2nrGPo3mfRjb7Di7Hr6nVj4SbQ14K+NhfyYoxOT+A+TExfW7sRfgupkIjDirHn9Me390\/HJxPFZnFqoytP65vV\/bHvPP4Ui1OUshyG+pymRm\/2id3f\/26+aIudMzM3l2aaYpi0fEJTZXGeF3Iof2HLflf1RBzn\/DXzf6mU1wn5PjbbVw\/46Q7ujdHGEzOX5WYR\/kSkdh42oY2xkZG8qQd2Fn9Ii+6DN9+V\/hZUOWRzIjJ9SkIiN39JE7uTv8Axd3\/ABXSxP8AQy0Ufqr95\/t+ndxMH\/dZ2rE\/Thfhp\/un83L4YIiLmO4Ipe3s1biESkgIRkojfAnKN2KoTgzSi7Pz85i270+U3MtJ8bOx8W8E7Gw77xvDLvsHtbmmu79aDVRbZYyww7717DAwubm8ErCwNzOe87abmvpX0hw85MbvEYNDWK07zCUe9ALgLnHvt9I2pj0etBoIpiXZq0NQLm5G8E77sTx2askhl5OoNXjJ5t9mIXcdObVtVonj5xbUoJhZpOLdyhlZmk6t3dv+To8npQaqKQp4WzLYCsFebjpSjZgKKQXZpSYAkNnbUIt4m8t+ZaViJwMgLzozICZufyhdxdmf1asgwREQEREG1i8hNVmGetNLXmj13Jq8hxSDrzPumHO2rcy3LW016W0FyW9bktw\/8Vs7Mzzxt6o5XfeBvqZRKKCXsbT35JzsyXrZ2J4SryznZlKU4D5igI3fV4n9joX3+eeT4rieVMhxPF8VxHh9riuK3d3i+L3t3c3ebdUCiDZbITMEUbTStHUMpK0bSHuQSE7EUkQs+kZu4i+8Psss8xlJ7kzz255rMxMLFNZkOWR2FtBbfPn0ZvQtNEBERAREQEREGMPmD90f0ZZLGHzB+6P6MskBERAREQEREBERAREQEREBERBtw4ycxYgrzmBdBBDIQv8Awdm0dS2yuydi9frVDA60dqeOOW1YAoooInf6WU5JNBbdBifn9TMssVtlZrQBBG0W5E2g74O76a6876\/Wu8cGGLjPZS7tJn9QgiY3x8NZ3hKZotQbXe13nln0BvuuvfTRldH3qm\/19v5cqvFz+lMU0UzF\/a9U\/HJq\/Kqz4eB47ZrCRnLj8dFHLYkpgUkJkAuFeHfiZwN2Zykf6yFefOR7Putj+3l7lPvwgW9XdhgZnd9G4sn0b0Nrrzr88YFz1QdmXesowsnH655R3YTjeIcOnqnsgeR7Putj+3l7k5Hs+62P7eXuU94wLnqg7Mu9PGBc9UHZl3q+Xk9+eX8nneIcOnqnsgeR7Putj+3l7k5Hs+62P7eXuU94wLnqg7Mu9PGBc9UHZl3p5eT355fyed4hw6eqeyB5Hs+62P7eXuTkez7rY\/t5e5T3jAueqDsy708YFz1QdmXenl5Pfnl\/J53iHDp6p7IHkez7rY\/t5e5TWwty\/h8pVyVetZ4yjOMm40EzNJH0SxPzeaYOQ\/zX08YFz1QdmXenjAueqDsy71PKye\/PKO553iHDp6p7O\/8ADbVx1zK08\/TkE5rWNfwmEG1MCZh4qSUW5wsNGRx7jtr5DLzdm69u1ZlnKrZ1mN3Zngl8kG5gHo9AszLuHybZ620M9vH5FyivDC89CSAuLAwFt2QSjfXfMCcT\/g7+pc02p2kyWNv2aFoIBnoTnDKzRlo7g\/MY8\/mEO6TfeZeicTKThRgxVMRE3+PmZ\/f6PJRg5+nHqx5opmaoiI\/FPtEfT4+sqdyPZ91sf28vcvtRwFmWUI+InBpDEXM4ZBEGd+cid20Zmbn\/AJKY8YFz1QdmXerVsbn5rFae1b4sYK+rC4A4u7g29I\/O\/OzM4t+KZbK5XFrimKp5fSP3XOZ7PYGFNVVFMfSLTMzefaLRZF8I0UvF16NWCYoYAEieKKQx1FtyINRbR3Zmd9PtMqXyPZ91sf28vcrAXCDbd30GFmd30ZwJ9G9Da68\/8Vj4wLnqg7Mu9XNV5XGxJqmqY2Rb6R+6ZLDz2XwooiimfrMzVN5mfeb+yB5Hs+62P7eXuTkez7rY\/t5e5T3jAueqDsy708YFz1QdmXevP5eT355fy9fneIcOnqnsnsbtdaiBwLFzzNHXpR1N8ZtYDrNWad\/M8qGdqsesfodmfVauZz9mSvNBBSyEfhFeWJp5jmknbj7jXZGcxBt6JtOLYPU7qL8YFz1QdmXenjAueqDsy708vJ788v5PN8Q4dPVPZOHtbcKUyKhdKOSzbmeAincNyzRCg0Om7puC4cZ\/Po9Kxz+0Uk8HEQ4q1DG1S5WBiYycGtlUPRtAZyAPBtPK533+d1C+MC56oOzLvTxgXPVB2Zd6eXk9+eX8nm+IcOnqns+mz1+zUalpQsm+Nu2LTOwSjv8AHxRxMLeT5Djua68\/SpjEbVW4aVWA6NySSlLERycW+lkY7Phm9IZg8ozb\/NvM\/ob+Cg\/GBc9UHZl3p4wLnqg7Mu9PLye\/PL+TzfEOHT1T2T2N2qsgEIS4\/IEVfwY3mikljllOrcsXQCQyB3eAmn3HH7DKkXMbZklkk8FsNx0skm7xEr6b5OWmunPpqpnxgXPVB2Zd6eMC56oOzLvTy8nvzy\/k87xDh09U9kDyPZ91sf28vcnI9n3Wx\/by9ynvGBc9UHZl3p4wLnqg7Mu9PLye\/PL+TzvEOHT1T2QPI9n3Wx\/by9ycj2fdbH9vL3Ke8YFz1QdmXenjAueqDsy71PLym\/PL+TzvEOHT1T2QGLx5TXYKhMUZ2bcFZ2IXYweaQIucX9Lb\/Q66ltlwR162XqYalPlCuXcoNJ58li3q0Hj0J5LFWyz6WmHRn0H61zKC+MuQCzaKQBO1HLOdPQZwFiEiOvvvo0rM2ra+lmXZX4YamPr0YKU+YzR1c5BlJrWeeFpIoohIDq1XAifeMTLV35ud1z6\/n2+HXw5maY0vn6qfwl8H9SjjxyWKvTX6seUnxNzwquMEkVyAXNzDcd2KubM+mvP0KT2C4Jq1+jj5LeQlqXtp5LoYStFWGWAnpC7uVyR33gEyFxbd+pbG0u2WBmrQYmu2VbF289YzOXnOKqFsHmjMIq1QBJwJgIm8ovU62thuEzE1q2Ke7HkCtbHWMieIGAKzxXIbe88AWzImeEwJxd93XzVj7s2nPwJG+JrzwWJZMpP4ActMoRGowZCzYpxhHY13nmiKuRFq3QuebdYQcfkJa8JTS14y3a9ueEoWtCLMMk0LPzFA8m+zE2urMytezXClYq0b4yWLUtiwRtjKrkz0afhhyHesM7vvNPuSHGLM2jcbI\/MpHh44R6mcgqR1Btb0Nme1I90IwasM0UELUa24T70AFERa83nNzJ7o5MiIqgiIgIiIMYfMH7o\/oyyWMPmD90f0ZZICIiAiIgIiICIiAiIgIiICIiCw8HGy0uay9TGQa712dhkNm\/4oB8ueV\/VuxiT\/AILtPywdqooWo7K4\/QKmFhiK2AdHGCAjVhfTmdwj1N\/rkFSnyasZDs5s1kNr8gLMc0RRY4DbQiiF2AGj1596ey4jzeiNl5uzmUlu257lknOe7PJPMbvrqcpOZaa\/strpp9TKfMr8Q0kRFUEREBERAREQEREEzsRtFLicnVyVd\/paE4ysPoMPNkjL7JxkQ\/zXeflc7PQ5Cnj9r8d5dbIV4YrhD6GNtaspt0sTO5RP\/AF5tXpb5KWchy+KyWx+QdijtQSzUN99XYT\/AOcI2f8Aajk3Jm09ZKTtWHmyGMjIQBtSkJhAW9JE+jN+Lq+bdSDRx1fGxv5RixTO3pEX3id\/VvTc\/wDQ6z2c2Plo5u3BcHdPBynGbk2glLz8VIOvNuPF9J\/UCqG1GTe3cln\/AGSLdiZ\/RGHMH46a\/wBTrqYf+hlpr\/Vie0f2\/Xs4eN\/us7Th\/pwvxVf3T8R+3yjERFzHbEREBF0mpwdQyxRytYkYLHg1qNnYNeTOJiO9Yf7cUszB\/QSir3B9JEcDFYj\/APkNvSgDNJJVB4Wsscgs\/PE0ZCzyPozO+iClorvtNsEdKgdkzHWnbsVbBM5GMsgnCNcYhFtQZwkInIubmZulfHH7PVbVSlxPHxWr8lqMpbE8ZVY\/Ao45ppOLjDjHEhN9B15t30oKciulTg\/OaCvNHbr7t+UBrtJrGRwnOdYZ9x33\/PBy3GbVm5198NsCBy1pJbgPSuHVGOUIpRkmOzJYi4lgfnidnqzeWXN5vrQURFnOO6ZC3QJkza+pndlggIiICIiAiIgIiaoCIiAiIgIiICIiDGHzB+6P6MsljD5g\/dH9GWSAiIgIiICIiAiIgIiICIiCy7N7ISXoOOCUAbfIN0xJ31HTn8nm9Klq\/BybSBx1gOK3x43ixJjePVt9gcubf3ddNVRhN26Hdv4O69P\/ACd6EWzeyt\/a3IDvS24yjx0cnO5RCW5EIs\/pmsM3P6o2Xuox8tTTEVYd526Ux\/hy8XK5yquZoxtGPpGhE2\/7afDhl3zmPoYvGDyfjcaLO8EravIUYtHA2kT6bgBvPz+klyLxbz+8RfkkVSymTmtWJbM5kc1qU5pj1dtTkdyLRm6G1fo\/gtfjC9ovxdZxj5ThfdPZr9Ln+PHRHddfFvP7xF+SRPFvP7xF+SRUrjC9ovxdOML2i\/F1fPyvC+6eyekz3Hjojuuvi3n94i\/JIni3n94i\/JIqVxhe0X4unGF7Rfi6efleF909j0me48dEd118W8\/vEX5JE8W8\/vEX5JFSuML2i\/F04wvaL8XTz8rwvunsekz3Hjojuuvi3n94i\/JIni3n94i\/JIqVxhe0X4unGF7Rfi6efleF909j0me48dEd118W8\/vEX5JE8W8\/vEX5JFSuML2i\/F04wvaL8XTz8rwvunsekz3Hjojuuvi3n94i\/JIpjYrZi5icnVyNezE0tCwErNuSMxiz6SRF9k43If6lzLjC9ovxdOML2i\/F08\/K8L7p7HpM\/wAeOiO70Vwu5Qs1Zty12Cqd4IomY28toxAQJzePnKR2Ym19Tt6lyrxbz+8RfkkXXPknZyHK47I7I5B9QuV5pqJP57DJzWAAunfAyCVv61wPa\/C2MXkbOPtbzT0JyhPnfQtOcJB+yQOJf1LZiZ\/L4lqasP8ALFo\/F9OTRg+FZvBmqacaL1TefwR881g8W8\/vEX5JE8W8\/vEX5JFSuML2i\/F04wvaL8XWvz8rwvuns3+kz3Hjojuuvi3n94i\/JIni3n94i\/JIqVxhe0X4unGF7Rfi6efleF909j0me48dEd3RQ2SyAiItf0GOtLUAW43QaszuUsDN6Iyd3d2WxHs\/kx4vTItrBG8UbuDu7ROO48ZO7ayBuszaFr0MuZcYXtF+Lpxhe0X4unn5XhfdPY9JnuPHRHd0ezstkZWNpMg8jTsbSsfGk0nGOBHvs\/nalHG+r+wy16+xN2NgYLoi0LyvGwjIzA84sEzj6t4WZn\/gqBxhe0X4unGF7Rfi6efleF909j0me48dEd3R62yuQiijhjvsMVc+MhBgL6It7f1jJ23gbefe0bm1d1nQ2cycAsMOR4sQAQFhaTQREykFh1812MzfVvbJc14wvaL8XTjC9ovxdPPyvC+6ex6TPceOiO67FwcTu+r2ItXfV\/Ik6X51+eLef3iL8kipXGF7Rfi6cYXtF+Lp5+V4X3T2PSZ7jx0R3XXxbz+8RfkkTxbz+8RfkkVK4wvaL8XTjC9ovxdPPyvC+6ex6TPceOiO66+Lef3iL8kieLef3iL8kipXGF7Rfi6cYXtF+Lp5+V4X3T2PSZ7jx0R3T+z2znH52ripD5rGSr1JZB1byZJAA3HXnZ913XW+GTB1QqyFUjxJYjAZuGjka+JryRZiDzgYJsjY5rRmO87u3MxadOmq4RUsnFKE0ZOEsEgSxSN5wSRkxgbP62IWf+SuW3HClkMxUepZapFFLYG1belVCvJdsgO4M9sx\/wCWRm9Wi51fvVePaHYoiYpiKpvO1N8P9eiNfZ+zjqUWOgyGFOcoI33ifScgB55n8qaXdZtTL1uuhcBuAoSYCi9mlQKbIT5Rpa1+GGXIZyOGIngHDTSEz1yjk0HXm819NVxeLhAttNiZiCrK+zVd69COavxkRRO5u7WQJ9JX1N+fm6GUpgeF3I04Ioo46Ej0pbEuOsWKUcs+OK0RFN4FJrpEO8TuzOz6LG0sruk4TZ3C5PAVqY+A15a0Nae84N\/1ipJVsWSzZWz03+I8HaCMd59N4x0XPeHXYufHXCukFKKresyQQ1ccRONE68cT+BzsQs3HtCUZOTa6uR86qNPaazFVu14yFmzEsUl2fd\/+RLxRlM0fG\/sxFKW+46c7iKk9vuEK9m44I7vEMNUjl\/8AjQNC808ghGdmd2f6ScgjAdebo6EsKkiIqgiIgIiIMYfMH7o\/oyyWMPmD90f0ZZICIiAiIgIiICIiAiIgIiILRwVbISZ3NVMbHqw2JWKyYt\/xVY3Yp5Pqdg5m+shXW\/li7YRlZq7N0dAp4AI3njj5g8J4vdii5uZ2ihL8ZH9Sn\/k\/0otltkb+1lwW8JyELhjYz5iKNnIa0Y69dNoX8AF15myl6SzYlszk8k9qU5ppCfnKSQnIn\/F1j8yvw1kRFkgiIgIiICIiAiIgIiICIiCW2O2gmxWRq5Gs+k1CcJhbXRjYX8uIvsmDkP8AUu\/\/ACtMDDlMdj9r8c2\/BchhguuLdAnr4PLJ9oD3oX\/oXmpelPkl5+HJ4\/I7H5F96C7BNNSYvQJs3hEQfaE92Zv61J2rDzWil9sdn5sVkbOOstpNQmKI305jZucJB+yYOJf1KIVQREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQYw+YP3R\/RlksYfMH7o\/oyyQEREBERAREQEREBERAVt4Idjjz2cqY4Gfi5pd+2bf8AjqxeXOWvodxbdb6zFVJepOAurHslsbe2oti3hmVjYMfGbeU8TvuU429LcZM7yP8AZEVJlYVn5Yu2Uct2ts\/SdhpbPxi00cfMD2twQjj\/AIQwtu\/xkJcBX3v2zsTSzzE5zWZZJppH6TklJzMn\/iTuvgrEWJEREQREQEREBERAREQEREBERAUrshnpsXka2QrPpNQnGYPUWnMcb\/ZIHIf6lFIg9LfKywUOVxmO2wxzb0NqvDDedulgP\/tzNvbCQjhf+IrzSvSXySdoIcjRyOyGRfegyEE01Ji6W3x0sxh6iF2CZvrY1wXbXZ6bE5O1jrLaS0Jzid\/QYM+sco\/ZONxL+pSNiyh0RFUEREBERAREQEREBERAREQEREBERAREQEREBERAREQYw+YP3R\/RlksYfMH7o\/oyyQEREBERAREQEREBERBceBrYs8\/nauOZn4kz426bf+OrFoUru\/ocuYG+uRl0n5Yu2oWclDgqbsNHZ8GGQI+YHtuO7uMzc2kUW6P8TNSfycM5UweDt3IdLWayoyhEw7rx1Bh1GvBZJ\/Kj3pPpX0Z+ZwXJLew1+aU5pZa8ks5lJLIUsu8chu5GTvudLk7v\/NemjJY1caVNMzH0eLF8Ty2FVNFVcRMfMKait3i9ue1W7WX\/ABTxe3PardrL\/itmr8xuS1a3ynEhUUVu8Xtz2q3ay\/4p4vbntVu1l\/xTV+Y3JNb5TiQqKK3eL257VbtZf8U8Xtz2q3ay\/wCKavzG5JrfKcSFRRW7xe3PardrL\/ini9ue1W7WX\/FNX5jck1vlOJCoord4vbntVu1l\/wAU8Xtz2q3ay\/4pq\/Mbkmt8pxIVFFbvF7c9qt2sv+KeL257VbtZf8U1fmNyTW+U4kKiit3i9ue1W7WX\/FPF7c9qt2sv+KavzG5JrfKcSFRRW7xe3PardrL\/AIp4vbntVu1l\/wAU1fmNyTW+U4kKiit3i9ue1W7WX\/FPF7c9qt2sv+KavzG5JrfKcSELslnJsZkK2QrPuz0LATBz6b26\/lRv9kw3hf7zr0H8q3CQ5jE47bDHNvR2IIob+62pMB\/8JyadBRS78L6+0K4t4vbntVu1l\/xXaOBTLcn4PI4HOA9nHZATas1R+NKJ5xIbAu0u7utvbhs7eneUnw7MfOhKx4xlOJDzSiuM\/B5aYyaM4CBjLiyM5BMg1fdchYdBJx05m+tYeL257VbtZP8AFXV+Y3JTW+U4kJKxwbEVemVaYynvR1zaKeIRjNpaxXJngOEikNoYw52cdX3x01UTPsDdAyDSIuL398mM2YXCOGURNjFiA5BsRMwk2upOz6aOp6riMzG7OFqBt0YBZnfeHdrxlBE26UemjQmQP62J2fVfJ8BltycBsVo47kkMs8cL8UBSV+eIhGONmj3XZvN06G1TV+Y3JNb5TiQisrwf26ryeESVogrxNJJJKc0Y6vK9doxEwYyN5m3ddNH3mdn0QOD62VsqYvEUwRDJ5IXOLLe390Rl4vc0fiy0kfyX5tCUtksBlrHGcbNUfwlg4\/cEY+NeOTjgKTi423j4zytXW9FWzgMzBZqAING0YBHEIRcU8jgUQNFpGbPNL5Q+26avzG5JrfKcSFYp7MwlkIaslgogmx0FtnfiROWaaEJWqxFM7RCZETszm\/oWzFwfzzO3Eaxc8m+1\/eiMHGxJWBpI4BJ4ucOd35m9a3INmsmM4z8ZTOQIArjx4hOHEgIgA8XLG4PoIi2umvMp7DR5SJ5Xs+DXHmdn1klZvJ4w55YjE4nEoTkLV2ZmfyW0dk1fmNyTW+U4kKM+xljigkGSvJxjUyeOE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The Fibonacci technique is a strong device in Forex buying and selling that may assist traders determine potential assist and resistance ranges, as well as potential entry and exit points. By using Fibonacci retracement ranges, extensions, and time &hellip; Continue reading Tips On How To Use Fibonacci To Trade Foreign Exchange","og_url":"https:\/\/www.cdj-bouffort.com\/index.php\/2024\/02\/13\/tips-on-how-to-use-fibonacci-to-trade-foreign\/","og_site_name":"SCP B\u00e9reng\u00e8re 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