{"id":1602,"date":"2023-08-24T01:40:52","date_gmt":"2023-08-24T01:40:52","guid":{"rendered":"http:\/\/wordpressdemo.webkul.com\/woocommerce-admin-buyer-chat\/?p=1602"},"modified":"2024-01-31T05:57:14","modified_gmt":"2024-01-31T05:57:14","slug":"how-to-use-fibonacci-retracement-in-forex-trading","status":"publish","type":"post","link":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/how-to-use-fibonacci-retracement-in-forex-trading\/","title":{"rendered":"How To Use Fibonacci Retracement In Forex Trading Fxtm Eu"},"content":{"rendered":"<p>As we go through in this publish, the Fibonacci device can be used that will assist you each find high likelihood trades and in addition where you can take revenue from the market. These platforms mirror actual trading activities, but they don&#8217;t engage <a href=\"https:\/\/www.xcritical.in\/\">https:\/\/www.xcritical.in\/<\/a> with real money or belongings. Any earnings, income, or losses skilled within this simulated trading context do not translate to precise financial outcomes and cannot be claimed or actualized beyond this academic context. Citytradersimperium.com is owned and operated by CTI FZCO, a restricted company registered within the United Arab Emirates.<\/p>\n<ul>\n<li>When it involves financial markets, the golden ratio is utilized by way of many types of the Fibonacci indicator.<\/li>\n<li>These secondary ratios have taken on higher importance since the 1990s, due to the deconstruction of technical analysis formulation by funds seeking to entice merchants using those criteria.<\/li>\n<li>While the retracement levels point out the place the worth may find assist or resistance, there aren&#8217;t any assurances that the value will actually cease there.<\/li>\n<li>Using the Fibonacci device they see that value has moved back decrease into the 50% retracement level.<\/li>\n<li>On the opposite hand, after a serious price reversal following a sustained value move, the price action is extra susceptible to carving out a deeper retracement such as the 50% or 61.8%.<\/li>\n<li>Instead, centuries earlier than Leonardo Fibonacci shared it with western Europe, it was developed and utilized by Indian mathematicians.<\/li>\n<\/ul>\n<p>The greatest Fibonacci levels to watch for would be the 38.2%, 50%, and 61.8% retracement levels. This usually holds true inside each uptrending and down trending markets. They symbolize the more than likely turning factors in the market following an impulsive price transfer. Unfortunately, many new and inexperienced merchants are unfamiliar with the right use of the tool for achieving one of the best results.<\/p>\n<h2>Tips On How To Use Fibonacci Retracement With Assist And Resistance<\/h2>\n<p>The evaluation solely must be performed once so lengthy as value motion doesn\u2019t exceed the highs or lows of the long run grids. Reflecting on our examples, it\u2019s evident that we recognized temporary help and resistance zones at Fibonacci retracement ranges. Finally we have the 78.6% fib retracement, which represents the deepest fib retracement. It\u2019s additionally necessary to notice that the 88.6% retracement stage additionally has important mathematical characteristics. It isn&#8217;t, however, traditionally included as a default degree inside most fib retracement instruments. Nevertheless, it\u2019s one which is a crucial stage to watch for as properly.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"309px\" alt=\"how to use fibonacci retracement in forex\"\/><\/p>\n<p>The static nature of the worth levels allows for fast and straightforward identification. That helps merchants and investors to anticipate and react prudently when the worth levels are tested. These levels are inflection factors where some sort of value action is predicted, both a reversal or a break. The .386, .50 and .618 retracement ranges comprise the first Fibonacci construction present in charting packages, with .214 and .786 ranges adding depth to market evaluation. These secondary ratios have taken on higher importance for the reason that Nineties, due to the deconstruction of technical analysis formula by funds seeking to trap merchants utilizing those standards.<\/p>\n<h2>Trading Methods With Fibonacci Retracement Levels<\/h2>\n<p>In this article, we are going to clarify how to use Fibonacci retracements in foreign exchange, including what they&#8217;re, how to attract them, and tips on how to use them in your buying and selling technique. Notice on the above value chart, we&#8217;ve first chosen the necessary swing low throughout the value action. Then we situated the necessary swing high and dragged our cursor to that point. Once that choice process has been accomplished, the fib retracement software routinely plotted the five primary fib ranges between our selected swing low and high points.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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R14WWdhuZf72IYjeZNxqXpx5pOe2WSHmVP9pACeRiK0RG8RQHGRSY1D6YtO+ZCX6R2ZeVrjKJIKyZTImIV\/iZY8GZc\/SJh0yYy3eZo4ZW2aMkxs0nBVghOWxwpa2Y9JGZyAkZthqJfW2ZkF2Je8KJqDiZKVSZwwqZwyxZyR4iFVgQ0EoiTeFpuwUJ21CW2QiJmYqImhWYz16Z1TBZ7rKJ5laJzliZzHiZ6oKW\/x4prlxC5jkm+25GyU6ZnP5464mZ8EKZxKiQg++Y2ViZ0GuqHnyY5sWaA3p58ISlLWBk\/saSwzA5sRuoITOqJjeZ9eSf9pJ5qh+0mOINmDHgqcNzlbnWiGpJl6e5iiKZWacANQK\/dnZHM3kBmj3diOL\/ls8ZedONqjNZpk3PmhjjZjALqGnNiSBJqFV4qkKhqUqkCfRVqhL4mbWSqWUiiSbxWm5smhWjqnY0oKZUmgZ4qmIAWXp8CmZYpLR\/oXAsqZwxmiKmZzUwmEXWeYn0mefwqoGSWopkCo5GlTh+oXifqM9FinjrqWgrinNNaTeRpsimqpHIWpZEqbRXp4ndoXn5qMx0inckihj1qqZ9mVDmZ7mqqjrGpRrsqnMwqDIfmm3VGrwVmrjXp9Z+WncQpiZ\/VhwaqRw6pLxSqQsFqosmqjgcH\/rEE6rcsIrXYlrZE6qNY6o9kaUts6mxkaq+VnoeFKrrZqiKJqrrvKf84KjOvarSjaroippqtggd46r8p6o+kqp7dqquWanKaoe\/2KCmFaqQK7UO8agjK6qYyqp6vqqfbarPbqjD2Jrriaq0YpkRZ7sfuUsdg4pSV6pxiKrUchrr55sjG5CR3Knw+rCf85jSDKsi1LsGsqoRz7rfSKpQu7ql1KssVJqTzbsylbmHkqtMRKtKlgsEcbeUmLqCE7rjxqV+NJlSI6n6P6sVarTy7rrxtLtuapqqBar0sbt4s6tT5rspL6q8eZozSbtg2FtRRrtG4botdqIzaboU17iHcL\/7Vh2wo\/q4796beplAJiFD9E9CoHFEbHsLapqLc+KnArqxeHC6m8Wa0Dyril63ymS7VUF7SSm0UFlEAJJAgu8AIzwbnvKIeFy5OuK7pfe7OjObYlmrieq7rGe6+vW0k6dALekwIWMrvTuTi4cFoVC7qzyhddKrKNe7xPS7bEW7xFy7DJG0mz2z7hw0FitLmAq66eu7tK2btLUXDbi7zeabcli7p5W7CgOb5XpET5kwILhEEOtL6ZqruUGbrxi7Awy6sFebreG7UhAb\/8G0SzKwIGlEDLGz8DfJXTa8AAS6VoCxbym7pMC8Eoe674GxQSPME\/pESCcLkBoETcQwKJgf+7nkC9Pbpx4EoWyFq2VfuRYuvAw2vCERkLK8zCf8vBt4DDKmu9OzwWPZy9YEvC3ButKZy7Rry\/SMxPBNySHgzCaojAQnFlQFzC8+u0AVBHEUZGLEBGeXVIcBxGaxzHdFzHdnzHeJzHerzHfNzHfvzHe2zDfEiqvMuuX0HGm0m3PhzEOou3KqzFW7xJgtzA1VjIH9y3wcBoIibFwDvIjXzFLHHEkexFk6yz+\/q+x3rIXJtLnIy4RFyLQiyxrywMojzKWFTKPnvKOjyImKwLmoyzNtnJlLy4D3zG9pu1kGzLkJSYyLCYR7IAs2EZERClHUzIqHzJEBsUv+ywS8lq9bv\/usQ8xMZ8zIOazMq8SKm5mi4CSw6SARBCTDBazZV8zWAcuUmxzb1aj3BWxlWMwsJFny+7puZ8zlmknuoCJl6CAcQEoSnhvhNYs6ucz73pzXVbC31KmytRywQNRQY9K+yZEw\/gKa4Sn1IKr6cIgg9tFPh8kfpM0Yts0WfbEhq90ULkTQtaLeGEEzCALdAwKgyNEg49fkWxy9zMoV+ayLPwuBIN1ANN01K0og63GC3qKSQTz0yNzZY8uCuxmyg9y5+7yV4dvqybtcgcsE59y1GzpFWDNUzyJc4cvbR8wJ\/X1Iw0s9\/ctie91LagmwVb1sJ61mitxCcR1Mg4073A1bb3\/71NPLe7wNd9Xc5mDdhP3cW6QNgiaacsgdhh7NUA3bHyLJkNTdeSDUS4\/AqWHYfimxKa\/dVU3M15zdKfLZuhLNqjPUOlbbaQ29mYvdV2XdF47Z35y8igfdV\/XdscTdmNPZMc+K\/FHRKr3dmx1Xoyu9dhKNYmbdyadNumrdw9DKSRrVi9\/dLBXM\/TDdO\/0LeGjd0ipN2u0N3L3bq0bWDhrdiJPbK50MumfN3qvczIXdnc\/d+pjRLPLd2KK96FI8rBvd+rw96OC+D5vNsqMeAYXeDlbTgIruDr3d\/37eCw\/cOqPd9h\/d6Xc+EYTkEMTp0crqFG\/d3EIOHkTeGenSfwSP\/iJS5BJ\/7YD67cE43f9MWD0I2yCS4WwUjjNQ5ANy4LiLzAYwzi4xzTuzLkoh3kRR46Rx4LST7ePN4KLv7a\/Kjij0PkU74+VY5hTr7izQ3ePk7gRdzhiAPmYZ4+Y\/4KV+7aQ7Hldw3Len04barjb249cd7jY43lAj6NRJ2zbL4nRFqojNjncK7hwDDnZp7lo7ePhV7FUs7Dn6zVfM7oz\/PnWl7mLS3p0BWqORzi7t0rGLjnkMvpfu7oInHqHo7md7634OzljqPqec7qy+PptADrAc5I9o2nqw7jl84jED7suu48vJ7Umx7Chx3soL7mtv7lsX7oyX48y+7LgivqFAj\/7QWM7L\/CgMee69dePNmeC02V3lbu7V4M7uFuv6CnneWO7a7+4b9dEhPLvuTOK1iH2fI+7+Ze74N+7yRB33za7JIT7ykO8EjFZ4rZpM4hHBBfAHB9z9tuEgavsfv+5Ued4wxPPOksOA4xT8xiLOxc8UiR7vGtWiHeuRt\/6x3P0tz+8bjjS825LQuqa1aC8hBN8COR8apQ7HmR6jHv5TNP8zjT0c9kLqKy9ATA82YBokKvwOGVN+Je9G+L9L9j046C0w0KL\/X29PLZF1L\/7E0O6Dhz9fs87Eev9TUD1a8i1SXfMVVNamPPF2UfXi1\/ClMv41jfsW3v9v+ipOeBNhOf\/zVj89Z3vxd53257D3mko\/BsL\/i8c+4RvL99z8DtVjqS7\/GUXzuWDxLyqvdn\/+l7E45\/b5qfTzqhTwyjn82X9vi9xTfP1vlZHfir7yutPwyvf6BaLvuTfvrWvKNdm\/ucs\/txvbX6ygpAj02cX\/RibPyQg\/y8n6eqj03AP+qjY\/v0jPvSryvUT8vW76uxX\/rM\/\/wTzrffv+ACrxT+Hu1P2NpIruckCtzVvv6ZE\/7B8P7Q+mhIm\/mAECA4SLhCeIiYqLjI2Oj4CBkpOTnJIsmCiTm4wsl5aEiYqUlJWmp6ipqqusra6voKGys7S1tre4sbCYC7m+t7axkq+pkYTAwJ+v+YzNjp+Uu5\/Cw97WrsKGrcHB2NTe39DR4uPk5ebn6Ortpru57ubh3QXVicGM0caV\/f7C6Yz\/9PTl4AbccGCQSIMKHChQwbOnxIrR0tiRClwTs4kB4if\/XwKdvHj2PFkawEEpwnLBPJlSxbunwJMyYqirJoyoR1cRjKQ\/D6eUSmcRNIdyJvGk05auBQn0h7Hn0KNarUqVRN2YR1tSqpnCp3huoIdOOnpfHGdvpXVGtCp0H7keWmU63cuXTr2gWY1VXeu4u4JmXKE2xgsYSFnhVkkuy5tHzNsUXkNB\/cro0rW76MOTOkvaw4Z\/YLL1\/ktpsEuz0cL+5Jopr\/Pf5a2Gv\/asqta9u+jfuoZ3W5IfOMCxh2QeGygytFnRh1Osa9HZsu3bS59OnUq5PbnQq7ZdDDDT5H\/D1joaHJnbG27jr85L\/o27t\/D5+U9lPzG3MvXja2d\/3GV5dn7g2A8fkymn4YDYhgggpWV18pDd51H3SDdQcef+IZZt5\/aC2Yy2sFNnIghyKOSKJdD1JyYl0RGlchhfm5uA15qilmjoAllvLYh4yEeGOPPv7oUoqSCDlXhP4BdyFxEsp2JGWrLQdkLGzp2BeSUV6JZZb8ELlZdUbKSFuS+8FoVoYzKqelWlQqwmOabr4JJyknkEDCAIKIYCchJtCJQQBcPvKnVl8ih6Ro\/+o9p2GcVa1ZjJWKPgpppC68kGcAe1YaQAoqZLppoI14StWgZoZp6HhoSvabkzRGKhOjkDnKaqyyRqnpISNgekIJBqTwgJ+8eJlqUk2yVyqGyTwpZqKztnRReK+GuWy0trwm7VEi0FmnILcesqeuvt4C6lSiJqNsi6eZh+x62axabUPWuBoste3Oi4q89L4kQq8noKAtpvlmyi9NAmBKAAAAFGDAAQgcbEDBDAsycAAKHyxIuFKNa9CZowo7VLrxGnvvSMbAG13IJqti78kk7RsAywFsaykGImxaq0QJKNAApoM48AABEATAsyAKP3BzzgH4DHTFwJZ83MbrEqoqav8eM42syu6a0qbVWve1tVEj8Gkpnb2a0OeeJPRJ0QEU6Czx2hJEcPTPENuptp1vH600dU5RqayyU2cctXldL5Ryo9AOjriSiWuV9tqHLMDAz0EjHcACFRjQtp2T5z3d3ohqTC7oIOMXGruLn1P4s+ydnnjqrL9kcDt1J\/L23UhbjnnmAdjOuXSeGyg6YsE3vQ1pLF6GbfLKL898884\/D3300k9PffXYsmB98thkz3333n8Pfvjij09++eafj\/732KfPfvvuvw9\/\/Og3bmcCF\/QpiAMRIM0z7oPMzr\/eNed33cGIukZHPBeR7HUBcR3TGIi4BUJwJDZTgMGIdj8JGAz\/YRNDmAYNFoGbXbCDAuwNAUn3ucAd6y3GE9MEUYc1WL3QZBKcoUMslggcyoVRPDyUhWpoQ4ZkLYjtAiIRE6LDQyRRUOHpoYVQ5ZsjGmWIUlyWEau4pV\/Fx4kK9GEXsRgTKoKRVVcc4zmWOAg0hqqJzvIiCs34DkqIEY6KKiMdx6HGb8GncEaE4hfvCMNLyBCQj7IjIb+RxzxeDBUA8uMbD1mO1M0RklkyJCWlkcgBOdBFinDkksZ0SSEOMpRasiQpc5HJLTLyJ8po4Sn5MclX9siUsqxFKve4yrC0Moq1BEgsezkiWgIzFrd8zyZrUaxhWuQRv1SmgoTpzFYU0z3H\/6RFMqNJoGuMEpsigiY3s6NFXJbjmt+cljYPV85gtjGdtgynMWvETlhuM56qtBA9J+JOasLznqibJz\/b481\/dglcmhRobZppUBOuM6GrmCZAGaoiNvkTogNcKEXpk8+HXlRNEkXnRivDR4t+FEUZRU81R1qRvRUKpfaJBBdZOqSSWuekMGWJAWtql5d+0lw4dYRDTdrTHa40qDtk4w+JCiiZIrWWN13qooz6R6fmUKlSPeS7hlrVqOj0eDTd6E+zCsmRYRWsR9mqC19E1hLWJK2nDEZT2XoTs5ITrF+FKyHfaleYlA5qHONrVyFa17zSEa+CZVaZQqdCwK2uqgIj2P8GE7YwDkbWACKULMX0WFirjjWzK9mr0xCI0JFW0GiI4Bn\/eia5B+hvd\/uTnFo5a0bCwjalh1Xs0z7LVvohom62g0BvV+sz3mF2tnCULXEd4lnE9hW3adUtISCX2rhNDgKQMxgENjfc44LRuNolXG2Fl1jwLlaqsSPE7BBRO7gFV71yY61wFdldWXE3vghJrm1BO9Ga6tZ++ANaa4GGWgALIgEZGEAAs0tfIs43wbD87myWq9y\/MrSCF+TvBy2LYQNUt1ckRDCDZ2hcCX9YFvYV720jDNfAjvh1IV4xOkr84BPfN7dUdfHpsGGNudr4GzDuW35hquIdR3AY2XClkKf\/0ePhhfajQT7y1lrs5HAkObwxTnGNo6w1KGPZG1OG8Iybe+Utn8zHHhVzLWDMU+Ms2athNvO9yDxeN9MCzWj95Jov2mQ5vzmFcdazlByc5mT9mKV59nMR63HVMhu6GoCus5oHjdJCLzpafIP0pOXY6Eormp+TotOmvuatQYAac5K+tHz5LGJTsynTqJ6QQF0Qg0Gw7F+CmHWvSq3qSGm6z7muF6uBF6ZUUxLWg6iVyzjVsoC1uddkFIwl7szsVZtKcIs4oOLu2emz\/evY21Y2QaO959jgGNyMnjZjrA3KhGrK2PwSBLs9jBVy00tH45b3KujcyY9d+58zs3XM\/I1r\/3uXstUCTwW+CZ5ufqaATt4adcxeRgJvBbzgV9q1sMF9cGCz5+LlnDjFgWTxj58i4wVEEse\/6XE5y2\/lLF\/5+pS3AuVtr+U0r7nNb47znFvv5XTShvRirj1RyFznRC+60YuecpHfKORK30qj8\/1ARwc16U1Xp8ZP7udrVg3hge4p1avOIaaD3cHlqra+Ez71ZY\/dR2Jf+7lQ\/PZdfrnrOP262wt69bvjl8r3iDrWsWl3vb8z71JX+rBk7Ah0012\/ahd8N5kZl79H+fAI7PvcC1\/3xjt+QfY6iOSPTPm4J\/7siwdyIiI2CIchrLKUtaAHYweBDsN385+B\/KY\/HvoEyv\/R5Iw9RNHYNrTVvk34cBPE2w48e9rrzdLRzv3Wz7nx3h\/ivIcYGHCvy94BZ1C9r1V+nKCtamSZEiOfV6Zzn3u56gKAugywrvHhht3ke3+Ajir\/isUv0o5Gn7wGM6\/j0J877zcId8NfrIU38DZ\/bhIi9jdi+GdPtrd\/TrVf9+M\/g0BgeXKBBhg3SYOACVhKsMKAfBGCHOKAnASBzUJevmdBAIBBGPBBABABG1Y57dcrBSgxkdV9HviBtzcgOtYuJYgfkEB+0scOOggp4NccPlgtQLhTLsV7KfhtRvh9zFcdSigtTHg8Qhh5VMhPgSeFezRKIxgVVhgtWHhWWkgZQ8j\/eFH4hQq4TWL4FGS4LGZoI7xkYq4WaZrXhmE3T3BoFHI4K3Toa36XeWy4h5XEhdMBiLIiiCNHephHUV54iDOViNKxiLHSiCXxhKZniJMYJUjYG5fIKpl4b5tIaHroiZqUX34IE6IYKc9ngjhiinnYianIdj\/Gii7hipACi0EYQ2lYic4kibZIfzy4b60CC7v4KL3YhCO3hcZ4T8NIjLkBisjYCmY4L8yYhYN4eWxWi9NIItUYRq6Qe\/eijWfIjXd4it8Ijt0UjCuxiPZSjvRyjnXITI\/ojUXYjrcIjXhIEvH4EX51MvWIE\/iIZ6i4j17CfLkoCwCZeGDCa4FoOs2Y\/45Vto76mJAlsmYMmYxGZofVBpEc2R4E+QorAon0JI0Z+Rnv+I8e6Y\/6IJAmQ5LldnkiOUMpqZKXIY4V4ZCNMI\/ZOJHb6IiEGIkImZMmxJIj0ZPMEJIDGZToOJQ1eZDseJRg2I\/SppQueYzm1o0\/+JT2eA2PaJMvhJNVKYLBOJa59JJYyZQxGTIz2QommZYQVJZmmVPvOJeloHhc85BuaY5P+WdECVhGaZcHlZQP8ZMGyZXq+JaAWZCCOWGEWZiasZMO4XxNqSSJCSRgqXvPIJdTiZGTuUWH2ZHIhJmdqYZ7F5ElwpnnGJhSWZSIgHqCoHqtxzAiZAEYoH4RIHuiif8gO3lxAFJNl+mWcJaXctGajlmSYgmaA4YzwIcAqgU36cVaCzABqedaHeibvkOaIjaPw3mauWecbpKcaNIhzBmb\/sc2AWB97EUAHvQA1jmA3Ked24mUV3mPq\/CdpkCc1IYxjJkl5Ult5wmZCXV+g4A76gcBrFdduRl\/9mmVq0kN+6mX4UkW\/2mRWiKgnFmSs1hLcxJxmGM2\/QWiEtd\/\/\/N\/CHo5hDB8vSIB7UWdBJCDEHqfEjoN4glp\/ckNZ6eZP7Kh4pCazpQvtVIrtnJru+U4\/FWBA1ZgxLcz\/+UAM0qjuFGZ13iaCKWjeDieafKjUuahwHQrubIrvXIIeDJcIsT\/ghYWOzFIgwGAmy74WL05pSZFmlsZkMyFpRaKJhhapZbIn8o5Z18qS5PSbt0SgILgAjJAapI5pypSp2gnCUwYpCDplpKqZI+ahKwkeuAwqcOkKf+SAu2GqIoqpZ3RqJSIn5VwCpYabHcKd53JU1uqoZoKq1wmqLU0MzODbGSTqAFYl6daVpiqCqwagW3JXMSKeBkaoLTqmtNyq6S0cCEaNmcTM9FKAp3CqMCqJsKaCsi6lmQ3PLF6qamKIHMVI+aJZM9oo4CXrdq6KNw6Cefqn+jpk3o6oDx6mr\/AoTFhrk\/HZYqJku0aZUdHsAUbPTNHPkDnPQrbc80wdEGXCdcj\/3TJw7Ak4HN0grAX6zwZ67AYO7E0V7EG23IhSwI8hy0Vq7FEZ7IIK7It67It+6vuGkZJKRLyIq87yjSElaU7Mq7rSo6V0a+LCaQAG08xK7MvIY5FQS03m5+Xx7SMyYyyqq98MY9PO7RR909Ge7TMQrNquak78ohWW3aqk6x9Onp3UbX+Sg0mmbUCu7VPkbReW6tsmaGrsbNVQmVm65PICa6korZIRrTspLVvSxJxu6p\/y7NURop462UA6gv7ypN9SyyI65mBm06DS7gp1bUf6Wh2C6hQy0KcC5Vf1qPIxLdCq7OfO2eW23Fum7mtsrkvCWPNSjWhq4l5C69QpxViu\/9ZtGtOWNuFrvu6ehW710ZnnFl2kIuvfvm4p6uaoUG5v8C2wUuVw3uX5Kq7dvq1o5u4jUuRUSkbemt5VcG7fiu0Usa6KCe81su12AtVxlo8ssh33Ot0hPcMyouYkgu958up9Fq068u+nVW8kNpoyBuu9Itp9ju1alG+k8u\/POa\/ggvAASwyA7x4wfA3uze\/+PuSe5kLyri346S\/COS7ZxbBlzvBFAwRhvut4JHBlXDArxm+ufu+rMDB1zjC23vDJXHCrVu9KiwoFnyS8fDCgjS\/MmxnNHxUr7DD+pnDtdrEKNPD6vvDQBwqQiyPtqvB3rvAXXkLIDy+4tDAyZoOnxn\/jSlsxaLkvkvcHSXMuGTcvMD7xVpJClEcqc9xt2U8xdyEuWksT2scVZ\/kxvoHxx+cvqXZwvwZIHhsr3ZMk457nFrTx35cxljMyOgqv1wcx15sC2BsdqIbxZ6Uxy+2x+xaxZQMt5asH4NsOJpsyHLcyXQMDS0Uypd8rKorvaUcTZOMyo7xjmn7wL\/oyrjgwcQsy\/FKy4jMJI2cHgWKwrLpWLfpegbwghBQm+pXqr08Rb+cr2LCymRbeZvsuK+cyHqZzExsy6\/6zbhgxgFLCL+3W9HppAKYP\/F5nWmkzUXSh67qtNHrhEecroBszqLbref8s0I7yoEEm+6snqc3ANen\/334Uzfyic\/5vK23l8XMa7UGF8MB7bM4TNByG2iebLUJ7RzO7MMN\/Tjp137rR8\/QNYMAYAHZbNHEi9H87LhP21Vj69FwWLrxeqFch8z8i27rDAy6LIwnKjQpKghLaoA2SM+7Q9M17RJilNG3LDXkUS8dbRFK\/Lw23M3FrEvbC85kfdIL\/b\/Tl6QUuKIWWGAa+KQ7M9VUbVObVXqbmrzl3LSVLNBAzbyrGtasSyVRy9UBgdTmp4IVlkFrKoM2eGHUvEFzTdeFa9dDjJoHHMWRfMhW+td\/qtGCnc4gUtjj0M5pHZqTncrmq9ej7Mh\/\/NHD2s2AXamxbdBmXbuYbNgoTf\/Fp43a26za2nvZGxzEfR2ptF2hs93ZoEy5PB1JZye+RMTLvd3Vv03A\/HtFmn27r92txl3HzDzOtT23y3uvzf2Rzx1E0S3d0lvZV42zsXjM7uLVeM3NyM1cYIvQE8nczczJwojG6e2l1H3XtWpH2M3RxI0P3A0N3q2sfBnOjJHfDQbL\/H3K\/r3C6+1gi6vPBo4MCO7XWI2ns1jErby\/yLXZr4TeFA4MFk7U4J3h2s1I3Qye9P2qkxrid\/wQ02vKvI3i7evAeBjiASXAGo7TCx7jHt7ekOzPNk7iEY7YE77jatzjmanFaIe8SBvfwV2sHa7OQV2gRu3eEL7fTa7jT07\/2QBeZz+ef3RbwULel\/Vt2Z2k4OLaqsF8uDde4qd04mROYj0Lx0GLNTzu0zDu2UaupSCOy5+85GE+THmu5zjB5w3O4kLF5vXKvEW+5XsawV7ui75056TE6I1eDY+uw5F+0S4u225u6aTL5Wgd3nWe6N+d4+0E6nWNu8I91nRh3r+m13Au44U+5+Fc0HbO5Ive37POzqIOxbT652tu6oN+5Au+4b2uJDR+6NkrRJ0eSp9u7CiD7KyMvwT+z81+3PM67DBJ6NNu6Lg90K8O7Xxc7Nt+Zt1+6BwM7id4v6sO65R+7ulG7epexyuM7Zek7fDujLU+zLfe4oGO6eW+EXFe\/2f9Pt5MxPC1NPAEn8llO9ohfL3i3t0Lr+jmfukRj+R0LvEf30sVb\/FbjPEAjfCSzvEJ7vH5Dr+q7u8Q39rXPvGyhPIpn8Alx\/LLhFxX7q0wv++E7OPVHqyTXkU7z\/OXgHCazsPwrfSUSu4m\/8SEDYw\/76hTf0RM3\/RC+PRI\/5iEI\/T43u5tHvJKq64jjhm5fpPv\/vXLab9Qn\/D3HvNnr+9pv9dU3hpuT5ZwH\/dxGfb+fht+v704nvc0L\/JoB+Swe3s3jzheH\/j27fMHX6MKX\/UyT\/V6H5bKTZmjRPev01iEUJusdzQAQFoRg831Ofm5HchC2b9rUfZ3n6fSDiLvff+WivbTXa+CpGVe8jydMdgCGPiclXPPkt36\/8rGm46+9TX7mY\/3Mw+6hC919d5Pus\/hvK\/W69mecXM3KGonFI38yU8Ofk7Kzs\/1IO\/rr23Somv9voz9yY1FB9rULG1dDmAwRjM7DTr+5C\/GpA4IAYKDhIWGh4iJiouMjY6MLJGRj5SMK5eXhSyakpuVAZiZgp2eoKGNpYSpn6ytrq+onYuhK4OksLi5uru8vYInJCQlBsDCBoTFAwEAzIQHFMqECxXHgxIRDg8BBBABz9GCEoIAvuXm5+jp6uvs7e7v8Ly1hquC8\/H46rfwtJqckqz6jZJl7xSkfAjR7UskMMDChBD\/I7oboU2QiIoBXLwAR67QtwAJLmCYVk1QggwDuG3r9nGQg3ESY8qcSbOmzZs4Fd1TdWhnzp8DAfIzaOvfpE8NFzYEyjSW0KKEkhJsShWnCHAjwKVQQajjoAQKmD0IiUECMwARFjAAoO0AAgAWMIAVaxZAAZhV8+rdy7ev34CH6oGiKnjmwoflljo0WriQT6lPFf9lingV5KOTM69zIeOYRhSERAQjocyrOtOaU6tezbr1Lp+jehKmzLjXY6KxVU3V6ZioUtyuaVbujcnW7uDIKXEuGWDroIsBToBGjY568uvYs2v\/CXuxoe44G8tchRjX7eI8dT\/lHRW4ZeDb8w1v\/4\/e4fH425cXEsHVBAbp0U3XjnX4FWjggQiaF5hsCfpC3n2wnCcKVMatxxBxE+bmWIP4zDfIZeJxmFoKo6lAojEB+BfACMFgsMyAIsYo44wHdicYeDRS8qCFCtKXoXcVYsbeh+4xmGM6h00F4pEcEliOk0xGKeWUN9loJJWO7ChkLhL6pGWI9mDoJZbufElkfeWReR2UvbCp5puZjSbnnHTWaeedeOap55589unnn4D6uUKdLNQ5aKCIJqroookWKicpjM556Gi0zOnoaJDqOWkwlT4a6aeghiqqn5cGkykJnZJw6qisturqq7DO6eYus8Jp6624VmLld3yBKV9t8v+I6Y96WyLS5bC5OgisKWhCmGxqteYS7bPUVgvnrhv2apOZwfo4JrG+Hpuetblwy+yEaZLr17SwsKvuu\/ByiG1U75qri7gUBlXsled+G28r5i7571\/uulLwwAgn7Nq8H9a77L3CjqtviA0p5qvCEtsXmW\/OYvzTwayA7PHIJFPFcJjq2stlxPlqvK+32SJbciKC3fjwzDmJXInOOPfsc0InD\/bXxfJ13Aq+Gk48C3BB\/1wzv+n+HBPPj1At9dVYnxM0jlURHU\/UR7OctMsUM71g1mOnLXSQXhuWsNWNwI323HQDRg+\/2t4Ett1n\/qjyd2bfPffTvIKb98ByL5J43Yz\/N64j3vUazXdB9Y2NGNJrZ3w14TErvVfbti6eiOiOl266zA0jvDdSYgPpeep9P3Y22pzTa\/jnCHJNK4yn9+67LjarLjnrMCtyeetN+1w77K\/nBbpquutC+iHT\/2591sGn9jySwz9SMXw3Yx491sujzHZOAuM3Pi7VF9L+9fD3nL1m2yvUvSOKjX988cw7Xn7mZEMfx3iUnfW1i3fxS6ACNQfAzNTPHKvzXuAW8Zv65K93\/\/PScR6YmAG+7DoGfMX7BjHCBZrwX\/OLVwTxBz5IKGmCtjNdBm\/GQV+kLz4hNBgCT8hD36UQXitshGScgpkLFk6Gs4th81wXkRtuJ4et\/yjhi3pIxQRCEU5BtEQLKfjCyjXwi3Wb4e1aBhEnaueKn5CiFKvIRmuhkTYRyeLSvJilLv6oO28kmRjPt0SEmLGA61BjGwfZuzwCpYblup8Qt2g8O8ruiKXbY8bkiI4\/YseQjhAkITfJyZwgEhaUZAgjaebIzvXPekT7Wz6c+EmgYDJuO+ykLGeZoFAaa5SIqOAdIefDR6gSH6xMSCstEchDCAAc22BGAQwwl2UKYgEakEtYlqmWZkyRltjM5nZs2RNcBqaUSjzl71J5Mz96kDzCbMcrGYEasDQAmYJwywMcEIEAXAMkGdgABuhpz7RMoCvaDKhAg8NNwNGRiKUwov8pUenLcq7ynKiDxzBnUUyPQMOYA+AnN57BgQ7ss57cWMA\/STjQkpp0FxPVkSK1eFAXbsyLeFQgOceoNnYEEyEpvdBpDNESaVCjmgCAQDYO4FGgQqCaFsDLSZfK1ErkFKGv8SY9wCnOdeJspnwkozoh2sd2PJWXbbJmPC\/qU+ZI4ANvUWY17hkOpTb1rXBNYplWOscf1fGlu4Tk9bC6xK+y1G8OZYdfF\/oknl6ULCQhxEmiQVQX4RMcL7lmXCdL2a91b3xDdGkRYSjOXmaJhg\/14i\/XMdhwmqOdYWELWeqClmpipLGutacy3VrZ2tr2HBHErFSXpVDTjrOhYyyoKyz\/FljSqrOiyL2tcpebSALq9ZYt5SJeH0lYz6JCrh6qZJFo+o7SdrZNsWSueGXpXe4ai1+Zle5mYQrW0\/G1ZdnV2nazKtHj7pQdaxyvfp02V+cSFnN3XW9eq4tB4KIuvuYgrnm9at90aHK\/EN5keQNITL2mt5HT\/a9MDTzJDa5DwfTtboOrE94Im1i\/uUXvbsd44e+6l8Pw9bA6WizcV0zYqop48Il3PN4UW3jFWW2x+eD3XsvJOB00pisvbpxcB\/P4yeL1sSmF\/M0MVzh+RWYiglfGv1wqGaUjPoeOoUxmIuvjsiqOLoYFjNkNf1ZwIc4pgIurjzCftsRlzvOL7edf\/9\/OWbMJ9SaOS5Zlc9V4yqM8NMDsXFj86vnRDMUtmn+sZgq2l8B7doWhvzwkytmVzkhitC\/GDOlSB1TK4aRyLi\/tW+suGs5LfOP3Kq1oVjD5vk02ta5piep+xU7TrHYxEpXF3eR1GYygVoiowevoXTub15P+tacHPejG5VRlxpa2sPuaGLlWMtdifra4aVeOXvf2NbO8dvi83U32AjqiXIZ3gsF953Hbm78Oiva0MT3cdJd73bAWpbvVi04bsnveuE74vReux3z3uX\/nhhh5\/13sgyMPqgzskby7rXASM\/zjCzQ3ZyUOYWxb\/Nj6O3LGvXdy29C70SCP+V717etWR\/\/IxCYPOHQHvOaCbxx\/Le+Wk5st86JjkOYRj\/d+A8ZVgX\/63QzkYLaF7vGXG\/3qyWqlyAdOdRTztuljUzVoda6roKO74+HGutrJ9cmt8\/zsJf96syz0nkp7me5m77RWET50q6\/972pCpNup2\/UT6\/Ie8RU7d\/9HianD3eZRxDPgJz+y\/SGa64\/f8eHj3LoA+3zlQCc73yEfMslT\/vTCs1BMUX76zXP72J6Ht9TzrvRt78z0qM995FSf5rev3fUUbpniOS96lhff4M89INF1z\/woPdDyqR652oGfeCC\/\/udCpL3GSZ9GjBKCAGptpgHAbxcDsPaoa+lIfpvPfudp+jj\/q9f2kP9OfZXX3Kn2rynkHE9y7t9esQrwTjyFAPNUT2wVANlgDf4EUO3XgDSyPdAHcdKHdfX3FMCnUnh3fBqmgYWHbJFnUfAkCMekUd3gDWSFWCNFWw64grYSgfM3fDJ3gVpGVRi4JYy3f9p3c8knQoYVgiRhVAGgFiXYT0G4FkklWSyYhIEHf71Xbbomg5KEfxaYfzpFWLfGb2kkViYIT4mlgF5IFoQgDkiohGQoJS4IQDAYc1DIboakMkQTf6DncjuoQyAIEiLRhSaBEi5hgPVECJG1fmUYiHEkhVsCh\/ene2tIdm04dtmXfFfof5SAWmKxWmeRFmuhDXWxTGAo\/1t2oYKC+Imu0TZn+GeTl4jwtoiLZ3xWyGj8x0SkBoqwuBpeM4qd13o0yERqg4rE14iraFMsE0Gr8IqxOIzxQYuwZ4tWplU\/5FSMeGW+9Yj3d4bBiHvEWI0ExYSU9nSleItR+AluqIr71lXIp23S6D7UaI3oqBrAN2vaCHimyEC6eH3OGI2cVnb8U44M6HfpuI8\/4SvrSBRpCHLvqFXxGHxqk0KWJIfkiI2oI4z8+JD9CHWH+EVOuGsDmYug1IwE+Yv12HgcyXsB55AQOZLbQnDyR5ENeJG46IHXFXBbhi+1pndOxDAiSZI22RQyaIiIeIurNodvdmBUCJMdiYP3yP+QGVOTN5mU4XGLOpl7MtiTWGhpLjkVEZiQYZONiGeULYOUStmVhsGUwfZ7PMmGGUl2ObeQD0c8l4cuWjk2XOmVcMlgVcZmG5iSYbmSBXmQAIeWH3SVa5mVINmQ5xiXhFlnU5WM85eYzLeMUAmJ5bKX4WiQtfeCYPdF07h8hZmZInaYdOlnK8iYZClYkEmPGdhvWBliNDmYmrmaxpV8TYmIdwmaxIaaH2mDOniSGhSYR6marNmbEESUUemOsZlOFVeUpemXkTl\/+EhSmOmbzimarnmXvyedxEmbxmmbryA+cseWT\/GWz\/mdtnaKwNl+suk2xcmXnzc5E5mbnbmVvAn\/nvDZkhsZnQ44Yb95npG5ZR7Jeiw2X55Yb\/EZoLiQCsv4mk7pF2eZn1S4n7i5nf7ynzAnoBI6oONpe8LZFwlKmpjBTdrZn6Jljs05oSLKjPQZnPSHoKOZZGlZhclpmZBzmfo4ojIamnVJniiKnxPJmfXToeIZku85oyK6CQX6ifZJWlSlon1JUceoiHLlnUAqo\/tioPWpjkeaaPVIivDYpD\/6pBM6pIJYpND5lyaJnDlKo7sZolyaphjpk3YpixV6d0kqk95UnhA6amp6pz1qorDppiXac6Z5ko1pe9ZxTN8XftM0fmoFVJZoTYCIp\/zopYEIpq1Zo6S0oue1pHma\/2OF4E4hKE\/8xFbyJFKDIKrM6ah36gmpIKWm+jh9WqlxyqJlyqTs1IMYRYKDcEykGoQpOIarOqOlkFDU2atmanscWouyqji0Wgg\/mH4luKxwMRJGWKfCKqC\/WlXTamNvOpc7aqyZOjpa2FPPRA1hWE94SIRtxavXKqFvmK6vRqlwuq2YmqWzWoeIJa5fgRLlioB9iIDSyq7fua7+SqLuqq1\/2qKBqpiGIImqJRKstaiYWImZaH6zha4BC54AW7E\/6ZkSqZYGm4P5iHYY+6+iV5FcCql+SqZUVj9OGrKE2Y0sO6wIm2ztNiEpS4cx+rKFWRj1QLJParKu+jxJd7CCwP8iw0AIRHsMK4uzXXmxSguzLCmOdUV4UlkIAAIdvwAa0JG0TXuTTLu18mprXxa07OYcACIIZCsgaOq1OQuOarumYGupF5exz6ENZRsA0AEgWtu2DxkiwKq38\/m2r2pQvlcJZzsIhZu3fpuOYOIJPAukdPqzATGBj1C12uAflEuxdpq4Xfq0L\/u47xq5mMcKR5siLjK6iKu5cNm4vhqsIXapDQqyEYq6Aaq6UMq6UBt9oRu7VRegsdK7vvu7wBu8wju8sbIpxHu8yJu8yru8zAsopUIpjdIJe2K8qcIpvXu6spu9Sem5BDuPYssL2Ku94guREzV4emqzsDu+6huX5Yv\/dJILvlu6vvKruL1gvo7Jg2k7v\/pLku27ojy6u323vwLMtfXrvrmbuTc7wAoMi\/37qv+bdgm8wBJchg0cLnEbwBg8wRocixXMiy1Ku+G7wSJcigXsvxcMwCg8wiqchB3sve+7O\/m7wjK8mCXswCcMwek7wzrcejVswfyZwTi8w0I8kvZrocpXCIQ6COSniYcqgsqwxAYAVP06xFTMwAY8uAhsEgHYqQT4qRHAqX74ALmKuVVcxkR6xVILoIMArreaUSDFEmS1hWPcqGZcx+JWxO5AHWwchD\/FrFv4TAzQDUg1xXZcyOSJxvFwFs4Qx+FqVvUErgcohnRsyJSsZ3gc\/14fUa\/MsVh\/vIcuQciVHMrbaMLxGsRzsbBlUYmxdcoPELGZCMqiHMsUiMjwEMKyfMvPdskxDL+43MuUp8sRfMS+PMyzTMqAGsz4S8zKXHTAnMO8vMzQ\/HHNDMRqHM3WfMe0\/A62fM3cvFzTnMLV3M3ibMnZnMfxO87ofFvfHMTgnM7uXHLlfM7d9870bHiSw460m7DyXM\/8XFJ7g8+JvM\/9PNDZ9M8v3M5ZTNAKTVkGfcDIjL4LHdFv1dBY\/NAfKNEYzVQUncYCXTUZ\/dEntdHn+8zODNImPUgifb\/MZtEn3dJYds8Hzc4y7dI0XUUpbcQJjdA1vdMyBdN219GZxP\/TQk1FNw0R2zzUSC0\/Pt2O2gzUSf3UhLbU+QxLuwzVVk07Uj01Tn3VXI1CWS0Rg4pMUCx+blF+UFzWd0HGXb3WSv1wARm7YOwRXcyHKpGA3kCAdQ3LbL3XCVPUCaHHjNzGJHhPKuHEhK3XfJ3YQPTVEQHYPtjHzCBU2lDYJJGABIDYip3Z1eLXCKHIaxzY5XoNhC3I4nrYaq3ZqM12jG3UtKrJioUSdS3G9prXp53atp11q\/3Xm5paY8GwqnyJd11+DYvWmH3bxk0lnJ0PR33czN0gyY0Py93c0l0gVWl9M627053dWFLdP13V0qPd4L2EuhmrAe3d4X3eCMLdTG3\/zuaN3u5djFr51jl93e9d39Qd39YdzvRt3\/ydHeo91fPK0v094EOD390t4P9H4Aru3wa+3luNrAse4cnx31rd3hJ+4V3T4AAO4QiO4R4uHBpe4R3+4SQeRyEO1g9e4ireX4XIrbWc4ise49wz3vK90iUt4zgOEf944DcuLTn+43oDljIR3UBe5KAk5CLe40a+5HzWnjEL3TDO5FIeex88E0Q+5Vh+EK3K2hae5V6OrVuu213+5WQusBqb5NRc5mpelgPb2VG+5l\/us1yOxGJtqM9K1m+xTMRd23De51N75igOgAIo163Mh14c27Q9yX6u4nIu5oscggFwTASwTBJQ\/4ArMdqmreiLTuKN7uZ1qKzUIH5GZdmSvQ3Fvel+3unK\/a2gLa4JKAFDKNpvnOmoXuswpndz\/tnK4Nr6aq6Lhejd8Ie2Pux\/XhUK29upzAxfHBZxEVtobQB7runEvuCS+t1jPu1lXu0+fu3YHud8ceXdjuPazj5vHu4xPu7CnObmvujonsxKvu7evhfgDu8l3u4QrdP0rub2ftHvnu9Tvu+lx+3+XuQAP88jPvAyXvAJ3u8Ib+QKH4nl3vAR\/vAeLfASn\/DfHvEXT+AUH9QWv\/GMnvEfD\/KcLvIHT\/IY3vFUffIoL+EqH+AM3\/Iyb\/Axrwv56go3L0vkhxEz75yaJP+ELuFMoM4cwX0WaNEIOe8IbuFMSX8IXfj0FTAD4gp+PL\/bzDDoo5p+9TQXcQESzO5YIEEDRK+oXv+sXyH2RajsTh\/IQU\/0fOz24VCJjtD0hkD2hsDJdM8K5BdUPR+IP78BNaAMC2AD9lpWiJD3ht8KCwD4gl\/4lQD1Uh\/FLQDpgkAAXX\/X+7oN2rBYrx7smFiCZiH0Srz5KNH5ce9MBED6Psj4QUj4bp\/zEuBMYJH5iYD4ebjrN+D00fT2vCABl48DYN\/3LPjzFQAC9eQAOQDZ71TWaFEXg55Y06ADceH8gp9+1LQW7xT9l58I18BP0zADG7ADYsGJ2V8B0s8D9gr\/+VE\/+YmQAGIPxUm8yD0gEnzsAfQP9XBvgvPvIvj\/6HVf\/IAQEeCQU2GwwADQMHCAAAAQIfG4mJAxEIC5UDFjGKB5mGiB0fgYgah4KQlQYICZcIGBmRmKkaDw6LPz+GO4oDHagaG6qKkjerooe0BxKetJW2zBs6EL8OCMna29zd3t\/Q0eLj5OXm5+jp6uvs7e7v4OHy8\/T19vf4+fr58OoN\/vWcHDBR6bAsICeKiTLAIQMnVCdM0ZQ1vXNAmMpWkGg4jdlg0gwCpji0sERC2EABGhw1YAZ9gY2Y3Ag0rNPAHJZvHgqyA6D6rUljPWq1g\/V+I0SJDTRYSfJKJUGOAV\/8FWFhVck9Dw09CWvwLgIDoIQMOoVgNgVakVlgQhM2mwDMAw5damnrrKomgW5UZPMEuC3Qc4sODBhAsbPow4seLFjBs7nvcP379PDqxlTPTo2EPMrNAqPLWKE9VNmAFIg4pJlaCVNDN2as1Z9E+6Iod03hZiAN2oN7DR3LqzJ9Gmql1ZAu5zN02ghio\/uPzINIamoAvIdjXwYUGqvz6BNh1EgclsBMRS7669lYABOHhMWDDh2SPrm6OP341Ww1SVyx\/7\/w9ggAIOSGCBBh6I4GOR3TNZL+hdt9ICMFGXHl+XuDYahPhto0opGEaVARETbjfbZ9udtY1M\/dnkzHJzGf+EkYlv3WVJVAfRptCK2Hj3IGrejehBjQ7J9qEv0\/WCGlnjtZgdd0eO1ooERdBgRAdHPDcikUmCWFN++zWlY4JijklmmWaeiWaaah64oCzrSTSfAbZI1yEEc4pCSgGYNPhWVRzV9aRZnVEIpaBBplKAB2UZ1RECEYHEiWyQdiIBfYVymdpTBjQiCKctulXeKga8mQlMmDhwVUOo5iXLhhLWtCqKaJkagKeMAqTon0YSx0qlrVBkpKFlnWUkXpnc5FEm8eE6bFYPdbVADYKEIIRulFpK1p+ySDAeDuGlSihcIdm1Zrnmnotuuuquy+5ibdqSDDaNPCCBIPVuG4m9ETD\/NMiet3rHWSuVRVAZALwUSlfBB4d6cHUQbkNXJUSQllksCpO4W3UJ\/apABGH65UrHznQIyZ1C3TJeh3+S7DHKRKnM8ooZ9xJwWATvQml0EanSMC2nQlKdoqUo4wgq8pmUcMk1giQwztdpPHJ0WUFTn3SAtot11lpvzXXXXifYZq3MaLMe0xJENJTZ9ApCgL9pbugOv9nMafRjcscDd9Z5f813337\/DXjggjsTdrI7GjLnbfcmbsCqbQcQNpl7r3P2mJXPU1m8W08+eOeefw566KIfFp0zhrfaSawNbaX6vY9HPnrsss9Oe+223477uoWPPVTC+pq1mgP68uuA27kf\/4988sovz3zzznPz7i3WDNVhy9JtRZZ0ee4ZXffefw9++OKPT3755p+Pfvrqr89+++6\/D3\/88s9Pf\/32349\/\/vrvz3\/\/\/v8PwAAKcIAELKABDyjAfcDOMQtsTAMZ80B3ESiCiqFgYiyIGAySboIcHJAGDfPBwoSQMCMcTAkFc8IMdlBAKQRMCxW4wgC90B8xBNAM83FDydTwPzlk0A7900N7BNGFP1RQERl4RAcmEYJLlKAHm1hBKF5Qiip8nhWviMUsanGLXOyiF78IxjCKcYxkLGOa3sQ4bBTHG6FiRZ5Y8qY2zsgbaLzFbbY1NHC86Y1EExUf6XiJNEYNEuGoo\/\/VMPHGP6YoTnJUYx4bJapGItIRbqTkHLEhR0nikZB6vIQiE2nJmDAyTo7k5DcMuSRQikqUkSTlIFcDSVZoUpV31EYmXblJWAKyVqGcpB97uchWrvKVhQyky\/pYyWEG8zbBIqY33jhLSyrSlq5sZi6LyUtl0vKScBqmNVPzyF2aDJmbAiY1RQUaXZolnNuAJi63ycqQYEadazylJ4EJT27IMZ2lVCc3UAmWfC6zFeXRHDhNyQ13alOa5iQPKQvapXUitBt7xCdDlXnOzkC0n9gcpy+TWUtwwOsSwgMe0VbjK4n4c17Em4kCNDcvkb6UpL+bJEprSQBdjhQuquJIS1v\/2o2dlvReNk0NTnU6U5MSlaeDeABQn+moSXLEVildiC6fGlNM\/LSn38hqVnl50xnltEVJfSpTUWXWhEaVl1NFQFhVStZk3GupW21qV9dq16IKSqxX5SpbT9LUtLYTr6vSa1W1itRkmLWuhW0URxpL1aPGNRU1PatT\/epYEG0goG41Kl+dktevMlZb2ohpJTZ7Us\/C9S5lxexo73qN03L2rVadrFJh+VqoPmdZpuvsXlerVb+KtqeCLa2j4JONyH6WtYp1LXExq9bdJte3h4VLYilr0uAGFrqDxVJElQtcy0oVsGjlrnG9Ky\/qSpa5JHHudvPq2Fell7aIte1ccftc\/\/iKI1klvdvdmjqnXBzSTQNwXUNOFwBSdXVs\/R0LU2WBqgDrIpVjMzD12AYBAz+TwRgGLIRdCgABU5gkvZqJWjCsYXsS2MOnArGIX9ZhTKznwjxN8S5lXJP\/RvgWL1ZGhTFMY4bYmKI1UbCOXTzhgI5NbUHOcIxvfLojS\/iQNp7xiWv8ZCIjcmza\/fCUR2zSiVxZyFn+ZzOi7GAA8zjJPiaxAc7W5CGbeRkcCAaL1RxiNofZwVYWBorLvI310NnOXW7xl5WMXTH7GcsPBuSgwSLlNQ84WUwes5MbTWTkYjLNO84zlZ\/cZwPLOdC64e2dO93jLSfaTpYeNdlKTR5OI\/950ksucZwB\/eqlnnrWKQP1AG6NaTPrutB4TrXYVg3s\/wrbn5H2NJgrvWgyBxscyQKNg3Vdr8KO9XCNuwa\/Tsc5043N2vgaGcEepU7+epvVGHAcBNy94Qth5tq6zDa65cU7O8oJFu6Gtzdw9BZsn7u+H35wWtq9bn93A+Dlxpe2083gdQ+l3+v+BsNTU++BWxffxhTVxBNe8X9vJs0Cf7gz\/H1wik\/7KFRhAMkzbnJxk1Ti\/Ab5yrn9jJebO+Ztzh4rPs5ThXODMg84AKGzi3Ge21VuKbe5spnTbaODpeT3lvnS2a3yp7McVVJveNKr3nPGAZ0hQocYzQZMdYK32OD\/iKt50EO+8LMvKe0bt7q7x\/5uuA9d7lOHOdhV7fN9I\/ztN3cGZSZRE7pve+1Mb\/vgya53szcO8V4HntKPfXW8lx3qBdOc4iHe8Z+7HfKFTyiXMb5rUi3eKBo2XLit7vUjqx70ey63tLUOe9QTG1Wz57hdZSVqXBteRqD9cO9t76wZBb\/0JRKrrI\/fcxsvH\/eoYwl+ZN+M1WNedch39fCVj9+TPwD6tcfP9NMMdXOnPvu0l\/6fmW\/+8Buf\/b7nPupvj36Wk8KV2Fd7+VFzfiJXTtFxG\/1Xd9H3ZAEYdwPIf89Hf3aXKt0nfNWnfrs3fg94f8mnfvgngBWIabyHgYDn\/36MRn23gnQGqH3qxioZ6H0UqHAomHFMFX8kmH8494IO6H+YN4IcuIBXt345qILA934l2E6ntyLKpXR0AVTVtiUdYYRCAlaedXmU1lNpk1+NVYQ1cYTq1W1AyGHAY4XvhYUsZ4JRuFdK11IRAwu5JXlliIR\/h3ktFYblpV9kWBSGxQpT+IX1MoeXVYc4d3Kw9Ib+l4Y5soZXSFrfhw0lhYddeICAJ4eHKIaJSIGBmFpnCIf8pS99WFyKqAxHN4iPWIgswYnm5YmIBIpcqIftBWCSSIdjCIioOFtSmIl76DGu6IeweIqnIoiq+HejiB0YwIbpZ4mNuIqWVYp\/uIuD0P+LYXWMQ3WLwoiIPchUdxOKqweMNiKNk0iN\/GKNvuiFrBhhuNiJleiNDnaNtAeNyaiLQSU9z5EIpLVGiaMoKRMdEfBGdEMv9yhTjwCP1pAN82hH9UgU+piPsCBQ2qCPpyCPeUSP4lGQ72gyQ5GQAXmP1cNRPkeQH\/Vm90iRFxVSpQQJGOlMDzkeBmlJH\/lLGGWRpUCS16SREBky\/jiRCAmS3LRJI4lLB7UaJkkUb1Q9KglSOHlQOsmSArkKG5k91nCQo3CT3VA9qhBSSJkoMrmUICYKQjmAITlInNR1JTmQVgmUHmmTK8mVObkaXwmTPjmTTJmSZTmUUMmPtXJ0PDmWk1V5khLpMlo5TS1plFPpkGE5HmNZCnzZUCIZCTspUT0pmBHpj01ZkYgplXNElUqpjzXplGZJlBIFCaSwJHYZk4NpSUEJl1u5mdXjmX+xmHdpme8ImU\/JDajpCJ+5mqHpmNOzl6XZl2bEm73pm78JnMEpnMNJnMVpnMeJnMmpnMvJnM3pnM8JndEpndNJndVpnddpD4EAADs=\" width=\"306px\" alt=\"how to use fibonacci retracement in forex\"\/><\/p>\n<p>A lot of merchants use it to identify potential assist and resistance levels on a worth chart which suggests reversal is probably going. Many enter the market just because the price has reached one of many Fibonacci ratios on the chart. Add long-term Fibonacci grids to favourite forex pairs and watch worth motion near popular retracement ranges. Add shorter time period grids as part of day by day commerce preparation, using alignments to search out the most effective prices to enter and exit positions. Add other technical indicators and search for convergence with retracement levels, elevating odds that costs will reverse in worthwhile counter swings. For example, multiple grids on a every day chart that align the.618 retracement of one trend with the .386 retracement of one other trend increase odds that the forex pair will reverse at or near that stage.<\/p>\n<h2>Fibonacci Retracements Vs Fibonacci Extensions<\/h2>\n<p>You may also use various pullback buying and selling strategies with the Fib retracement software as your pullback indicator. You can use Fibonacci retracement ranges to foretell the place worth is likely to pull back throughout a pattern. In the chart below, value keeps pulling again to larger Fibonacci levels on its way up. These are some of the mostly used Fibonacci retracement levels trading strategies. Let\u2019s take a look at an instance of how one can combine assist and resistance ranges with Fibonacci ranges.<\/p>\n<div style='text-align:center'><iframe width='563' height='315' src='https:\/\/www.youtube.com\/embed\/dRpncizXSVQ' frameborder='0' alt='how to use fibonacci retracement in forex' allowfullscreen><\/iframe><\/div>\n<p>This device is predicated on the Fibonacci sequence invented by mathematician Leonardo Fibonacci in the thirteenth century. The Fibonacci ranges, with the help of its retracements, targets, and extensions, are one of the best tools to use in technical analysis. Fibonacci tools may look barely different from one charting platform to the next, but they principally all function in the same means.<\/p>\n<h2>Fibonacci Retracement Levels As Trading Strategy<\/h2>\n<p>In technical analysis, Fibonacci retracement levels point out key areas where a inventory could reverse or stall. Usually, these will happen between a high level and a low level for a safety, designed to predict the longer term course of its price motion. Fibonacci retracement levels usually indicate reversal factors with uncanny accuracy.<\/p>\n<p>Hover above the \u201cFibonacci\u201d drop-down option and click on on \u201cretracement\u201d among the many different options that seem to the proper. Pick any two consecutive numbers from 5 upwards in the series, for instance, and divide the smaller one by the larger one. And if it\u2019s the golden ratio you need, divide the bigger quantity by the smaller one. Leonardo Fibonacci made the sequence up by adding the last two numbers to get the next quantity, starting from 0 and 1. There would have been some fairly tense moments, especially on the second test of the assist stage on April 1. While the Fibonacci retracement tool is extraordinarily useful, it shouldn\u2019t be used all by its lonesome self.<\/p>\n<p>Divide one of many Fibonacci numbers by one three places to the proper, for instance, 21 divided by 89 or 23.6%. Though the concept behind it is rooted in 13th-century arithmetic, understanding Fibonacci retracements doesn\u2019t need to be sophisticated. In reality, integrating the Fibonacci methodology into your buying and selling method is pretty easy.<\/p>\n<p>This is the everyday conduct seen throughout a comparatively sturdy downtrend. The first is the swing high on the left side of the screen followed by the swing low close to the underside of the screen. If you observe the gray dotted lines pointing downward, you will clearly see the place these two factors lye. For the sake of readability, I\u2019ve solely included the sixty one.eight retracement degree on the chart. It\u2019s the one which we will want to refer to for this explicit trading situation. These candlestick reversal patterns are quite powerful and might foretell the tip of a retracement transfer and even the end of an extended trend move.<\/p>\n<p>After a big worth motion up or down, the new assist and resistance ranges are often at or close to these development lines. Fibonacci retracements are useful instruments that help merchants establish help and resistance levels. With the information gathered, merchants can place orders, identify stop-loss ranges, and set value targets. Although Fibonacci retracements are useful, merchants often use other indicators to make more accurate assessments of tendencies and make higher trading choices. Fibonacci grid functions can be roughly divided into two classes, historic analysis and trade preparation. The first category requires an examination of long-term foreign exchange tendencies, figuring out harmonic levels that triggered main development adjustments.<\/p>\n<p><a href=\"https:\/\/www.xcritical.in\/blog\/how-to-use-the-fibonacci-retracement-indicator\/\"><\/p>\n<figure><img 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' alt='fibonacci retracement indicator' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='403px'\/><\/figure>\n<p><\/a><\/p>\n<p>That is why we all the time inform you to by no means make trades with only one device. Even then, you wouldn\u2019t be right on a daily basis, however you&#8217;ll have decreased your risks substantially. With merchants trying at the identical help and resistance ranges, there\u2019s an excellent likelihood that there are a ton of orders at these value ranges.<\/p>\n<p>It is primarily expressed by the \u201cgolden ratio,\u201d a staple of recent  geometry, algebra, and physics. An Italian mathematician, Leonardo Fibonacci, found the Fibonacci sequence. The relationships among the many numbers in the sequence usually are not only consistent in mathematical theory, but also in nature, architecture, and others.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\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width=\"309px\" alt=\"how to use fibonacci retracement in forex\"\/><\/p>\n<p>Having a tough time determining where to put beginning and ending points for Fibonacci grids? This approach tracks the&nbsp;Elliott Wave Theory, focusing consideration on the second major&nbsp;wave of a pattern, which is often the longest and most dynamic. When it involves financial markets, the golden ratio is utilized via many types of the Fibonacci indicator.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>As we go through in this publish, the Fibonacci device can be used that will assist you each find high likelihood trades and in addition where you can take revenue from the market. These platforms mirror actual trading activities, but they don&#8217;t engage https:\/\/www.xcritical.in\/ with real money or belongings. Any earnings, income, or losses skilled [&hellip;]<\/p>\n","protected":false},"author":14,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[27],"tags":[],"class_list":["post-1602","post","type-post","status-publish","format-standard","hentry","category-fintech-2"],"_links":{"self":[{"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/posts\/1602","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/users\/14"}],"replies":[{"embeddable":true,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/comments?post=1602"}],"version-history":[{"count":1,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/posts\/1602\/revisions"}],"predecessor-version":[{"id":1603,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/posts\/1602\/revisions\/1603"}],"wp:attachment":[{"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/media?parent=1602"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/categories?post=1602"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/woodemo.webkul.in\/woocommerce-admin-buyer-chat\/wp-json\/wp\/v2\/tags?post=1602"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}