{"id":37051,"date":"2022-01-20T13:50:16","date_gmt":"2022-01-20T08:20:16","guid":{"rendered":"https:\/\/presskitaquat.com\/?p=37051"},"modified":"2022-03-15T02:38:38","modified_gmt":"2022-03-14T21:08:38","slug":"where-to-start-your-elliott-wave-count-from","status":"publish","type":"post","link":"https:\/\/presskitaquat.com\/hindi\/where-to-start-your-elliott-wave-count-from\/","title":{"rendered":"Waves"},"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\">Elliott Wave, Price &#038; Time Projections*<\/a><\/li>\n<li><a href=\"#toc-1\">Understanding Mass Psychology And Elliott Wave Theory<\/a><\/li>\n<li><a href=\"#toc-2\">The Flat Correction Using Fibonacci Ratios:<\/a><\/li>\n<li><a href=\"#toc-3\">The Ultimate Forex Scalping Strategy Guide<\/a><\/li>\n<li><a href=\"#toc-4\">Typical Correction Size<\/a><\/li>\n<li><a href=\"#toc-5\">Test Drive Neowave Services In All Markets<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"301px\" alt=\"waves trading\"\/><\/p>\n<p>The full Elliott wave cycle includes a 5 wave transfer in the course of the development, generally known as the &#8216;motive&#8217; a part of the Elliott wave cycle. How to set worth targets using the Elliott wave count and Fibonacci analysis. This oscillator reaches a high, indicating an overbought state, on the point the place an elliott wave pattern to the upside is likely completed. The Elliott wave oscillator is a momentum reading that appears at the backside of your display on a trading platform like meta dealer.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is corrective wave?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Corrective waves are a set of financial asset price movements associated with the Elliott Wave theory of technical analysis.  Within a wave pattern, impulse waves move with the trend at one-larger degree while corrective waves move in the opposite direction.<\/p>\n<\/div><\/div>\n<\/div>\n<p>A triple backside is a bullish chart sample utilized in technical evaluation that&#8217;s characterized by three equal lows adopted by a breakout above resistance. A cup and deal with is a bullish technical price sample that seems within the form of a handled cup on a price chart. C. Two of the three main waves are prone to be identical in value acquire. Aetna topped out close to 86 in July 2014, following a long rally. It corrected in a typical ABC pattern that ended at seventy two in October.<\/p>\n<h2 id=\"toc-0\">Elliott Wave, Price &#038; Time Projections*<\/h2>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is Wave 3 of Elliott Wave cycle?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Wave 3, which often represents the strongest part of the market cycle, can&#8217;t be the shortest by price, compared with Wave 1 or Wave 5. A complete cycle of wave development actually consists of eight waves, made up of two phases: 1) a wave subdivided into five waves and 2) a three-wave corrective wave.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Corrective waves are the smaller waves that happen within a development. Our goal is to make YOU an unbiased profitable forex trader. but so as <a href=\"https:\/\/finance.yahoo.com\/\">https:\/\/finance.yahoo.com\/<\/a> to be taught, earn and master Forex Trading &#038; Wave Analysis concept, you need teaching which is why we&#8217;ve formulated a special foreign currency trading course.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"309px\" alt=\"waves trading\"\/><\/p>\n<p>Confirming value motion is known as an impulse wave, and an impulse wave that has the &#8216;proper look&#8217;. Then its time to make use of this methodology to identify elliott wave entry points.<\/p>\n<h3 id=\"toc-1\">Understanding Mass Psychology And Elliott Wave Theory<\/h3>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Can wave 5 be lower than Wave 3?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Wave 5 is always less than Wave 3 by price. The intersection of the channel lines must be beyond the end of the pattern. Diagonals must move within the two channel lines or be within 10% of gross movement. Channel lines must converge, slope in the same direction and neither be horizontal.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Wave three is usually the longest wave within the bigger sample, and can attain the Fibonacci 161.8% extension of wave 1. Wave three will transfer higher with the development, and wave 3 should target a Fibonacci ratio to wave 1.<\/p>\n<p>If you possibly can determine wave 1, then you possibly can expect a correction in wave 2. The inner make up of every motive wave also needs to unfold in 5 waves. So, If you determine the development course, given to us by Elliott wave &#8216;1&#8217;. The great thing about the Elliott wave model is that not solely can it give you a view on the trend direction.<\/p>\n<p>As you&#8217;ll be able to see, when utilized appropriately Elliott wave indicator signals, are far superior at spotting turning factors in the <a href=\"https:\/\/www.xe.com\/\">https:\/\/www.xe.com\/<\/a> value pattern. we had one of those good elliott wave setups in CRUDE oil,one that solely Elliott wave analysis could have predicted.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Which time frame is best for scalping?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>In general, most traders scalp currency pairs using a time frame between 1 and 15 minutes. Whilst there is not really a &#8220;best&#8221; time frame for scalping, the 15 minute timeframe does tend to be the least popular with Forex scalping strategies. Both 1 minute and 5 minute timeframes are the most common.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Our &#8216;go point&#8217; is triggered when the price moves previous the end of minor wave &#8216;b&#8217; inside the correction. we start to search for the market to show again within <a href=\"https:\/\/beaxy.com\/market\/waves\/\">https:\/\/beaxy.com\/market\/waves\/<\/a> the course of the principle trend. Then, once the value motion has reached the top of its wave correction we are able to look higher in wave .<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"307px\" alt=\"waves trading\"\/><\/p>\n<h3 id=\"toc-2\">The Flat Correction Using Fibonacci Ratios:<\/h3>\n<p>After a full Elliott wave cycle, the price makes a web move in favor of the bigger trend. Corrective waves are normally in 3 strikes, they tend to overlap and make much less progress than motive waves.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"302px\" alt=\"waves trading\"\/><\/p>\n<p>Here is an example of a five wave rally in the USDJPY foreign exchange market. Here&#8217;s an instance from the GBPUSD foreign exchange <a href=\"https:\/\/beaxy.com\/market\/waves\/\">waves trading<\/a> pair where Elliott wave analysis caught a rally in wave &#8216;c&#8217;.<\/p>\n<h2 id=\"toc-3\">The Ultimate Forex Scalping Strategy Guide<\/h2>\n<ul>\n<li>Wave then makes means for a double flat correction in wave , whose wave A is a working flat itself.<\/li>\n<li>The different three leading diagonal on this chart may be discovered in the position of waves 1 of of A, of B and 1 of .<\/li>\n<li>Wave terminates at $1204 and provides the start of wave , which took the price of gold as much as $1357.<\/li>\n<li>The chart above exhibits a whole five-wave impulse drawn by the USD index between April 2011 and January 2017.<\/li>\n<li>Its contracting shape is apparent and waves 1 and four are overlapping.<\/li>\n<li>It is made of five waves, where waves 2, 3, 4 and 5 consists of solely three sub-waves, whereas wave 1 is a textbook 5-wave impulse.<\/li>\n<\/ul>\n<h2 id=\"toc-4\">Typical Correction Size<\/h2>\n<p>The underlying 5-3 sample stays constant, although the time span of every wave could range. This next sample repeats itself ad infinitum at ever-smaller scales. Elliott uncovered this fractal construction in monetary markets in the <a href=\"https:\/\/beaxy.com\/market\/waves\/\">waves trading<\/a> Nineteen Thirties, but solely many years later would scientists acknowledge fractals and reveal them mathematically. Corrections could also be smaller or larger than average on any single trade.<\/p>\n<h3 id=\"toc-5\">Test Drive Neowave Services In All Markets<\/h3>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How do you measure a wave 5?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Simply either count the points or pips in the first wave or draw a line from the wave cycle peak preceding the beginning of the wave one to the ending of the wave one, then highlight it &#038; drag the top of the line to the end of the wave four corrective cycle peak &#038; check the price where the end of the line projects to<\/p>\n<\/div><\/div>\n<\/div>\n<p>We introduce individuals to the world of forex trading, and supply instructional content to help them discover ways to become worthwhile traders. We&#8217;re additionally a community of merchants that help each other on our every day buying and <a href=\"https:\/\/beaxy.com\/market\/btc\/\">bitcoin to usd dollar<\/a> selling journey. You have also discovered your lesson this time round so you skip Vegas and determine to use your income to develop your foreign currency trading capital as an alternative. You begin counting the waves on a downtrend and you notice that the ABC corrective waves are transferring sideways.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Elliott Wave, Price &#038; Time Projections* Understanding Mass Psychology And Elliott Wave Theory The Flat Correction Using Fibonacci Ratios: The Ultimate Forex Scalping Strategy Guide Typical Correction Size Test Drive Neowave Services In All Markets The full Elliott wave cycle includes a 5 wave transfer in the course of the development, generally known as [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"jnews-multi-image_gallery":[],"jnews_single_post":[],"jnews_primary_category":[],"footnotes":""},"categories":[9852],"tags":[],"class_list":["post-37051","post","type-post","status-publish","format-standard","hentry","category-breaking"],"_links":{"self":[{"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/posts\/37051","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/comments?post=37051"}],"version-history":[{"count":1,"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/posts\/37051\/revisions"}],"predecessor-version":[{"id":37052,"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/posts\/37051\/revisions\/37052"}],"wp:attachment":[{"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/media?parent=37051"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/categories?post=37051"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/presskitaquat.com\/hindi\/wp-json\/wp\/v2\/tags?post=37051"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}