{"id":9136,"date":"2024-04-05T17:31:27","date_gmt":"2024-04-05T17:31:27","guid":{"rendered":"https:\/\/bendigofc.com.au\/printyoaus\/?p=9136"},"modified":"2025-03-10T13:12:22","modified_gmt":"2025-03-10T13:12:22","slug":"rising-and-falling-wedge-chart-patterns-a-traders","status":"publish","type":"post","link":"https:\/\/bendigofc.com.au\/printyoaus\/?p=9136","title":{"rendered":"Rising and Falling Wedge Chart Patterns: A Traders Guide"},"content":{"rendered":"<p>For our EUR\/USD trade, for example, you might be risking 10 or 20 points in exchange for 200 points of potential profit. One extra clue that a bullish pennant is forming is falling volume as price consolidates. Then, when the market begins to break out of the pattern, volume spikes.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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PBrjuZCrN1GmqdtEvRi7WRN4uo4qGd5VsitEu5Iqcm9rb7yD0KeGliI3Tj\/aE8ri5JOrG3W717TPHDSaesbRu24qUreNv1KISaaadmndNbUzU5ytKrTbj9qo6ZXfrL+FvyYVix8kqORSbTqRlbLZLRri+J5sJJNNq6PS5RjT6NZal5Zvq2VrM83KuPsNQJVZRezaVlkFC9ncsrwjC1le\/EqnS9OLi9q2MolBp2syUarWzTuE6snvIgUJbkySoSf8A2Vtk6VVxd928qlKnZ2bRb0kcqi02RrR9ZaplQErR4PzC64DppO99u5bAqQtbt3b0EXRcXB2isyKFN8RRk07oslHMs0du9EELkujfDtIXJqo7W3ARuWP0\/vL2lQBWyeJhF2tch\/bOETLPa+8m8RLsXgKW1ssZLgkVvFT4lUpt7dQUXwFJabrS+szTRqNx7UY8rNeHhZO+8FsjEWVMt9G\/IjpwYDU9LXfcQJX\/AIQz9wCsbZxvBdxRQqvMkyWL2oChw7vMLdpEspSiusrgRsuIK2+4TeuisiJRslBQjmW3cdDzfg62BrxbtmlNX3L0I6nOw9KnbgdNzTjfC1VxqSX8kTGfDWHLxKdeUFaNZpfwx7eLtwITqxbvJ1Jvi5JfoxUqcNVOeW3COZsKqpuyp529b3tr3WKwj0iWynHxzP8AWwKvLdZfdio+4spYGtPq0pvwt7yHQcZwXjm91wFOrKXWlKXe2zdyLK9WVJu0a0JU\/G2j8\/eZqeHUr2k3bbaKS85NG2jSpUqEMVDNKpGqo5ZP0YyWt3baFh5runrtT17yeJrRnNyjHKnsjdO3kkW1sY5ylPo6SlJ3doJ6+NyxY9xUZQlKM4tNpaRdu6yt2W8QjS8POrgqcsrz0pygr+i5U3rpfbZmCNKaus8Yrfeovcmzby+s1dVb3hVhCcO62z+uJljgarV8jS7bR95FldgaLpzjXzNxpyUm4Qk1ZNXV3Zb7eJPljD0oVIzpuThVj0iWiSTexaEIUakIOPTwhBvWPSXu7W2RvuLY0+lw1SnF5pYeTnBpdak36VvHUDzrr6q8W2WrGVFDo1Nqne+VJJX4lUKcpdWMpdybNdLkrET2UpeNkVlllUk9sm+9sR69Lm3iZbVGPe2a6fNVr\/Erpdyt77kuF1lzozrKXNrDrbKc\/O3sNtLkXDx2YdPtlb\/szvDXxy4aOrstX2al9PA1pdWjN\/7be876GHUerCEfC\/yJ5H9a33Ype+5N4a+NxdLkDFS\/y1H70vkbYc15WvOqo+FreNzp+iW9yf8AufuBU4rVRV+Nlcz8i\/HDwKfN2hazqSk+Kbb\/AJTbhOSaNK+SnJtqzbe1cPSZ6gibyusQ5XnbhYwwtPLThC9aOzb1ZdhyPRvVb1uO157\/AESn+NH4ZHE9LK1r9h1wm4c8uUC+m1NZXt3MoBM6IclZ2YjVKn0kFL1veZ+jl9VgOcr247+0gWdBLhbvFk4yXvIiVGpbR9V7RVaeV9j2MWWPFvwLniFly5brtCs4i1SV+qi6q1kvFFGVJ8CylGSknawnNveIiLq1ON7xkl2EIUru2ZeRBqwBVlSiouzbb8iOnD2k759H1lsfEr7HtAliUk9m0pv3FuJ6xSBKN3v\/AEFLvEu3YD7NhQGvDyvB9hkNGEe1EGdgSqKzZECaTcexakBxk1e29WFYoIuzua8SrxTMqg+BrTWTK5K5BjHF2dxuK+t7AtHtKJ1qila19OJUa4UINX1M+fgl5AW4N6tHXc1YWoVF\/wCVv+WJxnSPidfzPb\/s87\/ay+GJz8nDeHLyeUa2WvVUIxilN+pFu633Znjip5rybktbxcnY9HH56WNnUhTza5l6Lad12FNfDYnE1HN0mm\/BJeJY4YnlbyJWTxLilkVWEoWTdr2029x59HCzm2opei0ndpJefcexyZyHXhVp1JWSjJPbdvsNdbm0p1JTc2lJt2VtLk2iFjGZh4CwaVs1amu5uTXl\/Whu5Pgp0cXQi83oxqw0tdx26eR7NHm3QW3NLvbPQw3J1Gl1IJN7bbWZnOFjCXFYRLVOhKpK+msklp2G2OExE1JRw1OKd1fKr24LbY7GNOK2RXkTRPlhfjc5+xKlXC0qc7Rq03Kz2rK3sCnzVcv8Su33f+7nSDRn5Jb0h41Lmxh47c0u9s3UOT6NFNwppX0dtr7DYJq6MznMrGMQrjStsjFeFyai\/rPwshxd1\/W0ZLlaLIu197bJRilsSXchDJamAIGEIYhoAExkSoBMYmBzvPVJ4Wnd2\/fR+GRx39mjlzZro7Dnv9Ep\/jR+GRxtCp6r6r9h6PH9XLLlVpw9o83YvIKkHF2Im2U+kfFkbkqVr62t2kZ2u7arcEaIVM8HC+u7tM\/Y9oJ2LpLpFmXWW3tCqSyNK6un\/wBlQ7hA1YlSqZe57UQbACyrTtquq\/YQLcNK7yvVMKmHlF6aoKip6WavbYRbGqUuxeI40bu2aIEC5LOv4l7Qnh8u2T8BU5KLulr2sBYtaooNuJaUdVfgY8wgkrDysLsRQ8vai2jNRd9pSBBZUnFu9vaQuuAgKL8M03ZpBiZWdloiqnK0k+0vxcdU+KIM9xxi3sIk6c7X0unoyhSg1tIlk6qcVFRtbXaVkGrCu6cTPJWdieGlaSJYqNpX4gU3Oz5pyTw82lb97K\/flicWdjzP+jT\/ABZfDE5+T6t4cveyrgvImiJJHnt2SRJEUSRBJDIjAkMiMCQ0RQ7gSAQwI7H3+\/8Ar3EiMlp27u8ad1cBjIkkAAAMqBACAAYgYFQhMbIhHO89votP8aPwyOHO65503LCwS29NH4ZHFSoZetJL2no8f1c8uVkP3kbPrLYZ3oXUpRg73bfdYdSrGXqe02youBZnW6KHCu091uFgK1Bvcy6hBxkm7Jd5ZipXjFrqmUC+tCDd1K3tKsseLfgRRNU23ltqARyb0\/MurQjGKaS137TMW0prqy6r9gEVUe52Byb3sJwcXZ+DIgTnTa\/rQgO4mgLlLOsr6y2Mq7HtEXddfxr2gSxa9Fd5jN2KXoMxwlZpiFkRi3sQnFraWKu0klpYhKTb1KiIDyPgPo32eYEQJZV9Yfo9rAga6yzU0zNmX1fMseIl3EFNuwl0b4FlKs1LV6FuMeiQGbJ2oeVcfYRACcHFO+rJzxF\/VRXKm0k3sZAo1YaSbs0r7jrebL\/cT7Kr+GJxdKVpJna83P8ABn+I\/hicvJ9W8OXrokiCJo8zskiSIkkBIYhgAxABJDEgAkhiQwAjHRteKJEZ8eGoEhiQFEhAAQwFcLgAgFcIGIBFR4HPGplw1N\/+aPwyOOxSvaS2M67nr9Fh+NH4ZHIYefqPYz0ePhzy5UDirtK9u0lUg4uzIG2F39nfpLevaUkukejvqtCNwLaFS3ovqsVWnldt24rNNH04uL2rYwrOW9O9OK0uVSi07NAk+DAcpX13kSWR9nmGTjJAXUmprJLbuZTJOLsyVNqLT1ZpjONTRrUDHmQZr8WXVJJSajFK3YSgpStaSX6AUqEn6rJQpyTTdl4jqJp2bZWBvkk1rsPPm430R6EtjPNZIWUm2vVt4CzviJyb2sRpDuxASyPgwIgWxw8nfTVFQAAAAGyr6VNMxmzD602iDIIbQKL4MCyWIk78Hu3FRYqEnuHKg1taRRUdpzWlfDP779yOPyx4vyOu5qNf2aVtnSy+GJz8n1bw5e4SRAkmeZ2TRJECSIJoZFDAYxABJDIoYEkMiO4DAQAKG9cPcTK5OzT8H3EyiQhAEDABAO4gEVDuJsQmEc9z1+iw\/Gj8Mjibnb88n\/8AFhpf99H4ZHGZ33eB6PHw55ctTp56ab6xkdKS4eYOb4sRtk+j4yQZY8X5CAofo8H5k4VXHqpIrAgslWk95ByfEQBAAAADTEMKtks6uustvaQhUa2ChJp3ROrC6zx8UBFyb2sQ4SW9E+ltsQGs82as33npGOvRd29LMkLKuOWyvt3k1UgnpHgVZP4l7x2jxfkaRKdW6tZITry4ivHg\/Fhn7EAOpJ72JQk9zH0j42IuTe8CXRvfZeIZFvl5EAAn6Pa\/YWQxGVWjFIoAC115Ph5EXUlxZACDRhqrUrN6MeM6yM6ZrxKzQUgMh1\/NL6NP8WXwxOQOu5pfRp\/iy+GJjyfVrDl7pJEUSR5ndIkiCJoCQ0RGBIZEZBJAJDAYyIwhgAFCeug6b07VoxC2O\/mBYIjnX9IM3YBICF32CsETbRFzM9bGUafWqQj4q552I5y4eGxub7Fp7TURMo9i7KK2IhDr1Ix72kcTjeXK1Vt53GO6KdkkefKtJ7WdI8cszk6HnTyhSq0YwpzzSVRN6O1sst\/icsTmyB1xiopzmbkwACoQDEFMBXGuxMAAkqcn6pOOHk9ugFQGmOEXa\/YTWEXD2gpjuHgz0VRtwXgS6PiCnmqMnsizRhoNXvsZqyIM0ewWtMs8Ld6OwLCcWzVn4J+QXfDzZLKRMeMlqkbDHjFqiQss4DSJKk7XtoaZQAuVDi1tsVSVm0AgAAAAAoAAaQCAmqcuA1RfFeZBWbaHpU2itYTe5DhXUFaK8WBmZ13NL6NP8WXwxOXnWvrlj5HUc1pXw87\/AGr+GJjyfVrHl7iJIgSR5nZJEkQTJJhUxkLkkwJDIjAlcZAkmEMYiqriqcOvUjHvaQF4XPIr84sND13J\/wAKPMxHO1\/5dO3bJmowmUnKHU3ITqxjq5JLtZwuI5fxE\/Xyrs0MFTETn1pyfezceKf1neHe1+W8PT21U+xanm1+dtJdSnKT7dEcgBuPHDM5y92vzrry6ijBd137TzcRyrXqderJ9l7LyMgGoxiGbkOTe8QwNIQWGAEJ7CKi3uZqw8by8DVkQKeaqM3uJxw0nvN+i4BnX9IlrTIsHxbJrBrh7TRmfBh6XYhZSuOHity8iapoeV\/W8gyLe2\/EWtCyXAM6BQXBEiCGfgn7gvLgvMmAEbPj5IWTi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width=\"409px\" alt=\"falling wedge bullish or bearish\"\/><\/p>\n<p>Before the lines converge, the price may breakout above the upper trend line. The trend lines drawn above and below the price chart pattern can converge to help a trader or analyst anticipate a breakout reversal. While price can be out of either trend line, wedge patterns have a tendency to break in the opposite direction from the trend lines. It is created when a market consolidates between two converging support and resistance lines. To create a falling wedge, the support and resistance lines have to both point in a downwards direction. This pattern emerges when volume declines and new stock price highs are limited.<\/p>\n<h2>How can I accurately trade a Falling Wedge pattern?<\/h2>\n<p>The trading period begins when the descending triangle reversal pattern is revealed ahead of the breakout. On the contrary, a bearish symmetrical triangle is an example of a chart pattern that exhibits a continuation of the downtrend. The action preceding the development of the symmetrical triangle has to be bearish for the triangle to be termed bearish. Symmetrical triangle patterns can sometimes also be referred to as wedge chart patterns, depending on the circumstances. The rising wedge is a bearish pattern and the inverse version of the falling wedge.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"408px\" alt=\"falling wedge bullish or bearish\"\/><\/p>\n<p>Falling wedges are some of the most popular trading pattern around, and when used in the right manner, they can pinpoint great trading opportunities in the markets. However, a good rule of thumb often is to place the stop at a level that signals that the you were wrong, if it. Most of the time you should aim to have a risk-reward ratio of at least 2, in order to stay profitable.<\/p>\n<h2>It\u2019s a challenging pattern<\/h2>\n<p>Each day our team does live streaming where we focus on real-time group mentoring, coaching, and stock training. We teach day trading stocks, options or futures, as well as swing trading. Our live streams are a great way to learn in a real-world environment, without the pressure and noise of trying to do it all yourself or listening to \u201cTalking Heads\u201d on social media or tv.<\/p>\n<p>A falling wedge pattern is seen as a bullish signal as it reflects that a sliding price is starting to lose momentum, and that buyers are starting to move in to slow down the fall. Descending triangles are a bearish pattern that anticipates a downward trend breakout. A breakout occurs when the price of an asset moves above a&nbsp;resistance&nbsp;area,  or below a&nbsp;support&nbsp;area.<\/p>\n<h2>Wedge pattern<\/h2>\n<p>As a continuation pattern, the falling wedge will still slope down, but the slope will be against the prevailing uptrend. As a reversal pattern, the falling wedge slopes down and with the prevailing trend. Regardless of the type (reversal or continuation), falling wedges are regarded as bullish patterns. When a security&#8217;s price has been falling over time, a wedge pattern can occur just as the trend makes its final downward move. The trend lines drawn above the highs and below the lows on the price chart pattern can converge as the price slide loses momentum and buyers step in to slow the rate of decline.<\/p>\n<div style='border: grey dotted 1px;padding: 11px;'>\n<h3>How Will Preliminary Agreement Impact Newmont Share Price? &#8211; The Coin Republic<\/h3>\n<p>How Will Preliminary Agreement Impact Newmont Share Price?.<\/p>\n<p>Posted: Sat, 07 Oct 2023 22:13:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiZWh0dHBzOi8vd3d3LnRoZWNvaW5yZXB1YmxpYy5jb20vMjAyMy8xMC8wNy9ob3ctd2lsbC1wcmVsaW1pbmFyeS1hZ3JlZW1lbnQtaW1wYWN0LW5ld21vbnQtc2hhcmUtcHJpY2Uv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>To design your wedge trading strategy, you\u2019ll need to decide when to open your position, when to take profit and when to cut your losses. \ud83d\udfe2 RISING THREE<br \/>\n&#8220;Rising three methods&#8221; is a bullish continuation candlestick pattern that occurs in an uptrend and  whose conclusion sees a resumption of that trend. The first bar of the pattern is a bullish candlestick with a large real body within a well-defined uptrend. Wyckoff Accumulation &amp; Distribution is a trading strategy that was developed by Richard Wyckoff in the early 1900s. It is based on the premise that markets move in cycles and that traders may recognize and use these cycles. In accumulation phase Wyckoff strategy involves identifying a Trading Range where buyers are accumulating shares of a stock before it&#8230;<\/p>\n<h2>How to Spot a Falling Wedge in the Chart<\/h2>\n<p>Despite that, Bitcoin recovered the losses a few months later by once again rising in value. Being a bullish pattern, most breakouts are expected to occur to the upside, which becomes the signal that the bullish phase will continue or begin, depending on the preceding trend. This narrowing of the price range signals that prices are beginning to consolidate before making a move higher. Trading foreign exchange on margin carries a high level of risk, and may not be suitable for all investors. Before deciding to trade foreign exchange you should carefully consider your investment objectives, level of experience, and risk appetite.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"403px\" alt=\"falling wedge bullish or bearish\"\/><\/p>\n<p>It&#8217;s usually prudent to wait for a break above the previous reaction high for further confirmation. Following a resistance break, a correction to test the newfound support level can sometimes occur. A descending triangle forms with an horizontal resistance and a descending trendline from the swing highsTraders can&#8230; One method you can use to confirm the move is to wait for the breakout to begin. Essentially, here you are hoping for a significant move beyond the support trend line for a rising wedge, or resistance for a falling one.<\/p>\n<h2>Wedge Patterns as Trend Reversals<\/h2>\n<p>These are stocks that we post daily in our Discord for our community members. People come here to learn, hang out, practice, trade stocks, and more. Our trade rooms are a great place to get live group mentoring and training. To get confirmation of a bullish bias look for price to break the resistance trend line with a convincing breakout. Notice how price action is forming new highs, but at a much slower pace than when price makes higher lows. Those traders who have been waiting to buy the market leap in and send it skyward once more.<\/p>\n<ul>\n<li>Only risk capital should be used for trading and only those with sufficient risk capital should consider trading.<\/li>\n<li>Look for a series of lower highs and lower lows that converges into a point.<\/li>\n<li>Heikin-Ashi charts can apply to any market and are a trading tool used in conjunction with technical analysis to assist in identifying trends.<\/li>\n<li>A rising wedge is a technical pattern, suggesting a reversal in the trend .<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>For our EUR\/USD trade, for example, you might be risking 10 or 20 points in exchange for 200 points of 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