{"id":7583,"date":"2024-03-11T15:57:14","date_gmt":"2024-03-11T15:57:14","guid":{"rendered":"http:\/\/berca.net\/?p=7583"},"modified":"2025-07-09T11:16:27","modified_gmt":"2025-07-09T11:16:27","slug":"awesome-oscillator-indicator-definition-2","status":"publish","type":"post","link":"http:\/\/berca.net\/?p=7583","title":{"rendered":"Awesome Oscillator Indicator: Definition, Calculation &#038; Strategies"},"content":{"rendered":"<p>The idea is to use multiple indicators to validate your trading signals, enhancing the completeness and accuracy of your strategy. Whether you\u2019re a resident of a specific country or trading on a global scale, combining indicators can offer a variety of insights, from investment decisions to risk management. It\u2019s simple enough for beginners to use but offers enough depth for more experienced traders. It can be applied to various asset classes and is widely available on most trading platforms. The AO is particularly useful for identifying market momentum and potential reversals.<\/p>\n<h2>What is Fibonacci retracement? How to trade using this indicator?<\/h2>\n<p>Each different awesome oscillator strategy seeks to confirm or disprove trends and determine potential reversal points. In doing so, the awesome oscillator can help a trader to determine when or if they should open a buy or a sell position based on the signals provided by the awesome oscillator. The Awesome Oscillator (AO) is a market momentum indicator used by traders to gauge market movements and trends.<\/p>\n<h2>The complete guide to awesome oscillator: calculation formula, how to interpret it and use in your trading strategies<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"603px\" alt=\"what is the awesome oscillator\" 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\"\/><\/p>\n<p>Like all indicators, it should be used as part of a diversified trading strategy. Another mistake is not fully understanding how to read the AO or ignoring other important factors like market news and events. Like all indicators, it\u2019s not foolproof and should not be used in isolation. It\u2019s most effective when used in conjunction with other indicators and a well-thought-out trading strategy. Additionally, the AO may not be suitable for all types of markets or trading styles. On a related note, while the Awesome Oscillator is a powerful tool, your trading strategy should also consider the psychological aspects of trading.<\/p>\n<h2>Combine the Awesome Oscillator with other indicators<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"603px\" alt=\"what is the awesome oscillator\" src=\"data:image\/jpg;base64,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\"\/><\/p>\n<p>Let\u2019s learn some of the most profitable trading strategies that can be tested out using the oscillator alone. Saucers can be either bullish or bearish, depending on their position with respect to the zero-line. Twin Peaks is a method which considers the differences between two peaks on the same side of the Zero Line.<\/p>\n<ul>\n<li>When the 5-period SMA is above the 34-period SMA, it shows that short-term momentum is stronger than long-term momentum, indicating bullish momentum.<\/li>\n<li>Although we are not specifically constrained from dealing ahead of our recommendations we do not seek to take advantage of them before they are provided to our clients.<\/li>\n<li>The significance of this is that the indicator helps avoid putting too much emphasis on how prices end at the close of a session, especially when there\u2019s last-minute volatility or manipulation.<\/li>\n<li>The main signals are generated by the position of the bars relative to the middle line, its crossings, and their position relative to each other.<\/li>\n<\/ul>\n<p>You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money. As with all technical indicators, awesome oscillator signals are no guarantee that a market will behave in a certain way. Because of this, many traders will take steps to manage their risk when trading with the awesome oscillator. These include using stops and limits on open positions in case a trading signal does not translate to a tangible market movement. We want to clarify that IG International does not have an official Line account at this time.<\/p>\n<p>There are some key differences in the calculations of the MACD from the AO that lead them to be more effective in differing situations. The MACD uses EMAs, which give more weight to recent price data, while the AO uses SMAs, which give equal weight to all price data within the specified period. Imagine that a trader is analysing the price chart of a stock and notices that the AO value is positive. This indicates that the 5-period SMA of the midpoint price is above the 34-period SMA, indicating a bullish trend.<\/p>\n<h2>Best Forex Trading Indicators Every Trader Should Use<\/h2>\n<p>Conversely, when the 5-period SMA is below the 34-period SMA, it signals bearish momentum, meaning that short-term momentum is weakening compared to the long-term trend. Indicator readings can be used and buy and sell signals or as a directional guide to inform your outlook. Essentially, the zero line acts as the dividing point between bullish and bearish momentum, marking the mid-point of the range over the lookback period. Crossovers above or below this line often provide early warnings of trend changes.<\/p>\n<p>On the chart, it is located in a separate window below the price and represents a histogram. The histogram consists of bars of two colors, red and green, moving relative to the central zero horizontal line. The stronger the trend and the greater the divergence between the MAs, the larger the upward bars in uptrends and the downward bars in downtrends. Based on the information above, the Awesome <a href=\"https:\/\/forexanalytics.info\/9-forex-trading-tips\/\">9 forex trading tips<\/a> Oscillator indicator is a promising addition to any trader\u2019s technical analysis arsenal. The only thing that is yet to be covered is what can be the best trading strategy for this indicator.<\/p>\n<h2>Awesome Oscillator vs MACD<\/h2>\n<p>The green bar will often serve as a buy signal, with traders trying to ride the upward momentum to achieve a profit. The price chart below gives an example of a bullish twin peak awesome oscillator pattern. With the standard basic settings of MA(5) and MA(34), the indicator is considered to be leading. Since the periods of moving averages are relatively small, the AO can react faster to price changes and give early signals about possible trend reversals. Increasing the period of moving averages, you decrease the sensitivity of the oscillator and its delay.<\/p>\n<p>It\u2019s a powerful trading platform that integrates with most major brokers. I helped to design it, which means it has all the trading indicators, news sources, and stock screening capabilities that traders like me look for in a platform. In this, the short-term momentum increases at a greater rate than the long-term momentum when AO rises above the Zero Line. Just below the zero line, two peaks, the second one higher than the first, will form, followed by a green candle signaling a bullish continuation of the trend. Online stock trading is all about spotting trades efficiently and what better way to do so than with technical indicators.<\/p>\n<p>Momentum indicators give analysts a better idea of a trend\u2019s strength, which can be a great indicator of future price movements. Positive momentum indicates the potential for a bullish trend, while negative momentum indicates the opposite. The awesome oscillator can be a reliable tool for measuring momentum and spotting potential trend reversals, especially in trending markets. However, because it\u2019s a lagging indicator, it may give delayed signals, causing traders to enter or exit trades after significant price moves.<\/p>\n<p>Close 50% of the position after the price touches the opposite channel boundary. Note that although the AO crossed the zero line from above, the price has already reached the channel boundary, and it is too late to open a trade using the signal. This shows that the Awesome Oscillator is a confirming indicator, not a main one. The formation of a \u00abSaucer\u00bb pattern on the indicator is considered a relatively weak signal because of its delay. By the time it is fully formed, the price has already passed most of the trend. Therefore, it is recommended to use it only for trading on the next 3-4 candlesticks after the signal appears.<\/p>\n<ul>\n<li>In the trading terminal, it looks like a histogram under the price chart.<\/li>\n<li>The AO is particularly useful for identifying market momentum and potential reversals.<\/li>\n<li>Another difference is that the Accelerator Oscillator can give signals earlier.<\/li>\n<li>Note that using this strategy alone should be avoided as the indicator crossing the zero line may give you false signals.<\/li>\n<li>For clients interested in deeper involvement with Awesome Oscillator trading, the career center on the service provider\u2019s page can offer valuable insights into the company\u2019s philosophy and opportunities.<\/li>\n<\/ul>\n<p>The indicator can be used in conjunction with moving averages, Fibonacci levels, Price Action trading techniques, etc. Before launching the strategy, all options must be tested on historical data. Bill Williams, an American trader and author of books on trading psychology, technical analysis, and chaos theory in trading the stock. If, for example, the price makes new highs, and the AO does not show new highs, this is a bearish divergence, the price may go down.<\/p>\n<p>It is based on the difference between the awesome oscillator and a 5-period simple moving average. Besides, it helps traders to predict price changes by evaluating acceleration or deceleration of market momentum. The Awesome Oscillator determines the trend direction using the principle described above. The greater the divergence between the two moving averages, the stronger the trend. The upward growth of green bars indicates a strong upward movement, and the signal is taken into account when the bars cross the zero line.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The idea is to use multiple indicators to validate your trading signals, enhancing the completeness and accuracy of your strategy. Whether you\u2019re a resident of a specific country or trading on a global scale, combining indicators can offer a variety of insights, from investment decisions to risk management. It\u2019s simple enough for beginners to use but offers enough depth for&nbsp;<a href=\"http:\/\/berca.net\/?p=7583\" class=\"read-more\">Continue Reading<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_ml_titleColor":"#000000","_ml_titleFont":"Roboto","_ml_titleFontSize":1.136,"_ml_titleFontWeight":"400","_ml_titleLineHeight":1.3,"_ml_metaColor":"#708090","_ml_metaFont":"Montserrat","_ml_metaFontSize":0.6785,"_ml_metaFontWeight":"400","_ml_metaLineHeight":0.92,"_ml_bodyColor":"#a9a9a9","_ml_bodyFont":"Open Sans","_ml_bodyFontSize":0.85,"_ml_bodyFontWeight":"400","_ml_bodyLineHeight":1.2,"_ml_wooPriceColor":"#666","_ml_wooPriceFont":"Open Sans","_ml_wooPriceFontSize":0.9,"_ml_wooPriceFontWeight":"400","_ml_wooPriceLineHeight":1.27,"_ml_headingColor":"#000","_ml_headingFont":"Merriweather","_ml_headingFontSize":2.02,"_ml_headingFontWeight":"700","_ml_headingLineHeight":1.47,"_mlglobal_userfontcolors":{"headingColorUser":[],"titleColorUser":[],"metaColorUser":[],"bodyColorUser":[],"wooPriceColorUser":[]},"footnotes":""},"categories":[1],"tags":[],"class_list":["post-7583","post","type-post","status-publish","format-standard","hentry","category-uncategorized","cat-1-id"],"_links":{"self":[{"href":"http:\/\/berca.net\/index.php?rest_route=\/wp\/v2\/posts\/7583","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/berca.net\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/berca.net\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/berca.net\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/berca.net\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=7583"}],"version-history":[{"count":1,"href":"http:\/\/berca.net\/index.php?rest_route=\/wp\/v2\/posts\/7583\/revisions"}],"predecessor-version":[{"id":7584,"href":"http:\/\/berca.net\/index.php?rest_route=\/wp\/v2\/posts\/7583\/revisions\/7584"}],"wp:attachment":[{"href":"http:\/\/berca.net\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7583"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/berca.net\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7583"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/berca.net\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7583"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}