Question
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How does a solar wind indicator works?
6 Answers
<p id="isPasted">Traders new to trend-following trading can benefit from the Solar Winds Indicator, which has been created to guide them. Traders with any level of market experience have been able to understand, master, and apply its demonstration process for trading purposes. </p><p>It would be beneficial to understand the key features of the indicator before using it. It can help you determine how strong the buyer and seller markets are by using the Solar Wind indicator. </p><p><img data-fr-image-pasted="true" 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" style="width: 534px;" class="fr-fic fr-dib fr-draggable fr-fil"></p><p>As shown in the histogram, sellers control the red bars while bulls control the green bars.</p><p>As with any oscillator, the Solar Wind Joy indicator can …</p>
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<p id="isPasted">The strategy is known as short selling, and sophisticated investors are using it to take advantage of the expected decline in the price of the underlying asset. Opening a short position is a way to profit from the declining price of securities by borrowing the underlying asset, selling it in the open market, and expecting that the market price will be lower to buy the securities back at a lower price and replace the securities borrowed.</p><p>For Example: -</p><p>The stock of company ABC is currently trading at $75 per share, and Sukanta believes that price will decline in less than …</p>
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<p>A 10-day period price monitoring system is applied to the indicator, which closely monitors price action, accumulates data, and transforms it into simple trading signals. It only requires that you monitor the indicator value. When there is a bullish trend in the market, the value turns positive and the bars turn green. As a result, the bars become red, indicating a bearish market trend. If the indicator value is zero, the market is sidelined or there is no market trend. You may consider an opposite trend signal as a trade exit signal to your entry signal.</p>
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<p id="isPasted">In my opinion, it was pretty good, sometimes a signal can be seen before the price actually turns.</p><p>In reviewing the code, I discovered that each bar's calculation actually uses the value from the period AFTER that bar, which means this indicator will most likely give different values in real-time compared to looking at it historically.</p><p>For instance, if you run it live in real-time, note the value of each bar as each period progresses, then remove the indicator and re-add it, you'll probably get different results.</p><p>This is just my observation.</p>
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<p id="isPasted">A solar wind indicator in forex refers to a technical analysis tool used by traders to predict market movements by monitoring the activity of the sun. It is believed that solar activity, such as solar flares and coronal mass ejections, can have an impact on the earth's magnetic field and potentially disrupt communication and electrical systems. This, in turn, is thought to influence the financial markets and create price movements that can be predicted and traded.</p><p>The solar wind indicator uses data on solar activity and combines it with technical analysis methods to generate signals for trading decisions. Some common …</p>
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