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	<title>Cornelia Füllkrug-Weitzel &#187; Forex Trading</title>
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		<title>How to Trade the MACD Indicator</title>
		<link>http://fuellkrug-weitzel.de/how-to-trade-the-macd-indicator/</link>
		<comments>http://fuellkrug-weitzel.de/how-to-trade-the-macd-indicator/#comments</comments>
		<pubDate>Fri, 26 Jan 2024 10:50:22 +0000</pubDate>
		<dc:creator>Hennes</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[<p>When MACD forms a series of two falling highs that correspond with two rising highs on the price, a bearish divergence has been formed. A bearish divergence that appears during a long-term bearish trend is considered confirmation that the trend is likely to continue. As it &#8230; <p><a href="http://fuellkrug-weitzel.de/how-to-trade-the-macd-indicator/" class="more-link"><span class="morelink-icon">Weiterlesen</span></a></p></p><p>The post <a href="http://fuellkrug-weitzel.de/how-to-trade-the-macd-indicator/">How to Trade the MACD Indicator</a> appeared first on <a href="http://fuellkrug-weitzel.de">Cornelia Füllkrug-Weitzel</a>.</p>]]></description>
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" width="606px" alt=" How to Trade the MACD Indicator"  title="How to Trade the MACD Indicator" /></p>
<p>
<p>When MACD forms a series of two falling highs that correspond with two rising highs on the price, a bearish divergence has been formed. A bearish divergence that appears during a long-term bearish trend is considered confirmation that the trend is likely to continue. As it consolidates between the $60,000 and $64,000 range, this acts as the confirmation that gives us the confidence to enter a long position on BTC. For risk mitigation purposes, it&#8217;s crucial to also set stop-loss orders at the support level of $60,000 to mitigate risk in case the price movement breaks below the range that BTC is trading in. As the MACD and MACD signal line are derived from two EMAs, their value will be dependent on the underlying security.</p>
</p>
<p>
<p>All analysis should include support and resistance, volume, and tape. The MACD is not a “GO / NO GO” study that will offer you trade entries and trade exits. The MACD Study is designed to watch for changes in the current market direction.</p>
</p>
<p>
<h2>How are each of the series calculated ? :</h2>
</p>
<p>
<p>The MACD reflects the changing relationship of short-term exponential moving averages to long-term exponential moving averages. Along with fundamental analysis such as news reports, MACD signals could be used in combination with a variety of other technical indicators to help traders make more informed decisions. Therefore, it is important that traders always make sure to do their own research, remember that markets can move against them, and to never trade with more money than they can afford to lose. Yes, the MACD can be helpful for day trading as it highlights short-term momentum shifts. However, due to potential lagging and false signals, it&#8217;s even more crucial to combine it with other indicators and focus on strict risk management in day trading. The MACD crossover strategy is one of the most popular uses of this indicator.</p>
</p>
<p><img 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" width="606px" alt=" How to Trade the MACD Indicator"  title="How to Trade the MACD Indicator" /></p>
<p>
<h2>Customizing the MACD for Different Markets</h2>
</p>
<p>
<p>If MACD is above the signal line, the  histogram <a href="https://g-markets.net/helpful-articles/when-to-use-and-how-to-read-the-macd-indicator/">how to read the macd</a> will be above the MACD’s baseline or zero line. If MACD is below its signal line, the histogram will be below the MACD’s baseline. Traders use the MACD’s histogram to identify peaks of bullish or bearish momentum, and to generate overbought/oversold trade signals.</p>
</p>
<p>
<h2>How to Read MACD in Crypto Trading</h2>
</p>
<p>
<p>This article discusses how to read MACD, divergence, price action, trend direction, and momentum. These common trade tactics are the backbone of a full trading strategy. This gives us a great signal of price reversal since we use moving average cross-overs to signal when the price has changed direction.</p>
</p>
<p><img 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" width="606px" alt=" How to Trade the MACD Indicator"  title="How to Trade the MACD Indicator" /></p>
<p>
<p>Also, we provide you with free options courses that teach you how to implement our trades as well. As a result of knowing how to read MACD, you can trade the trend and know when to sit out. Hence, knowing how to read MACD is important to trading the indicator. The Diff is the measured distance between the Value and average lines. An Average of ANYTHING is a great way to visualize where the COMMON ACTION is.</p>
</p>
<p>
<p>These crossovers are easy to spot and provide great entry and exit points for trades. The astute trader can gather a wide breadth of information by studying the MACD, using it to establish a market’s prevailing trendlines​ and momentum. Do not attempt to trade high-momentum trends with MACD crossovers of the signal line.</p>
</p>
<p>
<ol>
<li>As we’ve already covered, the MACD is built on movement – the movement of moving averages either towards one another (convergence) or away from one another (divergence).</li>
<li>MACD is arguably the most popular, but many different indicators are used to identify divergence.</li>
<li>Since it is based on historical data, it can also be used to predict trend changes and take further positions accordingly.</li>
<li>A negative MACD shows downward momentum as the average price of the last 12 periods is lower than the average price of the last 26 periods.</li>
</ol>
<p>
<p>The MACD is useful because when the MACD is above zero, the underlying security is in an uptrend. I don’t consider the moving average convergence divergence a trade signal indicator because I don’t consider a moving average crossover a trade entry signal. The MACD histogram is a useful and versatile technical indicator, however, there are some limitations and drawbacks that should be taken into account. As the MACD histogram is based on lagging indicators, it can be slow to react to price movements and may miss early signals in choppy or sideways markets. Furthermore, different traders may interpret the MACD histogram differently, making it ambiguous and inconsistent. Moreover, the MACD histogram can be noisy and fluctuate frequently in volatile or low-volume markets, potentially generating too many or too few signals.</p>
</p>
<p>
<ol>
<li>It also includes a histogram that represents the difference between the two averages.</li>
<li>Along with centerline and signal line crossovers, MACD charts may also provide insights through divergences between the MACD chart and the asset’s price action.</li>
<li>When MACD forms a series of two falling highs that correspond with two rising highs on the price, a bearish divergence has been formed.</li>
<li>Traders can use the MACD histogram as a momentum indicator to jump ahead of changes in market sentiment.</li>
<li>The histogram can also be used to help with a MACD trading strategy.</li>
<li>When the MACD line crosses up on the Signal line, that suggests bullish momentum.</li>
</ol>
<p>
<p>The MACD indicator identifies the highest upward and lowest downward trends. With the highest upward trend, the ideal exit point can be identified and with the lowest downward trend, we can get the ideal entry point in the forex market. At a very basic level, it is used to generate buy and/or sell signals using crossovers. When the MACD crosses the signal line  from under it and goes over, a buy signal is generated. Conversely, when the MACD crosses the signal line from above and goes under it, this generates a sell signal, and is often known as the &#8220;death cross&#8221;.</p>
</p>
<p>
<p>As shown on the following chart, when MACD falls below the signal line, it is a bearish signal indicating that it may be time to sell. Conversely, when MACD rises above the signal line, the signal is bullish, suggesting that the asset&#8217;s price might experience upward momentum. Crossovers are more reliable when they conform to the prevailing trend. If MACD crosses above its signal line after a brief downside correction within a longer-term uptrend, it qualifies as a bullish confirmation and the likely continuation of the uptrend.</p>
</p>
<p>
<p>The primary method of interpreting the MACD is with moving average crossovers. MACD is one of the most-used oscillators because it has been proven to be a reliable method for identifying trend reversals and momentum. There are various strategies for trading MACD, including those described above. Try each out to find the one that works best for you and your trading plan. A bullish signal occurs when the MACD line crosses above the signal line, suggesting upward momentum. A bearish signal occurs when the MACD line crosses below the signal line, suggesting downward momentum.</p>
</p>
<p>
<p>When added to other charts and market analyses, the MACD Indicator Study provides you with the missing pieces of the puzzle. For instance, instead of continuously seeking divergence between price action and the MACD, you can wait for a divergence signal that identifies when divergence has occurred. If you trade on the 1-hour, you want to set the MACD onto a 4-hour chart to determine market bias. We clearly understand how to read MACD and where the signals come from. Since NO ONE can predict the market, the best we can do is try to understand what has already happened and try to develop an understanding of what COULD happen next based on the previous data.</p>
</p>
<p>
<p>Absolutely, MACD is excellent for identifying potential entry and exit points through crossovers and divergences. However, it is most effective when used in conjunction with other indicators and analysis techniques. The signal line, typically a 9-period EMA of the MACD line, acts as a trigger for MACD signals. Comparing this line with the MACD line helps traders identify possible buy and sell signals based on crossovers. The MACD line is the heart of this indicator and is used to gauge the momentum and the direction of the stock’s price.</p></p>
<p>The post <a href="http://fuellkrug-weitzel.de/how-to-trade-the-macd-indicator/">How to Trade the MACD Indicator</a> appeared first on <a href="http://fuellkrug-weitzel.de">Cornelia Füllkrug-Weitzel</a>.</p>]]></content:encoded>
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		</item>
		<item>
		<title>Golden Cross Stocks: Definition With Charts and Examples</title>
		<link>http://fuellkrug-weitzel.de/golden-cross-stocks-definition-with-charts-and/</link>
		<comments>http://fuellkrug-weitzel.de/golden-cross-stocks-definition-with-charts-and/#comments</comments>
		<pubDate>Mon, 13 Sep 2021 08:03:11 +0000</pubDate>
		<dc:creator>Hennes</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://fuellkrug-weitzel.de/?p=301</guid>
		<description><![CDATA[<p>This move signaled a bullish trend reversal, coinciding with GOOGL&#8217;s price surge in the following months. Some traders opt to use different moving averages to indicate a Golden Cross. For example, a trader might substitute the 100-day moving average in place of the 200-day. It may &#8230; <p><a href="http://fuellkrug-weitzel.de/golden-cross-stocks-definition-with-charts-and/" class="more-link"><span class="morelink-icon">Weiterlesen</span></a></p></p><p>The post <a href="http://fuellkrug-weitzel.de/golden-cross-stocks-definition-with-charts-and/">Golden Cross Stocks: Definition With Charts and Examples</a> appeared first on <a href="http://fuellkrug-weitzel.de">Cornelia Füllkrug-Weitzel</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><img 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QTFbHqDdzaCrP6mKSVRNT/UxSxJNSVP9clfeVN01VP8AXRX3lTn6obCThvWZnxhWvjBC2Eqm6YpzfakedZkdzDKnznM0zlhhJPnCxNMfpTFbdwN5U1SGVGXDqWwwvJx+YWjRF1VVYQWUIsVSqiQWollFrFUlRERAWwaeVrXrKEnWZaDd0H1282IVaVloPrsT4tPVfRP70S2onyecvGR/erFkh6RSTO5Vnt0m8p5y8ZH96ikNKiIgIiILNSc68uaZM7a5P4ZV6dJX0MyIhYxcO1lvKyH0FjvAkIwkOY9zoRy7YbldVlaetPnJHulWldaUZzXhphZ9qkT/AGOb7qaqurFnWWkKv1SGRSdSBEOdKOkd4AjwoQnSJ0dG9DaeKm/F4Xqylh1hSUKZLHgEZrNudB7hucYSISoT5PupsripspabJC+u/wB3mrqnDpyL1Tzhh4JCJEQ2QCrmeMiOdpnzW8WaeL5WE3N8io3dDrOa75fbpIy0/wCT9bkCKabJND5YFa+MKFbHPLJiY7iIiMEREBERAREQEREBERAREQEREBERARERsMV85H5yq+rA+cj85VfRWBERFYbtulRKpN7+mEQPerf4pddm3+pR1qqY+Tz35v71bDFLrs2/1KOgpSIiAiIgIiICIiAiIgKVRKVBKWsVSlqJAREQEREFgo6fEN1/J+Yoe2UNWB2dQkqKmeuwy2FZSf0hckGJTvJCfGR1ZpofKbILtkf3q2FGtoTPSfTP2zsCfXTZSuAk7dHI3wCDz+i2z2FEMkfhd1DwJWpRIRERWBWxr4UHelSAox3hr3mR+xVNbymHGIjqPH6N2S5zarfHvDRr0B0O1NmVJRFf2TKU5ktTbdD23a/Ys31vrVxSoW3U7qSEvRnQfYgA0K1VaFZiXNUuLEyQJjzM1wlZsqV7XzZH3E5oczEw9ejKT6Z/3bvK6RXQ9U9DPjHRL0fHS5QpOmnMgf58nV8oaaLH7tFeqMJ5LLhXTzaa8mii61ZWEUe521u15zfdTZvNSpsqb6peWujRqrpwxj112tq4hsG8CK7uAsr1UpbbXVfThtK7po6tSo41u0x2xBJqU7SULU8iQ9txGnJnQDm8XK8ltZXklQoyQox5ZCHjA/8ACVs+UmGP6yown/8AGFfwiv8AFKkLNJ0asLdL82sunbVxkZc5tOhvkd5G7oH2yxFNJnWfI1l3gRnLAvOR1V14tJqPD02uRZere4969v6JYiI26O2nyiIik5BERAREQEREBERAREQXymMEsTaxaB3qjWYR8GK7WbnkGcbHwoubm+qVOcWw5nLJZnkEprcheUDkjTZM4fwsqatjNpaJepdAUbl1bSCY6B864nSpxXFeSlSl0Jurct4FHw+x8g5lsg26ttQk5pjnTE7vU3toXnhPRZU1c1mSmf6xyFFva0o53oOoiaYqLhD8IgWENJMifmySJM2GbLKlTdO1kzZe1/5fEtEumm3M1ivkn4J85VfVqdp3wT5ytDuZcfigOqu+mrOw0Us6SolJO6nA6rhaH+ib3eh9s+6VfxY67Nv9WyFcMPZ1nRDl5uqViOWGY6tsQzIlQ1dI6qMU9ERAREQERb2lG2BjpCJvJhd5ITdK23C0SLLLnXhZNmsRCBERFYFKolKglL5XBYqlL5XBRICIiAiIgz2mdZuw3jMhWupw97cje6lS5E2IvCgXwfjGjogu1Mcm8aXs3xhBrm6TZ4ekheL/AOLmqouzkbr+yuyrYofk6uleOIVONI4Vl10/d8qdmrl4k68qHzlBtq95U2+LKqK117ytt/q1VRAREQEREZMbrY8fC9PjvMOUC7sQtrh+9HtEGuAkepwaikEw8NKjKjKWko8jTcMpvJ3SClFDgIJAIyHbE/3SUuGuYpnE7rjzjNrithjaN3Vt6S2Fjt7jOyMrJKm+tlZSpeMjv0yOdNVRYWutWYhzyOYzXx0m/j9q56rhXvWmgP8ARP8A/rOCqqx8P34OnKiGLd4x1KWPPbHgYbuObspv8XySwKqpwukaiKpoq3JIF+IiRxJEjjZU2VHmpsrarTK/D8Hp/ogkL8qGvKNGiSN8cYuDN2WV5rxvgs3mlH8XBZ0bcigoiLYd0cpll5wRnLd2J7pH97KWuRVddWstp7sssM0PxbujsKxFMIZZrLyQjOR7r9mI4n0qKzVTrfsjXIsssM0PlgSxEcltN1HStERFJIREQERbFjeDabdxnpntbkXk9wPKnSfRTdlNQbB3pM5moim604Rg0BqpIPGGG0cntZsqXM9qq8XyQlehqxx8xO/MlhwfAxiiSW41KKT+irP1Mq04rddjspvYl5+kye0gt6SGv0RfMN6LMrcaBlMC2zBhhrNuttjbmzZzfKzfRZq5/wBGLg+FR+E7Jri16ZGAjeSRuJIzZ0qVKleSXpXFjGXDHDeiHLplC1mS1NsgZxZW7Ym5E0tqlTZXel4bDqXE3op41/oDGJe3WDTbt42xkyMqbmzcr0U2aq7KKXS/Chilh6Th8XCHTbRgpDlSxEYQjOcGyVtD2v2pcnzuV2VcsVmDcnrCvEIZ6Zuo90s9XI/hhZy2WM9NstOYhuIVNcH8mnHSA72zw0aNDYfJuZXos3K8kuGro24hQ3zrT5z7lVlWp2+Sf9oyPYzVWl3NpSyjF9ybzkahnSYh/GooQjFHXGr38rqDTOs8MnLzdcwhwowXSW+d/wCWTl5BUDc4x7mUjFVd2YiaFlTQ1iwjGCqjbTdSKzQp8QWiY1KXDeSibYeCnp2kg3cXXTw8wFF028Idmnq01Y5UYz21MmMxRWqxu6F5luqjLiqOXKVbSdFOUqOHp0EunVI8D8yzwWagKhj+Sz6zGJ+0RhGC1NeBmhu2+B6Bu1/AqmXLO0uS2c12JWURF1OvYREQFKolKiQWolKWokVEREBERAXYMPfkQT4tPXH1daYcjQ2myCN3a5/hILBjH1pZPOFzpo67DrouMfWlk84XLxJ1mXeoLNXvKm3xZVRdae6bNeGltN3X8SVypBEiIgIiIJpE/RGCvTtOvBBje6t6XP1a2+d8EjfZSZ6Q5LqfVfF1etg9OB9FPAnCj1Mhtnz+/wAqc6zcr+4qV6RcoXVqemxqTBCrWbRHRSxLS+W/3qVNm+tleiVSHKVuKUqQykKjbKkFjoIbCbi3jHqT+clx/omytktOikW1ZeVoxApsOm6sJEZ9OpS8hzZyY9xzdrK/heSVXV5OjCpsJxzeDGMXKjCNWk9T+bCtrK9EVmyvOpSoyUfi5tNbtXtaIiI6RERGxwlEMND5GaszcjIaOSk+p9Etciq6atZbTOKfEmnSbPlihWXJM7S5SN3Ok4Pt0PehvXD+FRadJTd1tIxERFJwTxwIiIx0GodJmAtEmxhyWrKlGI8NNEapitfQk0gFUmK8Xp5CJKbaWZXZ85mSROFE2UqbNWkwtkwrykKlwZjHha7cyJFSUto4XHuQ0mdmDfFHRMKGm7L6Zo0mHzq49Dy+cKksHcWqz4BcR4iNsWQeEIadsfJnDS/Wrn0vqVSrDQ1/Xk94ErbXZsSSapgSUPb8/NqaaUTN9GKt70Gles1B4gvfBeYlCwdGUiIxHHbeVJm5XtVwmcZEwMYLuQa2G8DnTZvvZqlbnI1n30I21JtrVdv3JrBi8YEZibUhoYVqMU4/931q3FfTeA8YS4XvfB4cbkTXtMkcGPzyRSpRQ0f73P1SoRZl4Xem9tK7vEYf5PVIwh2zWdSkj+B1e1SlxaqOr8H7/kUaU2RS8cCHI3dOmOFVgjD7zt7KznZuy5rNylQ6fEDNLJib3NPJWe9/J+HjPuVtsIgwjKhJvArndp67bezaVZfA7Mu87qSmA7yoW0LuolWarGe8L3PtUb3yhwyk/Cuj9ZAe9UlVgcWc1nw9ewjO8LlS7VXHyTqTxkdcVQSqa90R3xYiKqtWrup7rDTXC01A2wDgQTvHJ18dpJtSVCSaH20SpcPZ1nVjb4ytuyh6nqt6gZHktxvC8+2zqTstGrp9ZlVBJ6XKf+BwvsxJK19JuQdRi9Jbz8/W4nuecvhleBGCEh6l+NVsPhRgSOWFygbRpUtJVbFXVZNVN1u9KEsKIZRIZnKBViK4YmyfhUZ6+tBrpU9ddVuapyiIiqClUSlRILUSlLUSKiIiAiIgLYNM7exvGR1r1lN3XYbxmQg6XjH1pZPOFyqcuoYumBGCMlkb3QuXoPQH/pNt8Z90uLujWKLwOEbDT+TwCMiPooTP966wI8BGU82hBm7zc+5XMqi5DDx//hZSJwriIiKQIiJAKytPWnzkj3SrSsrT1p85I90qpJV2voX2Hp7qGpMJTI6B6pbhxrnwTjKzfVTZvolxRbykXN5Zqjg9s5hLa4iDnlDzxycmdInWk3aypqJNpi9TfSfixVtMXt1qp6PGueJ7MqeujY6OXTJW41ads1SygPpPh5qqBYYHS43G6Y3RRJwpEPBWuV7WapDNoSpAKbd4xeQokszoLPbXcf7HNjDi++ytlN/bKgoKupsykKicqZLhc2pHKNHKJPYpsrwsrarRK8F6aywzHO6sXOjMhtJ+0Nk2bus3yU3ZeVlLHJb0bcqjoiLXV3EREBERAU0mdZ8jUKKrYmY7Nhk645FupPc3dHgliqFbDOCM5ZuxPdH8VHqdHWx+a16KadJs+WKFHBdTg6Nyccg0EwY0MwoYgXeZE8eOTOkTucl6F7WMoMOuOhdq6pS3ylqaq2sh6ae3kqeTZtZM6bOnTJU3mhSp2Vtuw5vMrx7Q4gRdb02EZG5GKegBSB+8Z0pdm6ImsHpnp2m8MgzShm0uk6aJcRuwkZWblLmtqm2eGObVDgti3R4fCOeMM3wYXg/ziO33gUf2Eys2VH0qo80wIPt5ben6mqikYx4VH1Q/McY9WMW9xmh+yV0ldEh0QQe5fnoqgrxlxzvaqP8AFR2/f+wq1HUDWmIx0QKPpcty/JjoJIHhsR++zSeKlSu+zVvcWHtl4fDpzD+jStYsdGNs8WDgPCGSe5TZuYcVK0QhplZuylR0dWVKlRWsqvFXE+uxbOscQaofB4druLjNnSfRcUqmtxW3W5bRE9/J+HjPuVYMHAzdbXva1tPVfdpJpgu5q4YUckG8/wDYyl3NpbpkbQjC3K9Cuhrb3yrTGZqek6tNC5SK4yLb0yy6Zqqztgu6hrX1yis7PD6rdHbRPvlJVsKhnXeHr35uuPq4O1bGl0/qWIY29DyFT0BERBmM84zWo9pym46n7V0TEeBsRL0MLdiuUEKrU1J1OGRUhfzbsP8AtWK01e8M5ZFpGGgrlA8/iYrmt+HectTk2z2tEpVcumWgHbTB3o22I+kYjqL5GrKNaYQhTdNRiRD4iCUm2zbxuuODELSHBlZu2GtuVJWUWYaYWSabykpYqrVVNVQIiKgKVRKVEgtRLKLWKioiIgIiIClUSILLVk68DZI/Z5/tlWlsC3GJgbaH8wg+j1y16DYMc7e1a6s0GU/A2PKbn3KqjTytWAsy8oi9j3SiUKeiIisCIiQCsrT1p85I90q0rK09afOSPdKqSVTSZyhRTRdWrJoi8xwmODCKJi6soDZbcdyWdlKwY3YKPeG+HjI8GMxYopb3PjEgjK2GaILNmytl5Jdg6FXDczEhpwurQG2/QFx3nT2vJ1iVN9lKVUxjxUNryk8SKYDehXOm6VGAc263GlceU4iZs2VN7LsspUHlRW7DR5CZ6sHBeNArK/DEMjhHvJWzzfJTcqb5JVFFKeUra8tWJsXdnNpt3cmZ5hocmskgYjw0pa5XrECEKjaWTEzg8P8AKIcxYNrzGGnqOY2zzPKjRlTf25yoqUN0tmWrYRERQREQEREBERGxxPDLlGbpZG8m/wAP4JJodnvvKhu6ViKYScaGXuaq741dV/R1a14NtHBqPGSiWWMNN1UTT6G7lZq6t0c7EFTeNgtLBcmaqUBG3nvU0pU7ocJoRnRCUB2qT0xgcn4n/pLS41O9TVfibUj1UhxTn8InDDERIzoyJMoublykJ+X2x4eooaK44WYYVnjBVg9MUczFE3RA9wQPxIEmbOys2bN7FKXRJmC5dHVW94gwaRHOgqXJOchiB3kFyjPkS5u4yirWbNhKzZuVCP7Zq4bdfVRZi9R5lvxzTXklxUsM1nLJCMCKFJF5SOTx6xFluJhjwYS9PBt0QUTckEd0TpvGrEXT3fbLlckJ8v7FWDC3rSP5/wCxlKGjgwjC7I0K63af7FWGRNZqRFFeS4RHHLz4QhD59jK/hIrS4yIZyb7KuozYacJ3IyHzjDrkklXWNSnRw9JZox3aOQN+PRIspSIiAtg0tprwXZBrE+NWeEOlFp+aDi5w9BJRy2278QxKlchNA7MDptxfbKvIiK01YRERFRERAREQFKolKgF8rgollFrFQEREBERAREQEREEsmcrL/m9/tJVVWr/N7/aSJQrUmSmSstv/AJy8WWxjJh0pjGw5SVCf7VFVeRESAVlaetPnJHulWlZWnrT5yR7pVSSoiKUIvc3/AIcNbBBiVJh8bdXLq43Q28cnym4tef8AoZaENxUp+v8AD5lj8JFU5Ic+xdqlypvZVsOguqVlo/ohG16eeTaudhuT53GiTVP0EWKFF4W4jOh9ZGECDVBSpDGMRwRs6EDZuVlZn9Cq1wJFe8aG01nxNewjArXiPYytqqIpELzh9od6eq2jPytETG7Xbf8AReAbTZ+a3Soy3tF1J0oVay1NojHVbjIJI0cz2SV6LNSuqc6UKte6Z/KjEZrcZ4w+nmexzfRZSztLlpnBqbI9z9/paJERa6RERARFsWNti8FkhQ+rTyfuok0mV7JBrkREBdR6HCgvzkYxNtMxMGG0tzuTCJG2hpktxU2V62UuXL0h0FwfS3W9SYgmfzVQVSubd9nnShMqb7VDuuHQZ4Ghfn5qQ2pgihRqWGAc2bypcqaLNzfBSvWrzBWU6IeIVSWf10f/AIuavbNTY6sgTSL0RLOFdsrW9UpTcG/P5ROb2mpJXHc1NzZM3N/avCz4565qFyeo7trVynk2/hZ2aqrR8U6fs6DgK7PccQbMPrjqV+KHiP2cyU0lTJUr8c6r9UNW0xgrStN03hfVEW2tWMqQVUYBLdNjKPzZXVGKmZW2lSs2bKyu+zlzPCZxKoQknGePCjAql4w1LDuhzm8XL8FKlZs2b5LnVsT37oe6mNn1M9U1iGxOJJUSiW9ncQjAs2bzc0rbSvK5q8PXaXNq8vx+P/rpq+aW3WYrupDTYy0uz0jiIULTnCiOzOw4D6zyIxz4yAy5MoqVK8lm5XklQ1Z6/rDp8qOLzBng2jCDgNjc3wIzrAIWTlSpWb2XZSuNVYXp6XLFVeVy3LXQfXbzYj2Kp73O/RNt8Zn+xlK4UH1282IXL5068VClEttMN0U/Z91e6zf4q1Klmzt0GRZEiLKbwzTC7INEpnbltqYbQ43Ly8Q3YX5lr3Zyi8F3q29UGBiCDU00cnG5R9onKsIlVGXqiIiOoREQEREBERAUqiUqAWolKWokBERAREQEREBERAVq/wA3v9pKqq4CSbzD3zlEm1Epu8oltNve1j/4q2pf8jY3iy2EmT+hDb4sQo3n+Srg+Lz0HGUWXKCiWISZHtXI9asRIVFZWnrT5yR7pVpWVp60+cke6VUkqIiki2tMPxtH1CNU4fKRe6Visc6zdm03tYUkdYiIOg4yGGu9RMj0ZHSSVSbCSRHwokpUSdJXpGlMHzcSYjPYZtsO105QbYT4EuTtf8L61cu6IqmwqPx5r+mA+TNT0QKMkNc5V5rmMHmkKRrOHAhCOr4024xhp0xMA4qHlRZgvo4qjK8UNDXFKVbRfC6hNtrxv8MBm5sv7rNK9EsucupjFOVR0RFrpieBERAXT8PQuCbTRHC4IESSYN1aQkcL+nVIH+6bN9IqtSbCFUgj3yq5Fbboa359etehN4LJhxhLUJuJFHtpMXWq4NoGsISupdMk7qStP0zJon98pGvJUqiXoxpbXoPkxVx5vlTspVlewOkllDwcGCstWPfw8SR5q+ZWVlLx+qsF6yw2dqLw56EZyr/hU0TPq1/Y6mYxieERHIsiipQMz0V1m+TXlOdJs12vGlxsuh7wCpeJkYFQbn58JGj80kpx3Wb5XKmqTYU+TW5gfQ9uWGMba2KrSQ+Q3fbbJumypu18rKVQp1gOqV1Hptn5QSTu/wA2nvk3vSw4TYxEsoQ/H4lLoB435s6bIa9PBjVlQDxgfD8qGlobZmjdow+OBM3TtY9ileFjoy5y6qyJ4q8jUYgvrIUWLTFMxjGnWGE8YDqaL6PZTpnV42bDR5LKh8yqCIm3ClVeKrGIiLVoWajjAgyyTTDbUa2IXL5KtRfyecv2e+lKqorAiKVFN9o3l94PBjwo6IK1zPyaOa4fladclR9AgkgKkBInGaYuPa46qZZhhpd6YpOH7ZP5YokRVd0RsIiI0REQEREBERAUqiUqAWolKWokBERAREQEREBERAVgZHKGqiQoG6N49Sq+tg08rQdwqDrSN4sQteX/ACejfjsq+VuZZ082+XWAI8a4p7UvcpPvkHPpPWmrfIe2WgXS26lTTBHsKy7Wke2mrnM5IESsrT1p85I90q0rK09afOSPdKqSVERSREREgfoN0LbyzHYDlVSdEVsiM5U0xxJJJydiLJmyv4q4h0YFN8H85mKNThhxtyq0A3jyThm/8KqdRFVPUMEXKmAjShm3pjAuRu6N0cJub7L0S7KJWFT419C05YemmilPZRLCTcbKTOI3svKzcr2qq140WwZHg2m3YZ6ZjbVyaiboZa+TORSZMbxst2IrKIG7DvdN8GMKbqgaDk36Icn2u1F8lNhleiVRV+of9MmgrDOPVKJhrKnvHMnai+dStHlZUlUFZS5tNzOK70xERbDqemuhQwm6ZBHqtDDCht3+Dt32E+dKcW+VlZvnXqlfOivbA8OcHaJpcF5iXGNanwcCIDZMndZIkoryWbKW3wwqGNIf+Hy21KH1NVVFEv0VTtUV5uxzxte8R2oWjHeIpMWp6fnQgmHHz55Rc31WVKlKqj0LiO+wDqCm6YNCuh6p6ZWwjeNsP+kXYl5Ek0Ec8YhFYfUzC6Jg4ntjfcdnys3+Eu7dFU+x1RgXVARnKqdnudyPsZ0/bSpub4VbXB0MN46PER6jp+C22Q+jaeelMcqbtETbXFPCtleKewu1N8pBRpBLiTb9gmyS3OULleCmylyroq2U5nf8P2d5BLFIGoICBA5GxnSPhFw/5rs2EeL0eiCx6KhEMQUcmnZ731JGnIniN0qVsc3svGrlGMFeQ6IXGByxMrIOLZTlLN23t9jOnyZs4ooUX+gqbMJyvJTZqlPBbZiqyx3c+piTDD+n/wA4BofwmVpFpYeeP2bsrn5LsXffBKkEkmnmEGmGXJBO8z55HZ5yz6oqY2sXUh5eNOiG7DDj8TIkyuKlSu9SlqFmzl0te/Vt8giItdIiIjUxfyecv2e+lKnq4F/J5y/Z76UqeisCs9MhiBik1KbycXqD6ezzlrmNn1uV3MMLyghTVE7CFRgC0cGMG4b4kStnN0mucTDHgsk0xYiIisRtwIiIrAiIgIiICIiAiIgKVRKVALUSlLUSAiIgIiICIiAiIgLKbp3KfFliogutQmG6pZPL+6Wqbng1nqHcu2iffLKqbkbJ5f3S1X/qDzlB2BjfgjNZb7vNtI9suKFyd7JXQKTnfCxPm/tpqrTsGF0vXvbNzbe1SBWlZWnrT5yR7pVpWVp60+cke6VUkqIikiIiJAs0l4iHhkSy2XK6jkE3HghJsr/il2boRHOLxVRGHnKnF+cmmIw3ZskCS4E7LysJUryq88526WXa3KV3XoGDAg+iwoA0w21GuT+U+KTVUa/F7B82g6eGetSlfCpM8m5JH79lTZUryvtVxRe5ui1cjYl1Jh9/NrBQQDmPccdeuDjKKmzfWrxfTDP0yVYyMtlda1cRxfSzkGKTKOZjPmFJFyCd39JKVzrLgwr1p/OaF1XKBFtVI8IduTeKPl96m+18KrZ0WtBB0d0QGJwdNhQFp1hqEdtkwh8UIzRM2VK9VNVWwcnxCqBx4UGWLk2lNxArg3/MRJm6Nl/B79KUrnNqqtutU56it1Y0PwqMH4RXDKi4AEFSCGg+MNEk4Obm7T1SrmrTtU66sfg25trnv3NI+6rc05XZ6trap2joT8LqLCOKGZH9xqXWI8O2MpwEmyvW5S4aur17/wDDzgp4zVn/AOxFXKE3Xl2HHivKXrCiMJaYZzbpxpak7Zx3ebJt502VKmyvCrp1GsQXCq3F+sYcAm5p/DmfAciHYc2k4yvaxlQXAGujD3xt6ZqleQ2KneFu0XCfCE3PytnliyuMJmdX/Vo42C9RVM501Q2A9aYgU2z8J0cqnFotshrmRLnSISOrlTLXnfgyWm6X1XO1TnvQhcDh4e1twsSa20tbMVSr4M38HRvp+5x2ow3ZZez4zivj+hccrOtxHkUal6aC1ayNfUhAiMrOPnZWXdE99yvRLXRrGp41CRU5jyUS5FDTxSCCNtsZsnKyvRTVo1iOL1bRERa6hERARERqJwnWbST9qWlbwzTSxwg1tnrqtfnKy22HS61a50/CJXJ0LLMXEIqhcgmkSNNM/nBEOzqsKVRIrVVi5EREVEREBERAREQEREBERAUqiUqAWolKWokBERAREQEREBERAREQWqrOtLJ5x7pVqTO3u9WwfDDLuy07sLydapBesN514W5eQ9smT+j39pe5mrQMZcQ2h7jAyIxGw9qrg4fJ1k839jNSBz4QPq+bXKsAkmzafOZ/ullzpPwS5eLD+xmqLtTzn3MpVSQoiKSIiIgLbUm8dLdWMlT8q1U4gOdt3RlTs3KWpRB0eiakqZ5acQIvL0S5foXygj+thf4s1SdDg2hPGPNEhG8m1jdeikzZsr1spYOFgl4DiTwfpoM4r0JYE33S6d0F0n9N739ZAexcEhrs3R+aKwwQpzEFnBFjrUgd8cCRh8nPzZzrKzfWylz7AuiWUyocddchby1WBTd9nzXf+EsnBbFepsXcKi8Iqk1WU4kt5DWy3IEOFkBSm+OyzodSVvRUqbphtV3Nkw4ZsK8YqjLDNK1ZWda00xjDE7birQ6bm/epqqp/dzB8w5pn/JGoqjHcEkjVg/TMTPG44e7nF5UyVp46blSttK9CqfhL0OtT1hRJFExCFJHfqiIgzvFxoDnxtBZubKm+CXon852EjxixUlMWV02tVOAMWrreVZDm5zhKyvSlCql9BVUzPh1gORGpjRolNWIp4jcOSTsSDJkGUXZfeps1ScuLa3LU8uYlDWeAmDreTxwzjWQ0f2wPF/5xVPoqnmmArhW1YQiSytcIjwHuMm/Mm8UNm+tm96gu04wj4Ys+E+G8Tjn58hByqy3HGhKbf5xlZsqbNm5vqpS4ZVFaG1JAYAQEVtZWvre3jR2MjN4yZtdrNmTdHGzf+Sx8WW23dOtg1RUz3WBkTHiI0ICj2www4+TJHk81KldilL0LiMH/AO5bSb1vO91Ewi9XvTe9fxV5jXV6lxDLqPob6Uop7LFjFhqufq0e3+KTq+Tm+tmylroppwuUIiICIiAiIgIiIMyRJD06Hjkw28qsvjxrcy8itg98j84VfQpq36siIiOsREQEREBERAREQEREBERAUqiUqCUtYqlLUSAiIgIiICIiAiIgIiINg7crWvUqiQF3Vj+RDb5D2K4Uu6sfyIbfIexQYglkHSbkaaF2z7lU8sOzEG/HNLeYjFxaGlyZAuTXEiPpZK0hXWlt84RJrkREREREBERGur9DcRTHBrh6pqsTCRm6qKdOpqGQRKlTs8qdKyup8S9KdAnJZWennsKy3kqtDxRiLfbZIrGXN41eOsN/5TKS/wBI2n/Fyl7O6Ht4iLUWEtNw4XD4UCRK5ctPDjstkS6yszwm06n9GhIU+5566BYvg/5T2FQRZnC4QhLlHPkR4rRazerH0Ur0auLJ0RRrOJRNT1k9Oj7qqtCHO2JJzttKtM2avMDXPtBh4/SPH2S2E5zjGnRWSPabiQTDysoWX/wqqm6LTGKhoeIT3U4dr+lNWSHO2J22xu7r+EuxYkYfO2FR1A0yfwXMUYvGZxchrmGVcBzZFNzYf/ePql5HnTl7c6N3E4126I+icPosmSNRj0xudxEjj7sNq0S8r+i19YikOS9FYALTjRhxRIgvCGgK3HOZMIx22efAUmZ/dNXn1dm6LCpQqwxiJeQwrUaDKAMMN3PJlSf+6uMokKZQopAiIgIiICIiAiIgxXzkfnKr6sD5yPzlV9FaRERFhERAREQEREBERAREQEREBSqJSoBaiUpaiQEREBERAREQEREBERAREQF2CnqkCMpNtC+0yBfU/wDSXH1YBJ1nSZP9ZD+xmoLVimYEZrKyNut5A9jNWAV1pbfOFSbiNraad306dKuGdeNLb5wiTEREREREQEREFmw3/lMpL/SNp/xcpdx6IStnvDfEHDcJmjawYKCH6g2x5VNm3XFc6uHYbfyhUl/pG0/4uUuq9Gl/Kwyf6FNHvUa4JJRERhOXYcf8YQcR+iEIxbZQt20MJI41x3K3C7LN8LKmrjyI1tqheDakdiXoztpalERgiIgIiICIiAiIgIiIMV85H5yq+rA+cj85VfRWkRERYREQEREBERAREQEREBERAUqiUqAXyuCiUpaiQEREBERAREQEREBERAREQFLnKJEgFcJXyfbfL+2VPVwlfJ9t8v7ZVSQoiKSIiIgIiIJs6z33uVXXGisDawxCJNNurkQYds3gjO4pUSdyRbusvla9/wBZT/bINIiIgIiICIiAiIgIiICIiAiIgIiIMV85H5yq+rA98j84VfRWkRERYREQEREBERAREQEREBERAUqiUqAXyuCiWUWsVAREQEREBERAREQEREBERARESAVwlfJ9t8v7ZU9XCV8n23y/tlVJCiIpIiIiAiIgmlB3m5XoovjC3VQyQnioXI0J6a7YomeVylV9FVWq2lttT/rlr+8KHU/65a/vP/SWvRFs9PtNhqf9ctf3hNT/AK5a/vC16IZ6fabDU/65a/vCan/XLX94WvRDPT7TYan/AFy1/eE1P+uWv7wteiGen2mw1P8Arlr+8Jqf9ctf3ha9EM9PtNhqf9ctf3hNT/rlr+8LXohnp9psNT/rlr+8Lq9E1jguz0S2stY4RsNSvYpE8nXOupodxmzdlKm5Ura5S4wiGar2naanqjof3ppcODTuCwjY4lDT7dxhWR02UBO06ZU22ycrKlc0s5wrjocXgkks3ofWrQVHTpbqyJDlejlSsqV6JcIRG56vaW3FUamXrWdaUyEKxNxLzIGGZRiM6TIk2nO+S9auUaYw6mlWB7nfBVl9pWg0w+hSVtuqu8Nb4iIiIiIgIiICIiAiIgIiICIiApVEpUAvlcFEsotYqAiIgIiICIiAiIgIiICIiAiIkArq1QCLaWSBpu7XO8fZ9qqUrYwAnFNf5IgJZPChcEcKEgbO0ScqVmzVVJ61E6EbBd3qJlCZ8WKn1I/0nGudYkso27tkrNups3muKF9KvJ0+yvI2dzbad3uOOye+rKnTjQ+3SuTW3kOaWKiSFFMiMQopllatNtBjbIq2K5ORb7EjK43K9Kg16KZEEKLYaherQZ61K6WxWfbEW2xIyuNylioIUUyIIUUySZPjSCFFsHFnNZy7J5ZXRsJ7mIHmyZyxUEKLYN7brguyvVa52FdT3dlvVz3Pq6b4VBREV2LwxegxL026FG5LcEDTcnP5pS/mrqe011vWre6dXTcj0q0URFa3bDep2YQY15CdBW0rkxBDdNkyCPBTVr9QfbFb6O6TM0iLd6g+2LELDs0u0d1DMzSvnI/OVX1YHzkfnKr641qRERFhERAREQEREBERAREQEREBSqJSoBaiUpaiQEREBERAREQEREBERAREQEREgF0DDesanoOOu6OedWOWkgaJEBpU7mudXP1b6O5IN4zP90qpLDWVYVpXjt0z1k9lOjlbW1wQNKk7HjexeFmrSZX4t1YJMkK7GvDbUbui3zlsHsMIMQbtUm2kW27cok91d68ErIqflfi3TK/Furs0M4TQINU9ShbsV1ubvrCdK53vXPfidKxKebemR2JvQvg0Uae5uNt2uFK2s3KQVTK/Fuug0FjzizhuIKyU3Uts2CxnxHbiG+VOk6JvGw53svOrRuzkEZuQTKK2DC59vxueR4Wb2VWJuEZKPDKMrJkg5vZbcOUyt8Sdzhm9lP8AJcTKzfm2yNc4yvxbplfi3VrpgOmLv9JjShRuTbtx217L4KUlQyWUO2ZWbeiRbi4cR+JcOaykYzKKxoxcw5adS0dWhTY26J5Nvq+Vk503svFKkTd8LvTbq5K+zK1uDbTAdzZ1OUV/Z2T71QsYbKYX8MvWrP7OzkFayvxbplfi3VraWe8qxtZWb4T3nufJ8LzquFThsodPOV6y2pO729uNk7bO7LuspByTK/Fugm5ljGh3VyJvXJ10CiGEIwsZ6M1WUNt/g4gjJk7LspXNSva8SoqTbWUytxgt1KbbkjlOxkkbGbldl2XpkEVW4z4t161RpiscQHRybe5iB5XYvBSlSclXuodS9L3ImHWWsh7fUxE2dscmbm5u153KVlY2E0wukv8Ay+ayhihpFyRbTd4203azdrk8Ug5U3TrMu9XSi+iQxOMtrw26tSbobdpXHZM2V7KbNWqw9pvpkEe/gUUokUYflIxU6dx3YspRV5SvS2I27laklDEbvbFdi7LtUF1bui6xbDufhrlRN0R8HC7xP2Xeu9LSScfq0Dp5ypi9K1a/k3TiPbyuelTfdSlu6noNl+Enr83z82DatuuTcnnZPG5ublZWaudUn8oW0I1lFc7okcW3Jzeyzu9IMp8xOqepGkZleXp0KbWrkw/YB9jKleylSlpdcfYi/uyOE68LJ3IUX7MN2v6VXB2YdcUnroJla2K1GHK3fN3jNnTZXZZq641dqOJT9cfYi/uy17jOvO6vuyuFESTd5/RgVzbbY/eCW7O21pNmytr6LZLXzgzakqEm81WxElcp7TCHS7WXXmJRKh5H5yq0urYuBssRSXlleRix3VxuRhoD5M8eTtc3Nldi2q5SvOddPAiIpLCIiAiIgIiICIiAiIgIiIClUSlQJyiUpaiRIRERWBERAREQEREBERAREQEREgFZWSd8E+cz/dKtKwNPWnzkj3Sqk2t4Z9CazN+lYiKyLLvDPoTWZv0rERBl3hn0JeGfQsREGXeGfQl4Z9CxEQZd4Z9CazN+lYis2HrwFTdWDGvPJvxskGkvDPoUV4tg4uTKZUN6zMurBu5rjOW5od9ZmlvdIvPBhon28be3hNv5MrMhNF+mXxsrad6jHjcpGq3eGfQorxfJM7e/s1yrbiLUNM1C7kGU2HwRoxcJxf8A7MiEq40w05uVDiv92Vm9lQVi8M+hRXi6DR1V4SCUtqavsPyXJyiVvJI8NtPk81mZuym99/izlQ5s4LebPk1zu3gNqgivEvFdZ1YUx+bxypiy+GyxgLci2lSeKnbWV7Wbm99VEQTXilvDPoWIiMZd4Z9CivFCiDYSX56tLK9Ktu51FrM36ViIjWLUJekTQq+t0+ckWlUVIERFJYREQEREBERAREQEREBERAUqiUqAWolLOUSqkIiKSsCIiAiIgIiICIiAiIgIiJAKytPWnzkj3SrSsrIHeNPnM/3Sqk2s5neg2nXRtMFat7pt5uR6VTagetT676WXPVmnRrHV5OTzXG8Ut0415WjxSY1Fm2urRRpA3Ys7JlZWyzfJSvRLMExDrQOiPzfh6r1bt/DbXNzcqbm99m+lVklTEbXozkbKUV2ru402dt+aUTe2mvHWZlKc7XlFuNNnK4UFiRiDhuISFRxoot0Tc7zlTtstfRFVVPQbuS9UzqsYkoa17FOt/BIxX7M27stSlXPc1vNzvRJNDNDLsjGUq5K5MNbzc/mlaxK8rQPEL85wdrrvyWRxOVxXgliVvVVaYkOwz1UxopRIo1tu2VJ2HG+9moNfOo+tAxNdG4fPwrbym5JbisnJ53NWI3s708dZqYKK8XGmzvBK4l4qYgmCPYRprWVr/PuCdlnbXNzcr0s2UtIyVJWlNiEhMxtqMVyjePsk0X2RU1BqW5tengQk1mZSnQYTlBAw02db+FUcpsNLLsQ2UookXta3m52y43ZLf0bWFZ0HAnpaMGGuiQCuU9mFm5srsqURUlT0G7EvVM2tyUNbbzlTth2XjfBI1X5wZoZdkaFak9zk5slbCnqVqesLnpaZRSrXIud5lSeN4rjZqmfHh6qSoSanebW5K5Rb5UnipOV7pGNyemcVyCDCayRXUa1JuMqd63jZSDUuAZrOWSEaFaki8pHUWd9hWwdr14LJNNtbkr7TKWJq036P3iUjEWd9hTO+wqXVpv0fvEpNWm/R+8SkEWd9hTO+wqXVpv0fvEpSiSTQyxjQuUi70PvMpBmTqUqgMocMyi30UkrPtxiW8nPIyuNyvBL5KpSpyyyQQ6LfiiROUjjNxWcP4WV2JXtxx4xaMtrzUO670Pu8ryXZUk45YnBw+Jhtthu9vyfK4rK2vepXopKNUBopmqHngj8Jmotzc4E8n1e3kzrjK43il81DU93qXpLdLm2urbVxWfkc7lc0rWJidWjPTzbTAeq7ZrGIG7Fn5M38SvRSlLJxUxBDLJN+C7Yq4JJHt5Um4nTdlNm+FmoOf+YrKLZ3oMQY0xlKFGK5MTtd4UxsTjjHI461uXUieSRvMrjps3MWVOcnrpe6WN1thSbobis4fyqMVZ64PC4QciMAupwYaY/3zYe7mqvLoNTVhVH5vG7D4u21I1uNyPz2dtf4s1c+U7loERFBWBERAREQEREBERAREQEREBSqJSoBaiRFUERFIEREBERAREQEREBERARESAVgaetPnJHukRWhJ2MLDPC14aW02ZjI2MZJQuggc/hCl5EcqV1Y5U2V2XO53sPfsrE4eH2GHBeHAPh4sCxF1cOTIcN1yomdlFhKjN0TZuj582VK2u1m86RdUJwypWEuFtjew6IxkF4XMao23Gw+a6/b/fD6J2VzmoGeDOWSGI8tjoNcz7ckYmVOz5PO5UqbskRSYwy5IQfIjbrzbJ8kr5RtFYYVHT36S4m9LL1vHa8qdJyZWV4LazfCoiDYt+HGGWt3JnMxkEItCAIDuI1tJkZM2E26jlTp214qVK8rtV/NQ4YYShhxOZsZxioCN1zb20qdOIn7XZStrK71+MrNIqqOXLp7Xhvhc7NLMZHFkZjKLFHv7i1Lt50YSurGEqbKyuy87spW1ypuxRFJOG9bsAMP6khGLN0QLFogPcxHtpXepXdXOzVWqZoPDGpKfJgbiyKxOYrjPF+EcrJcAuxFSpWyyvTTURGsWvqCw+ppo1zTWLI1TcIomMJDcOPKzsna7WbNze9c12VUJERkux/mtwTNcjDA8cRhQBi4DcGQRGVeTx8mOmZKmZsqVH44di+b5+y/y44P4XhwFeoYzjObKU9asJiOPKkzpGymzc3NzZvNc12VEQRwwnwi6pn+UY1xGjC5t9X7eEnm5u1438d6XLXaSEG7OQQZt0MKSQMOT3RIztlNREGIiIjBERARERsMV1khap5bvNzye27Dzuaq+iKKgiIpLQIiICIiAiIgIiICIiAiIgKVEQf/2Q==" width="602px" alt=" Golden Cross Stocks: Definition With Charts and Examples"  title="Golden Cross Stocks: Definition With Charts and Examples" /></p>
<p>
<p>This move signaled a bullish trend reversal, coinciding with GOOGL&#8217;s price surge in the following months. Some traders opt to use different moving averages to indicate a Golden Cross. For example, a trader might substitute the 100-day moving average in place of the 200-day.</p>
</p>
<p>
<p>It may not occur until well after the market has already turned from bearish to bullish. In the final phase, the new uptrend is prolonged, with continuing gains that confirm a bull market. During this phase, the Golden Cross’ two moving averages should both act as support levels when corrective downside retracements occur. As long as both the price and the 50-day average remain above the 200-day average, the bull market is considered to remain intact. While it’s possible to profit from short-term market trends, buy-and-hold investing and dollar-cost averaging have a far better track record of building wealth.</p>
</p>
<p>
<h2>More news from Zacks</h2>
</p>
<p>
<p>This is not an offer, solicitation of an offer, or advice <a href="https://www.topforexnews.org/brokers/colmex-pro-forex-broker-review/">colmex pro forex broker review</a> to buy or sell securities or open a brokerage account in any jurisdiction where Public Investing is not registered. Securities products offered by Public Investing are not FDIC insured. Apex Clearing Corporation, our clearing firm, has additional insurance coverage in excess of the regular SIPC limits. The chart below shows the end of a downward market as the 50 EMA moves above the 200 SMA.</p>
</p>
<p>
<h2>Dependence on Historical Data</h2>
</p>
<p>
<p>Amongst the best known indicators used by the technicians is the Golden Cross. Despite its popular following, there has been surprisingly little research on whether the golden cross actually works and what it really tells the investor. As it turns out, there is money to be made through Golden Crosses – but not necessarily in the way that many chartists think. False signals occur when the golden cross fails to materialize or swiftly reverses post-crossover, resulting in losses for traders following the signal. Delayed signals happen when the golden cross occurs too late, after a significant price movement, leading to missed opportunities or reduced profits for those who followed the signal. For instance, in August 2017, the 50-day moving average (shown as a red line) crossed above the 200-day moving average (depicted as a blue line) in the GOOGL chart.</p>
</p>
<p>
<ol>
<li>Traders can use the Golden Cross along with indicators like RSI or MACD to confirm the strength and length of the potential new bullish trend.</li>
<li>As such, a golden cross on a longer time frame will probably have a more powerful impact on the market than on the hourly chart.</li>
<li>A golden cross could be said to be a bullish moving average breakout, where the long term period moving average becomes the resistance level that’s breached by the shorter period moving average.</li>
<li>However, this time we demonstrate the strength of the signal and the potential run a stock can make after a golden cross materializes.</li>
<li>Either cross may appear and signal a trend change, but they more frequently occur when a trend change has already occurred.</li>
<li>This makes it a preferred choice among traders looking to improve on longer-term trends rather than short-term fluctuations.</li>
</ol>
<p>
<p>Just as with the cup and handle pattern and the head and shoulders pattern, investors use the golden cross pattern to help them identify trends. Either cross may appear and signal a trend change, but they more frequently occur when a trend change has already occurred. The first stage requires that a downtrend eventually bottoms out as buyers overpower sellers. In the second stage, the shorter moving average crosses over the larger moving average to trigger a breakout and confirms a downward trend reversal. Opinions are divided on its merits of technical analysis (TA) but, for many investors, TA  of share price movements is a vital tool in deciding when to buy and sell stocks.</p>
</p>
<p><img 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" width="606px" alt=" Golden Cross Stocks: Definition With Charts and Examples"  title="Golden Cross Stocks: Definition With Charts and Examples" /></p>
<p>
<h2>FREE ONLINE TRADING COURSES</h2>
</p>
<p>
<p>To catch the next upward leg right from the beginning, traders should aim for pullback points, i.e., when the price pulls back to the short-term MA. In the case of a golden cross, the long-term MA is observed to be a significant support level, whereas, in a death cross, it’s seen as a resistance level for the market after the crossover has occurred. A golden cross requires a 50-period moving average and a 200-period moving average. They are illustrated on the META daily chart by the 50-period MA line in purple and 200-period MA line in blue. You can add momentum indicators to the chart to confirm the breakout. A momentum indicator like the relative strength index (RSI) will confirm the breakout by rising towards the 70-band.</p>
</p>
<p>
<h2>Why You Can Trust Finance Strategists</h2>
</p>
<p>
<p>Zacks Ranks stocks can, and often do, change throughout the month. Certain Zacks Rank stocks for which no month-end price was available, pricing information was not collected, or for certain other reasons have been excluded from these return calculations. Zacks may license the Zacks Mutual Fund rating provided herein to third parties, including but not limited to the issuer. Sometimes you can get head fakes or false breakouts on initial golden cross patterns. This can happen with the 50-period MA initially crossing up through the 200-period MA but then fizzling and falling back down again. Park’s work suggests that the ratio of short-term to long-term moving averages does have a meaningful amount of predictive power for future returns.</p>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/gwt1dEEz05c' frameborder='0' alt='what is the golden cross in stocks' allowfullscreen></iframe></div>
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<p>
<p>What you can also do is look for areas of resistance overhead which will act as selling opportunities for longs that have been holding the <a href="https://www.forex-world.net/software-development/linux-for-network-engineers-practical-linux-with/">Linux for Network Engineers</a> stock for a long period of time. Typically, bag holders from higher prices will be glad to get out at break-even. The chart begins with a strong downtrend, where the price action stays beneath both the 50-period and 200-period SMA.</p>
</p>
<p>
<p>To see all exchange delays and terms of use please see Barchart&#8217;s disclaimer. It helps to add other price and momentum indicators when using this trading strategy. Here are the good and not-so-good things to know about golden cross stocks. This means the 50-period MA starts to flatten as the 200-period MA catches up. From here, either another leg of the uptrend forms as the 50-period MA rises again or the 50-period MA turns and crosses the 200-period MA down, forming a breakdown. Here are scenarios highlighting the application of the golden cross in various market conditions.</p>
</p>
<p>
<p>The Bullish Bears trade alerts include both day trade and swing trade alert signals. These are stocks that we post daily in our Discord for our community members. An investor could potentially lose all or more of their initial investment. Only risk capital should be used for trading and only those with sufficient risk capital  should consider trading. Testimonials appearing on this website may not be representative of other clients or customers and is not a guarantee of future performance or success. You can cycle through thousands of charts and replay the data to see which golden cross setup <a href="https://www.day-trading.info/the-top-5-international-bond-etfs-for-2016/">the top 5 international bond etfs for 2016</a> works best for your trading style.</p>
</p>
<p>
<p>By the end of this article, you’ll be able to identify golden cross stocks. Whether you’re an investor or trader, they can be part of your arsenal to analyze stocks for potential trades thoroughly. The golden cross preceded the powerful rally that surged the S&amp;P 500 up through pre-COVID-19 levels. We’ll explain golden cross patterns, nuances and how to use them for your trades.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='315' src='https://www.youtube.com/embed/GJevOSiuIQU' frameborder='0' alt='what is the golden cross in stocks' allowfullscreen></iframe></div></p>
<p>The post <a href="http://fuellkrug-weitzel.de/golden-cross-stocks-definition-with-charts-and/">Golden Cross Stocks: Definition With Charts and Examples</a> appeared first on <a href="http://fuellkrug-weitzel.de">Cornelia Füllkrug-Weitzel</a>.</p>]]></content:encoded>
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